HANDBOUND
AT THE
UNIVERSITY OF
TORONTO PRESS
DIE FRAGMENTE
DER
YOESOKEATIKEE
GRIECHISCH UND DEUTSCH
VON
HERMANN DIELS
VIERTE AUFLAGE
ABDRUCK DER DRITTEN MIT NACHTRÄGEN
DRITTER BAND
%%'b2
^^' 5 ^M
BERLIN
WEIDMANNSCHE BUCHHANDLUNG
1922
WORTINDEX
VON
WALTHllR KRANZ
STELLEN- UND NAMENREGISTER
VON
HERMANN DIELS
MIT NACHTEÄGEN VON WALTHER KRANZ
BERICHTIGUNGEN.
Band I: S. XXII, 21 1. A 33 § 5. — 30. 31 stelle Bemerkung zu A 36 Tor die
zu A36.
S. XXIV, 18 1. 87, 10.
S. XXVIII, 22 tilge die Kommata vor und nach „wie Parmenides".
S. XXIX, 18 1. KOTiißaaK.
S. XXXIII, 36 1. IV 33, 37.
S. XXXIV, 6 1. airfav.
S. XXXVII, 4 1. YiTv6|Lievov, . «
S. XLII, 13 1. VIII, 24flF.
S. XL VI, 8 1. 380. 22 Anm.
Band II: S. IX, 22 Nr. 87» steht teilweise schon 5ö B 26.
S. X, 20 1. TouvavTi'ov.
S. XIII, 8 1. kmelexo, .
S. XV, 8 das Hippokrateszitat steht schon II 61, 9.
S. XXII, 43 1.166, 3.
S. XXV, 12 1 188, 19.
S. XXXIV 5, 20 1. r\TX\u[i], 6, 1 1. av.
S. 127,3 1. XI (XII 250 sq.).
S. 252, 7 Anm. 1. 509.
S. 256, 15 1. riiLiepai.
VORREDE
ZUR VIERTEN AUFLAGE.
HERMANN DIELS ist an dem Tage, dessen Datqm die Vorrede
des ersten Bandes dieser neuen Auflage^ trägt, gestorben. Er hat
die Nachträge zum ersten und zweiten Bande im wesentlichen noch
selbst fertiggestellt.
Wenn schon die »Fragmente der Vorsokratiker« eigentlich einer
neuen Bearbeitung bedurft hätten, wie es in jener Vorrede ausge-
sprochen wird, so galt dies in noch höherem Grade vom Wortindex;
ist er doch seinerzeit fiir die zweite Auflage des Werkes hergestellt
worden und hat es sich zudem ergeben, daß er noch nicht aus-
führlich genug ist: namentlich wäre eine stärkere Ausnutzung des
doxographischen Teiles notig gewesen. Dem jetzt durch Nachträge
abzuhelfen, war aber nur in geringem Grade moghch; vor allem
kam es darauf an, die nach Form oder Inhalt wichtigen Worter
der in der dritten und vierten Auflage neu hinzugekommenen Be-
richte und Fragmente nachzutragen und die Fehler zu verbessern,
die sich im Wortindex bisher gefunden hatten. Auf dessen Spalten-
zahleu wird durch Sp. verwiesen; im übrigen gilt auch für diesen
Nachtrag die S. CXXI abgedruckte Zeichenerklärung.
Auch das in diesem Bande abgedruckte Stellen- und Namen-
register stammt aus der zweiten Auflage, ist aber wie der Wortindex
deshalb jetzt noch brauchbar, weil die Seitenzahlen der zweiten Auf-
lage auch in der vorliegenden vierten am Rande wieder erscheinen.
Wenigstens das Stellenregister konnte noch mit einem Nachtrage
versehen werden, der die wichtigeren neu abgedruckten Textstellen
enthält.
Berlin-Grunewald, den 1. Oktober 1922.
Walther Kranz.
AUS DER VORREDE
ZUR ZWEITEN AUFLAGE (1910).
Dieses Wörterbuch verzeichnet das sprachliche Material der vorsokratischen
Philosophen und gibt zugleich den Inhalt ihrer Lehre, in EinzelbegrifFe
aufgelöst, wieder. Die Bedeutung der alten Fragmente für die Geschichte
der griechischen Sprache verlangte, daß in der Regel kein Wort übergangen
wurde; sind einmal nicht alle Stellen angeführt, so trägt das betreffende Stich-
wort (etwa Partikel, Präposition, Pronomen) nach dem Vorgang des Thesauru?
Linguae Latinae das Andreaskreuz. Dies gilt auch für die Stücke des An-
hangs; nur die Auswahl aus Epicharm, dessen Wörter sich in Eaibels Index
zu den Comici I vollständiger verzeichnet finden, und Ions und Kritias^ elegische
und tragische Fragmente, die sprachlich in anderen Zusammenhang gehören,
haben eine freiere Bearbeitung gestattet: von ihnen sind nur die in Beziehung
zur vorsokratischen Philosophie stehenden Wörter aufgenommen worden. Was
den Inhalt der philosophischen Lehren betrifft, wie sie die unter A abge-
druckten Berichte geben, so ist gleichfalls alles Wesentliche und nur dies
verzeichnet; die Terminologie, die für die Philosophie der Vorsokratiker von
Bedeutung ist, wurde besonders berücksichtigt, nicht aber die der doxogra-
phischen Literatur um ihrer selbst willen: sie liegt im Index der Doxographi
Graeci bearbeitet vor, den dieses'Buch nach der einen Seite ergänzen will.
Die Anordnung der Stellen ist (nach dem Muster von Bonitz' Aristoteles-
index) 80 getroffen worden, daß das formal Interessante dem inhaltlich Wich-
tigen vorangestellt wurde. Stets ist darauf Wert gelegt, durch die Gliederung
einen inneren Zusammenhang herzustellen; erst in zweiter Linie waren die
Wortformen für die Ordnung bestimmend. Umfangreiche Artikel wie z. B.
äi^p, nOp, ipuxii sind inhaltlich nach der theophrastischen Disposition gegliedert
worden.
DIE TITELVIGNETTE
ist nach drei Exemplaren des Berliner Münzkabinetts unter Leitung des Herrn
Dr. von Fritze gezeichnet. Sie stellt Anaxagoras in dem ersten der beiden
I 381, 30 (46 A 27) beschriebenen Typen der klazomenischen Münzen dar.
NACHTRÄGE
ZUM
DRITTEN BANDE
IX
ääiKOt; X
NACHTRAG ZUM WOETINDEX.
dßeßaio^. b6la coni. öcpoXepd Gorg.
Bll (11252, 17) euTuxfai ebd.
dßiiuTO?. ß(o? Gorg. B 11=^ (II 269,
32) vgl. ßioOv.
d-faeö?. dtaefi \^\}%if[ Pythagor. B (I.
XLV, 1 vgl. Anna.) — tieiaai em t6
dTaöov opp. KOKov ebd. tö dfaGov dp-
novi'a ebd. Z. 4 ^bv m\ d. (?) Herakl.
B 111 (I. XXV, 21) Toö d. coni. toO
KoXoö Gorg. B 11 (II 254, 7) dToeOiv
♦tcTfiöiv B IIa (II 259, 12) TU)v dAn-
90Jv d. Ti ebd. 262, 1 *nap6vTUJv d.
opp. KOKci ebd. 261, 16 roiq enolq d.
opp. Toiiq aoic, KOKoT^ ebd. 261, 21 —
qpXaöpov Kai dpiöTov "npoc, ti Hippokr.
12 C 2 (I 112, 3 f.).
dfa6ö(; opp. kokö? Hippokr. 12
C 1 (I 111, 10) d. dvöpdöi Gorg. 13
11» (II 263, 11. 20) dptöTO? dvnp
ebd. 255, 24.
dTaXiictTUJv ep-fcioia coni. dvöpidvTiuv
no(nai<; Gorg. B 11 (II 254, 16).
dtav. Sp. 4, 21 zuf.: 1 A 1 (I 6, 16)
vgl. ouöcfq.
df-reXfa (naparreXia Hde) dqpiKTai Gorg.
B IIa (U 256, 21).
dT7€Xo(;. Kpariarovc, mi TOxföTOui;:
trupaou^ Gorg. B 11^ (II 262, 1«).
ciTeiv = riTciöGai (Sp. 5, 6) vgl. jetzt
Antiph. B 44 (II. XXXII 1, 20) —
ixxeaQai coni. dpxeoeai Gorg. B 11
(U 251, 9).
ÖTcXaiot;. ß(o<; Bemokr, B 5, 3 (II.
XIV, 16).
dYtvriTO?. Sp. 5,25 zuf.: vgl. B 16
(I 229, 4) — dteviiTa: döuvara Gorg.
B 11 i* (II 260, 19).
dyi^pui^. Koöfio? Eurip. 46 A 30 (I
382. 10).
dTV€{a, dtveuciv Pythagor. B (I.
XLV, 7£F.).
dfvoeiv. dtvonao^ev XÖTOU^ Gorg. B
11» (II 266, 25).
dfvöima H»uxfl? Gorg. B 11 (II 256, 1;.
dtvuvat. Zu Sp. 6, 7 vgl. jetzt IL
X, 2.
ä-^vibc,. <oi)k) *d. Gorg. B 11 'i ai 268,
5 23).
ctYOva Tct dKratxryva Emped. B 69 (l.
XXXII, 14 £f.).
d Y p € u MCt- *T<5xi1^ dYpeujuaoi opp. tvtjü-
Mn? ßouXeoMooi Gorg. B 11 (II 255, 2).
lOdfX^voia vpux'l? (Demokr.) B 5, 1 (IL
XII, 28).
dYiuyai noböc, metriscli (Damoa) B 9
(I. XXXVII, 5).
döeXqpö?. Tov d. eöuuKa opp. tujv uUujv
15 Tivd Gorg. B 11^ (LL 257, 1).
dftriXoc. oÜK dörj^ov opp. ftf^Xov Gorg.
B 11 (11 250, 12) 11=^ (H 259, 18)
opp. <pav€p<5v Hippokr. 12 C 2 (I
108, 31) d6riXa opp. öt^Xa ebd. 111, 30.
aodÖJK€iv. 6 -adaaq döiKcT Gorg. B 11
(II 253, 3) r|ö{Kr|a€v opp. eöuöTuxriöcv
ebd. 251, 15. 19 töv döiKoOvra ti-
HUjpoü^evo^ 11^ (II 256, 1) döiKi^oeiev
ebd. 259, 11 döiKrieetoiv (?) ebd. 259,
25 21 T\6iKr]H€V0K ebd. 259, 24 döiKciv
opp. döiKTiöf^vai ebd. 262, 21 dömeiv
im Verhältnis zum d&iKeioöai Antiph.
B44 (IL XXXVII I, 12 ff. II, 16 ff.)
— i^&iKOUv dXXiiXou? d. ersten Men-
30 sehen) (Protag.) 74 C 1 (II 234. 1).
döiKTiMara Antiph. B 44 (IL XXXVII
11, 14).
döiKfa? aiT{a Gorg. B U^' (11263, 24)
d?>iKiav dist. aixiav ebd. Z. 30 koto-
35 XOoai nuj^ou döiKiav coni. ööHiic; d|Lia-
e{av B 11 (II 255, 9).
dbiKOc,. dbiKOiq qpaveiai Gorg. B 11*
(II 263, 19) d. epTOv coni. dOeov,
dvo^iov ebd. 263, 28 ööiKa opp. bl-
40 xata Antiph. B 44 (H. XXXVII H,
25) — cdv döiKU)(; duoKTefvriTe Gorg.
B 11» (H 263. 22) d. 6iKdoavT€<; ebd.
Z. 27.
XI aftiivoTO? Xn
äbivatoi m. Inf. Gorg. 611^(11256, dOpoiZeiv. Sp. 19, 37 zuf.: A 1 (II
15) öbuvaTOv m. Inf. ebd. 251, 8 u. ö. 1, 15) u. ö. — 6tepo{Z€09ai d. ersten
B 11» (257, 26 u. ö.) ou mövov ouk Menschen (Protag.) 74 C 1 (II 233,
ct., äXXä KOI ii&ibiow ebd. 260, 20 38 f.).
äbvvaxa: dyeviiTa ebd. Z. 19 opp. 5 äQpoia\i6(;. Sp. 19, 39 zuf. : vgl. äGpoi-
5uvaT(4 Hippokr. 12 C 2 (I 111, 31) a^a Emped. A 1 (199, 6) und wohl
d. epToi? ^Tnxeipdv Gorg. B 11^» (II noch öfter.
261, 7). "AibTi«;- 'Atöeiu t^to? (?) Emped. B
de(Ö€iv. *di6eiv coni. KiGopi'Zeiv Da- 142 (I. XXXIII, 23).
mon B4, 10 (I. XXXVI, 9). 10 di6io?. Sp. 21, 34 zuf.: &iaK6a^n<^i<;
deiK{vriTO(;. vuxn dist. auT0K(vr|T0c Emped. AI (199, 3) ähnliches öfter
Thal. A 22» (I. XIX, 28) dOr^p opp. — tö dtbiov koi votitöv ev Pherekyd.
doeiOTO? Pythagor. B (I. XLffl, 5). A 7» (II 201, 15).
defcpuWov. Sp. 10, 46 zuf.: vgl. k^- alQ^p. Sp. 22, 27 zuf.: Verhältnis zu
•iTe66q)uXXov. 15 irOp s. d. — Sp. 22, 46 zuf. hinter
depOüSe^ im Ziiüiov Demokr. B 5, 2 di^p: {var. lect. aiQif\p]. Sp. 22, 48 zuf. :
(II. XIII, 34) 5, 3 (II. XIV, 9). sowie B 78 (I 251, 11).
äTf\p. Sp. 11, 44 zuf.: vgl. Glotta III al6»^p : oupav6(; = \)\ir\>i : Xeirupov
106 f. — Sp. 13, 36: vgl. Hermes 1913, Orph. B 12 (II 172, 6) 6 nepi xnv yrlv
316 — Sp. 15, 40 1. C 2 (jetzt I 431, 20 opp. 6 dvuixdTiu Pythagor. B (I. XLIII,
22. 24). 4) tj»uxp6(; (== diip), ■nayivc, (= Q6.\a(sao>
drjp = ijiuxpöq ai6Tip Pythagor. B ebd. Z. llff. hjuxt) diröOTraö^a al0e-
(I. XLIII, 12 vgl. Anm.) oroixeTov ebd. po(; ebd. Z. 16 — doparo? ebd. XLIV,
XLII, 8 = "Hpa Emped. auch A 33 15.
(I. XXX, 28) — Entstehg. Demokr. 25 a\\xa. Bntstehg. Pythagor. B (I. XLIII,
A 60» (II 27, 38) UTTO depo? <pepeo9ai 22) Nahrung d. Seele ebd. XLIV, 14.
Trjv T<1v Diog. A 16» (1418,37) Wind- aTvo(; Erfindung [Alkm.] A2 (1 131,23).
entstehg. Archel. A 16» (I 413, 10 ff.) alpetv. Sp. 25, 23 1. Herakl. B 29 —
■ Bewegung Demokr. B 5, 1 (II. XI, <eX€lv?)6iKTiv Antiph. B44 (IL XXXV
16, 4) 6i(iiTupoq ebd. Z. 16 TrX»ipri(; 30 6, 30) — |.ioXXov aipeioOai . . . *irpö
elbiuXunr B 166 (IL XVII, 11) i^uxuiv Gorg. B 11» (II 261, 16) ?Xoito . . .
€MTrX€U)(; Pythagor. B (I. XLIV, 23) dvxf ebd. 258, 17 aip€Ti6T€po<; ebd.
öl* depo? 6päv ebd. XLIV, 3 Bedeutg. 263, 21.
für 9p6vriai<; Hippokr. 51 C 3» (I aloSdveoOai. aXaQx\Ta aüi\xaTO. Ent-
432, 2ff.) dvanveo^ev €l<; töv depo 35 stehg. Pythagor. B (L XLII, 7).
Antiph. B44 (II. XXXVI 2, 27). a\aQi\a\<^ Entstehg. Pythagor. B (I.
dea|Liß{Ti. Sp. 18, 18 zuf.: vgl. Nau- XLIII, 23 vgl. XLIV, 2. 7. 12).
siphan. B 3 (II 159, 2). dioroöv pass. v. ZuJia (Protag.) 74 C 1
dedvaTO<;. 9O01? Eurip. 46 A 30 (I (II 233, 5).
382, 9) tj/uxri Pythag. 8» (I. XX 8», m a\o\p6c.. h6la opp. edvaT0(; Gorg. B
15) Pythagor. B (I. XLIU, 17) tö 11» (U 263, 21) epTO ebd. 261, 8.
q)p6vi)iov ebd. XLIV, 13 to Oepiiiöv 262, 19 öeiXöc; irpö? doxpct Xenophan.
Hippokr. 51 C 3 (I 431, 32) dedvaxa A 16 (I 44, 20) aiOxiöTr] alx{a Gorg.
coni. ecTa opp. evr]xd Pythagor. B B 11» (II 255,17) öuOKXeia ebd. 259,
(I. XLIII, 6). 45 27 ai'öxiöTov dv6pi öuoxuxeiv öi' auxöv
ÄOeov epYOv coni. döiKOv, dvojuov Gorg. ebd. 259, 29 xa aid^iaxo. KdAXiot«
B 11» [II 263, 28). Hippokr. 12 C 1 (I 111, 9).
'AGrivd veuixepa Beöi; Akusil. B 8 (II. aioxuvri. aiax"vn<; Kai ttmiai; dtri^X-
XXVI, 43). XcKxai Antiph. B 44 (H. XXXII 2, 7).
xni
dXXi^Xujv XIV
aiTi'a Beschuldigung y Schuld aixia
ÄftiKiac; Gorg. B 11* (II 263, 24) an-
ders (diet. döiKi'a) ebd. Z. 31 ncxa
aiöxiöTiit; aiiiac, ebd. 2öö, 17 akiav
(TuvtöriKe ebd. 256, 3 aix. dveiriöeiKTO^
ebd. 256, 6 aniac, xuxelv B 11 (II
251, 17) ■xf\c, aniac, TiaOaai Tiva ebd.
260, 9 T^v alr. dTroXuaaöeai ebd. 251,
23 aiTi'a^ KaGapoc; B 11'^ (11 262, 4f.)
aiT. diroqpeuYeiv ebd. 261, 21 öiaqpeu-
f€iv B 11 (II 255, 7) öeOui tt]v aiTtav
dvaeexeov ebd. 251, 12 aixiaiq evoxo?
B 11=^ (II 260, 13) aixi'ac; xOüv kXv^ynuy/
TTpoKpivctv ebd. 263, 8 u. ä. ö. —
Grund ahlaq irpoetiöoiuai Gorg. B 11
(II 251, 2).
alTidoeai Gorg. B 11 {II 251. Gf.).
aluiv. xöv aiCüva irdvxa [Lebensxeit)
Antipb. B 44 (II. XXXVH II, 6).
dKdeapxoq. ij/uxaf opp. Kaöapai Py-
thagor. B (I. XLIV, 22).
dxeöxd opp. dv*iKeöxa Gorg. ß 11"'
(II 263, 12 vgl. Anm.).
dxMn depo<; flippokr. 51 C ^■^ (I 432, 9).
dKon Erklärg. Pythagor. B (I. XLIV, 7).
dKÖvxiov Akusil. B 40=^ (II. XXVII,
85).
dicoöiiifa opp. Koöiao^ Gorg. B 11 (II
250, 1).
oKOöMO«; ß^o^ opp. KeKO(J|LinMfevo? Gorg.
B IIMII 262, 12).
dicoueiv. Sp. 34, 45 1. Krit. B 25, 20
fj. II 321, 1) — dKOijeiv ä öeT koi a oO
6€T Antiph. B 44 (IL XXXUI 3, 4)
dKoüujv KOI XeYiuv Gorg. B 11» {II
256, 24) Ol dKoüovxe^ B 11 (II 251,
27 ff.) 11=^ (II 263, 16) eiiroiuev, r|Kou-
öaiuev ebd. 257, 17 dKOuöa^ syn.
T[v;e6|ievO(; ebd. 260, 14 xriv Kaxu»^
dKO\JOuöav opp. Tohc, |ue)n(po|aevou(;
B 11 (II 250, 9 vgl. 253, 3).
dKpai(pvri(;. drip Hippokr. 51 C 3»
{I 432, 12).
axpcxoc;. voOi; Anaxag. A 15 J 379,
38; öfter?
dKpißii?. dxpißuK; €16(1)^ Gorg. B 11»
(U 260, 10).
dKpöftpua Demokr. B 5, 3 (IL XIV,
17).
ÖKxi^. UTtö xoö rjXiou Pythagor. B (I.
XLIII, 11 ff.) dKxi'vujv dvaKXdffeiq Ana-
xag. A 85 (I. XLVII, 17).
dXdßaoxpo^ Y^Mtuv 6Hou(; [Demokr.]
5 B 302 (II. XXI, 27).
dX^uveiv. xd dXyuvovxa Antiph. B 44
(IL XXXIII 4,9) dXTuveoGai ebd.5,18.
üXeSrix)ipiov Gorg. B 11 (II 264, 2).
dXi^9€ia XoYUJi koöjlio«; Gorg. B 11 (II
10 249, 23) opp. h6la ß 11» (II 260,
25ff.) Antiph. B 44 (IL XXXII 2,
23) uap' a\}if\c, ■xf\<^ dXriOei'a? Gorg.
B 11» (II 256, 7) dX. epTUUv ebd. 263,
15 absol. 18. '
15 dXri9tic. Xöfo^ Kaivot;, ouk dX. Gorg.
B 11» (II 261, 14) dX. aixi'av ebd. 262,
5 xOuv dX. dfaSOüv xi ebd. 262, 1
xdXrieec; b^ila^ B 11 (H 250, 10 vgL
Anm.) opp. em'qpGovov 11» (II 261,
■20 24) 6i6d5ai xdXriBe^ ebd. 263, G xd
xtii dXriöei Eu^q)epovxa Antiph. ß 44
(IL XXX 4, 19) xdXr|9fi juapxupeiv
ebd. XXXVI I, 4 vgl. XXXVII L
17 ff. 38 f. dXriSn Xe-feiv opp. eiKoxuu^
25 Epicharm. 11 A 15 (I 44, 16 vgl.
Anm.) (ouk) dXrien XtY^iv Goig. B 11»
(II 256, 12. 258, 24).
dXiöK€ö9ai. dXiöKexai (gerichtlich)
Antiph. B 44 (IL XXXVII I, 25j
80 i^XiöKexo jnaXioxa xP1M<iTuuv Aku&il.
B 40» (IL XXVII, 30) epujxi dXoOoa
(EXevn) Gorg. B 11(11 251,G vgl. Anm.).
dXKT) 9povri]adxiuv Gorg. B 11» ;II 258,
11) dXKnq eueHia B 11 (II 250. 21).
3ö xdXXd Tdp Gorg. B 11» (II 262, 28)
dXXd YG ebd. 257, 12 u. ö. dXXd \xr\v
B 11 (11 254, 14) 11» (II 260, 27) u. ö.
äXX6ö9ai v. d99aX|u6(; Antiph. B 81»
(II 306, 7 ff.).
40 dXXriXoYovia Demokr. B5, 3(11. XIV,
10 vgl. XII, 1) vgl. Pythagor. B J.
XLIII, 19).
dXXriXoxuTtoöv Atom. 54 A 6 II 3, 7
vgl. 9;. Vgl. dXXr]Xoxu7tta.
45 dXXriXoq)9op(a (Protag.) C 1 ;II 233, 5).
dXXnXuuv. dYvotiao|U€v xoiJ(; dXX. Xoyou^
Gorg. B 11 (II 256, 25) €v dXXnXoi?
Antiph. B 44 (IL XXXVI I, 4) -npoc,
dXXnXou^ ebd. XXXVI 2, 8.
XV d\\0(; XVI
^äXXo<;. ö\Xou(; ujqpcXeiv, ßXdiirreiv An- d^q>l&1lTtol vgl. jetzt 11. XVI, 46f.
tiph B 44 (11. XXXVII II, 31) irpö? d|ii<p6T€pa airopa Gorg. B 11 * (II 257,
äXXov an äXXou Xö^ov Gorg. B 11 (II 18) opp. ra ?T6pa Antiph. B 44 (ü.
262, 6) dXKovc, äXXa xvnoijc, ^gdtei XXXVII II, 24).
ebd. 253, 14. ß xäv bei Melissos? I. XXX, 8.
dXXÖTpiov opp. '{biov Hippokr. 12 dvaßa{v€iv. äva^r\ao^ai =■ ^iictvcE«-
C 2 (I 112, 11 f.) kn dXX. irpaTiitdiTiuv X6uao|nai (eiri rot) eE dpxt^q Demokr.
Gorg. B 11 (II 252, 3). B 144 ^ (II 87, 24).
äXoTtt opp. ävSpumoi; (Protag.) C 1 dvdßaöK Nei'Xou Thrasyalk. 1 (I,
(11 233, 15). 10 XXXIV, 4) Demokr. B 5, 3 (II. XIV,
äXuiroc; diet. ouk dvujq)€Xri<; u. a. Gorg, 12).
B UMH 262, 24) ötarpißi^v ebd. 262, dvoYaXXi? [Demokr. B 300, 4^^ (II
17. 126, 25).
d|Aae{a coni. d|iapT{a Gorg. B 11 (II dvatKdZciv (= neiGeiv) akt. u. ijass.
250, 3) opp. aiTfa ebd. 250, 10 d|u. 13 Gorg. B 11 (II 263, IflF. vgl. 255, 6)
&65ri«; ebd. 255, 10. 6 KOipö? nvdfKaoe B 11 ^ (II 262, 29).
'6.\xala Sternbild Thaies A 3" (I 6, 31). dvaYKaTo<;. h\k Xötiwv dYiwve(; (?) Gorg.
d)uaEiTÖ? Sp, 44, 23 stelle hinter B 11 (II 253, 8 vgl. Anm.) dvatKalov
dfiaXöüveiv. opp. pdt&iov Bll" (II 260, 21?) dv.
d^apTdvelv Gorg. B 11^ (II 263, 11) 20 iy^r\GaaQa\ ebd. 261, 28 dvatKaia opp.
djuap-niöeöee ^ic, ebd. 263, 27 Tiniaprov €ir{6€Ta Antiph. B 44 (IL XXXII 1,
B 11 (II 261, 17). Vgl. ^Sa^apTdveiv. 26. XXXVI 2, 18).
djLidpTrijLia opp. driixim« Gorg. B 11 ayd^Kr) m. Inf. Antiph. D 44 (II.
(II 265, 1) ii;uxn? diLiapriiMaTa coni. XXXVII I, 16. II, 22) Gorg. B 11»
h6lr\% dnaTViiiaTa ebd. 252, 9. 25 (II 256, 7. 8. 17) 6i' dvcttKriv ebd.
&|iiapTia coni. d|Lia9ia Gorg. B 11 (II 257, 24 dva^Knc \^r\^){a\xa.(5\ B 11 (II
250, 3) d,uapT{a<; airia ebd. 253, 22 251, 4) uirb Gefaq dvdTKTi? dvatKO-
h\i. (jei'Ziuv B lli^ (II 263, 26) ^Hainop- a6eTöa ebd. 255. 6 i^XOe ^punoq dvchf-
xdveiv Tct^ !ieTiOTa(; d|u. ebd. 261, 16. koi^ ebd. 255, 3,
djaeXelv. *d|.ieXf^(jai m. Genet. Gorg. 30 Doxographie. Sp. 51,1 zuf. : vgl.
B 11 (II 254, 6). A 38 (I 206, 36) — bei d. Atomi-
diLieTdßXiiToq. Sp. 46, 4 zuf.: OToixeta sten auch 54 A 24 (118,6) 55 A 69
Emped. A 34 (I 206, 12) 41 (I 207, 9). (IL VIII, 33).
Vgl. neraßdXXeiv. dvaZu|uo0ö9ai v. d. Erde Demokr.
diuerpriTo;. 'At^p Aristoph. 51 C 2 (I 35 B 5, 1 (IL XI, 16, 12).
431, 30). dvaepiOiOKeiv. Sp. 51, 27 1. Emped.
äM€Tpo(;. Sp. 46, 14 zuf.: vgl. C 7 (II B 100.
138, 24). dvaeujuidöeai V.Atomen Ii€uk. A 24
oMf^ (?) Gorg.B IIa (11 255,23 vgL Anm.). (II 7, 19).
"AjLiiXXa KX€H»u6pai (?) Tit. Demokr. A 40 dva6u|u{aöi(; Entstehg. v. ydXa Hip-
33 = B 14a (11 65, 24) epwroc; Gorg. pokr. v. Ch. 6 (I. XXXVII, 10).
B 11 (II 254, 20). dvaiMoq. *övuxe? (Protag.) 74 C 1 (233,
d|ün5v€iv. o'iTive^ dv ■ira96vTe<; djauvwv- 10) dvai|i6T€pa tma Demokr. B 5, 2
TOI Antiph. B 44 (IL XXXIV 5, 1) (IL XIII, 31).
djaiSvaöeat coni. diroKJaaOoi Gorg. B 45 dvdKXaoiq. Entstehg. v. y&ka Hip-
11 (II 254, 23). pokr. v. Ch. 6 (I. XXXVü, 10) v.
dM(p(ßia Demokr. A 155b (IL X, 31). x<5^aZa Anasag. A 85 (I. XLVII, 17).
VgL Lölvenheim, Die Wisserischaft dvaXa^ßdveiv. dvctXdßoi ti? dv [wie-
Demohrits S. 163. derbekommen) Gorg. B 11» (II 260, 8).
xvn
dv6vTiT0g XVIII
ÄvaM6pTnTO(;Gorg.Bl^ (0262,8.8).
ÄvoMMa Sp. 53, »3 ]. Herakl. A 12.
ÄvdEio^ avaliwi (Xer€t) Gorg. B ll^i
(II 260, 9) TÖ dv. opp. t6 öStov B 11
ai 260, 2).
dvawveTv. Zu Sp. 54. 18 vgl. 11 A 1
(l 42, 24) dvanveo.uev eic, töv depa
Antiph. B 44 (II. XXVI 2, 37;.
ävoTieevai. GeüJi airiav dvaöexeov
Gorg. B 11 (II 251, 12).
dvaq)epeö6ai v. Atomen Leuk. A 24
(II 7, 12) d<; Tr\v Tinoipiav dvaqpepö-
M6V0V Antiph. B 44 (IL XXXIV 6, 20,.
dvaqpuciv. dvaqpufjvai rvnovq Ziuiiiuv
Demokr. B 6, 1 (IL XI, 15, 21).
-ilyöpefa in d. Masik Dämon B 4, 12
(L XXXVL 11).
Öv6p€i0(; = öFoq)6<; Dämon B 8 (I.
XXXVI, 28;.
dvöpidvTUüv iToii]öi(; dist. dtaXf^dTiuv
kpfada Gorg. B 11 (II 254, 16).
iiveXeuGepia Dämon B 9 (L XXXVI, 37
vgl. ebd. Z. 19).
■ctve,uo^ Entstehg. Homer. Anaxag. A
86» (I 394, 2) Archel. A l&i (I 413, 8)
Diog. C 2 (l 431, 8 ff.) Demokr. A 93
(II 33, 17) bvo Toü(; KupicuTOTOug Thra-
8yalk.2(L XXXIV, 12f.). Xotouc; i^/uxfi«;
dv^MOu^ Pythagor. B (I. XLIV, 14).
•öveTrlöeiKTOt;. airia Gorg. B 11''* (11
266, 6).
dvepeuvüv. dvripeuvriaaTO rä övxa (d.
Mensch) Demokr. B 5, 2 (IL XIII, 41).
dvexeiv. >^dveKTd Gorg. B 11» (II 261,
24).
dvJiKeaxa opp. dKeffTct Gorg. B ll-i
ai 263, 11).
^viip. dvfepa ärptUTOv Akusil. B 40 ^
(II. XXVII, 26) ttoXutXiituiv y^voc;
dvfepüJv Emped. f?) B 154d (I. XXXIII,
33). — Oft bei Gorg. Helene u.
Palam. ; Beispiele : dvöpa Km Y^vaiKa
B 11 (11 250, 1 vgl. 11; ai'öxiöTov dv6pi
öiMjTuxelv ftt' ouTov 11» (II 259, 29)
dvbpüüv ni'xo. qppovouvTuuv 11 (II 250,
20) dvftpujv KpdtiOToc ebend. 250, 15
dvfjp KOKiOTo^, KpariOTO^ 11"' (II 266, 3 f.)
<pp6vi|ao<; ebd. 258, 27 dvöpdoi dyaöol^
ebd. 263, 11. 20 dv6pl irpo&oTrii ebd.
259, 2 av6pa avmxaxov ebd. 263, 29
Paronomasie ebd. 263, 13.
dvepiüTreioc. ß(ov Gorg. B 11* (II 262,
11 vgl. Anni.).
5 avSptuTTivoc;, -Tiiyr] odpS Pjthagor.
C 6 (I 360, 21) TTponnÖia Gorg. B 11
(II 251, 7) voonua ebd. 254, 28.
avSpiuTTO;; *?nan< Antiph. B 44 (IL
XXXII 1,13) TÖV auTov ctvBpunrov Gorg,
10 B 11» (II 261, 4) xd TU)v d. kmTY\bev-
^aTa Antiph. B 44 (II. XXXVI 1, 8) ai
v6)noi dTTOTpeTrouöi (TrpoTpeTrouoi) tou^
d. ebd. XXXIII 3, 23 udoiv d. ebd.
XXXVI 2, 19 TTctvTa? d. ebd. XXXII
15 2, 16 ^TrdvTLuv d. auch Gorg. B 11»
(II 2ü6, 24) Tu»v dirdvTUJv d. vOv öv-
Tuuv, fieXXovTUJv ebd. 262, 10 tum
irXneei Tiuv d. ebd. 259, C tOuv d. xiüv
TOTe Akusil. ß 40* (IL XXVII, 27).
20 Sp. 61, 6 zuf.: A 81 (I 216, 30f.). —
Entstehg., ursprgl. Leben Demokr.
B 5, 1 (IL XII, 4 ff. XIII, 37 ff. XIV,
7 ff.) (Protag.) C 1 (II 233, 17 ff.)
xexvai mit Körper verglichen Hip-
25 pokr. 12 C 1 (I 108, 26 ff.) — Mnxpa
(Demokr.) A 151 (IL X, 19) - x\ivx^
Emped. B 117 (I. XXXIII, 12) Pytha-
gor. B (I. XLIV, 7 ff.) homo sapiens
mensura omnümi [Demokr.] B 309
30 (IL XXL 38) dveptuTTO^: Geö^ Xenoph.
A 13 (I 44, 3ff) Pythagor. B (I. XLIII,
8 ff.) Geoc dvGpiOtrou KpeTooov Gorg.
B 11 (II 251, 11).
dviäv. dvfaxa opp. 5uvaxd Gorg. B 11»
a5 (II 263, 13).
dviKiixo? qpiXoxijuia dist. qplXoviKO«;
epio^ Gorg. B 11 (II 250, 23).
dviöxeiv Sp. 66, 48 L 14, 8 (II 65, 21).
dvörixoi dv6p€? opp. (pp6vi|Lioi Gorg.
40 B 11'* (11 261, 13ff.).
dvofteiv opp. kXVjiciv Gorg. B 11»
(II 2.57, 27).
dv6|uoia : ö|uoia Hippokr, 12 Gl (1 108,
18. 110, 3 ff. 31 ff. u. ö.).
45 dvo|uov epYOv coni. dGeov, döiKOv Gorg.
B IIa (11 263, 28) dv6]uujq ^ßtdoGn
B 11 (II 251, 14).
dv6viixo<;. ouK dvövrixov (?) Antiph.
B 44 (IL XXXIV 6, 1).
XIX dvTepejöK; XX
dvT^peiöi? d. Atome Leuk. A 1 (II ä-naXoc,. '{i\ Demokr. B 5, 1. 3 (II. XI,
1, 21). 15, 11. XIV, ö).
dvTi. bölav dvTi b6ty](; . . . Gorg. ß 11 anac, wechselt bi Gorg. Palam. (II
(I 2Ö3, G). 255, 13flF.) mit Trä<;.
dvTibi&övai. |aiö9öv npobooiac, dvxi- ö dTtaTäv. tv^v HJUxnv äiiaTr\aax; coni.
&6vT€c Gorg. B IIa (II 258, 16;. -rreioa.; Gorg. B 11 (II 251, 22) oük
dvTi0€öet(; Alkm. A 3 (I 132, 14). dnaTnöavTa B ll'^ (11 263, 6}.
dvTiKaTrjYopnoai Gorg. B 11» (II diraTri. Zu Sp. 72, 30 vgl. Hippokr.
261, 19). 12 C 1 (I 111, 16;.
dvTmapaßdXXeiv Demokr. C 7 (II 10 dir dx vi ^a. ftoHr]^ <iiTaT»i|LiaTa coni. v(;u-
139, 18) vgl. TiapaßdAXeiv. xn<; d,uapT»i|LiaTa Gorg. B 11 (II 2ö2,
ävTiTzobeq Pythagor. B (I. XLII, 23, 10).
10). dneiXelv. Zeu^ ÖTreiXeT Akusil. B 40*
dvuTTO&nfot; Mensch (Protag.) C 1 (II. XXVII, 40).
(II 233, 18. 234, 13). 15 OTreipoc;. Sp. 73, 32 zuf.: vgl. auch
ctviu : Kdxuj Orph. B 23 ,11. XXIV, 18, Idaios (I 416, 27), Sp. 76, 34 zuf.:
26) Pythagor. B (I. XLII, 23, 11) 6 vgl. Idaios (I 41ü, 4). {j6ujp (axoixciov)
dvujxdxui aiOi^p ebd. XLIII, 4. Thal. A 13 (1 10, 24) Koöjaoi Anaxarch.
ävtu<pe\r\(;. ouk dv. opp. ä\uTro<; Gorg. (Demokr.) A 11 (IL XXII, 30;.
B 11^1 (II 262, 24). 20 duepYa^IeoSai. öxav direpYdoujvxai
dvujq)€pri<; Demokr. B 5, 1 (IL XI, {fpacpeic, aüj|ua Kai xp^ll^a) Gorg. B 11
15, 5). (II 254, 15).
äiioc, eijLii m. Inf. Gorg. B 11 (II 251, 6) duexeöGai Kudinun' usw. Pythagor. C 6
IIa (11 262, 22) u. ö. xfiv ällav CKxiveiv (I 360, 20 ff. 361, 7 f.) B (I. XLV, 10)
Thal. 1 A 19 (I. XIX, 26) xö dEiov 25 aloxpujv koi kokOüv ep^iuv duexoiuai
€Tta{vou opp. dvdEiov Gorg. B 11 (II Gorg. B 11» (II 262, 19) dTre«xex6
250, 2) dEiov m. Inf. B 11* (H 260, luou ebd. 259, 24.
8f.) ouKÖtiov ouö' dSiuiöm ebd. 264,3. dTTioxo^. ttujc; ouk ctTrioxov m. Dativ
dSioOv. dEiu) m. Inf. Gorg. B 11» ^11 Gorg. B 11» (II 257, 23) dmöxöxaxov
262, 20) ebenso oEmcai ebd. 264, 4 30 iptov (TrpäxMa) ebd. 259, 30. 260, 2»
vgl. dSioq. xd dmoxa coni. äb^Xa B 11 (II 253, 7).
äliiuiia irpoföviuv Gorg. B 11» (II 259, äiiXaveic, Entstehg. Beweg. Demokr.
20). B 5, 2 (IL XllI, Bff.).
doTrAoq cpuöK; (Protag.) C 1 (II 233, 1) ^dtto öfters in d. Bedeutung >iö?i oms*
dv9puuTT0c ebd. Z. 18 vgl. 234, 14. 35 bei Gorg. Palam. z. B. II 257, 16. 268,
dopaxoc (puxn, aienp Pythagor. B (IL 23. 259, 1. 261, 8. 263, 16.
XLIV, 14f.). d-iToßdWeiv. dTroßa\u;vxp>1MaTa, TTiöxiv
dopiöxoc; bvaq Pythagor. B (I. XLII, Gorg. B 11» (11 260, 3. 4).
23, 3,. dTTOöeiKvüvai. dfroöeiHavxe^ dbiKfav,
ätiayu)foi opp. eitaYiUYOi (eirunöai) 40 aixiav Gorg. B 11» (II 263, 31).
Gorg. ß 11 (II 252, 6). dtroöeiEiv eipiiKev Gorg.Bll»(II262,6).
diiaGiK. voö^ Anaxag. A 100 (I. XLVII, dTTOÖriiuia, -&ti|Ltoi Antiph. B 81» (II
23) ötuMaxa Demokr. A 49 (1125, 21). 306, 9. 11).
diraiöeuxoi coni. euirpeTtel^ [Demokr.] diroGvtiiaKeiv. ditoöviitaKei AkusiL
B 302 ;IL XXI, 27). 45 B 40» (IL XXVII, 46,, dnoeavetv opp.
dTraixelv m. Inf. (?) Antiph. B 44 (IL Y^veoBai ^eeoij Xenophan. A 12 (I 44,1)
XXXV 6, 29). opp. Zi\v Antiph. B 44 (IL XXXIII
dnaXXdxxeiv. Zrmiac; diiyiXXaKxai An- 3, 27 ff.) öikoilu;;, ßiai'uj^ Gorg. B 11*
tiph. B 44 (IL XXXII 2, 8). (II 265, 16 f; diroBavövxa : 2:0övTa
XXI dtpTtipCa XXII
Hippokr. 12 C 1 {I 108, 28 vgl. 34) - äiiorponiaatioi Pythagor. B (I. XLIV,
Sp. 79,30 zuf.: advoboc, tOüv tcGveiu- 27).
Tuiv Pythagor. C 2 (I 279, 28). uttou?. äTro6o Zma Demokr. B ö, 2
«iroiot;. Sp. 79, 39 zuf.: lopaipo^ (II. XIII, 31).
Emped. A 41 (I 207, 12). 5 diroqpcuTeiv ahiav Gorg. B 11«. (II
ÖTTOKpiveiv. ÄTroKp(v6Tai V. vjjux»! Hip- 261,21).
pokr. 12 C 1 (I 106, 17). dnpovoTiToc; KCvrim? coni. Tuxaict Leuk.
ä-noKpxaic, änh toO öuveöXTiKÖTO^ Hip- A 24 (II 7, 7).
pokr. 12 C 1 (I 108, 6). diru)9eiv. 6i.nwaaaQai coni. äpivvaaQai
dTTOKTefveiv. -KTetvm Gorg. B 11^ 10 Gorg. B 11 (II 254, 22).
(II 255, 19 u, ö.) dTr€KTOVÖT€(; ebd. dpai6<;. ttukvoö koi dpaioö |niY|ua Parm.
263, 29. A 43a (I 145, 14).
dTroKuiCTKeöeai tö ßpeqpo^ Pythagor. dp^ö^ dist. a%pr\aTO(; Gorg. B 11» (II
B (I. XLIII, 26). 262, 27).
dnoXXuvai. äizoWvai \pTf\ixara, kavT6v i5 äp^ouafirai, dpeoTiaYiTiKoc; Da-
Antiph. B 44 (II. XXXVII I, 27). — mon B (I. XXXV, 31flF.).
Sp. 82, 2 zuf.: non essem scUvus, nisi dpexii = dpjuovia Pythagor. B (I. XLV,
istae perissent Anaxag. A 31 (I 382, 4) irpaYiuaTi KÖojioq Gorg. B 11 (II 249,
14). 28) dir' dp. m x\\xal B 11» fll 259, 1)
dnoXoYCiv. — '^x\aaaQa\ irdvxuji; Gorg. 20 dpexn^ ttXoötov irpoTiiiav u. uingek.
B IIa (11 262, 30) coni. alrfav diro- ebd. 262, 26 novou? etr' dperni ireno-
Xuöaoeai B 11 (II 251, 23). vrmevou? ebd. 259, 28 uporöviuv
dnoXotfa unep TTaXajuiibou^ Gorg. dpexai ebd. 258, 11.
B IIa (Ti 255, 12ff.). dpemo?. Sp.88,23zuf,: vgl. €vdpe,uio(;.
duoXtieiv. aix{av dTroXuoaaeai Gorg. 25 dpi9|aö<; xPIM^^iuv q)uXaH Gorg. B ll**
B 11 (II 251, 23; ftuöKXei'a^ dTToXuxeov (11 262, 15) Prinzip Pythagor. B (I.
ebd. 261, 13. XLII, 23, 6).
drronfiarjiaa Ttepicpopfic xoO 8Xou Hip- dpiaxeiai m. Genet.? Gorg. B 11»
pokr. 12 C 1 (I 110, 28) vgl. diro- (II 258, 11).
lifMnöiq. 30dp^ör6lv. Sp. 92, 7 zuf : vgl. 12 C 3
diTOiTi|LiTrXdvai. direuXTiöe xöv epujxa (l 112, 19).
Gorg. B 11 (II 250, 23). dpMovfa. Sp. 92, 21 zuf.: vgl. 12 C 1
diropelv Gorg. B 11» (II 256, 7). (1 107, 4ff. 12ff.) — dpexn, uY^eia uaw.
OTTopo«; ßi'o? opp. iröpi^o? Gorg. B 11* dp^ovia, Ka9' dpinovfav xd öXaPytha-
fll 262, 12) d|Li(p6x€pa diropa ebd. 35 gor. B (I. XLV, 4f) dp. bei Embryo-
257, 13 exi dtropuixepov ebd. 257, 19. bildg. ebd. XLIII, 25 ff. — dp^ov(at
diropptiTa Pythag. 13 (L XXI, 14). Dämon B 7(1. XXXVI, 24 ff.) 9 (XXXVI
Anoppfiixeiv. drroppiVotvxa Tr6vou(; 35ff.).
Gorg. B 11» (11 259, 28). dpoxnp. Sp. 93, 33 Emped.zeugnis zu
dn opp 011 beim Sehakt Emped. B 109^ 40 streichen, vgL L XXXIII, 30.
(L XXXII, 86). dpirdSeiv. ß{ai dpTraaeeioa Gorg. B 11
dTTooßevvuvai. dTreoßeöc Ka\klr\\a.(5€ (II 251,6. vgl. liff. 252,20.265, 5).
(cpößoq voima) Gorg. B 11 (II 254, 9). dppnv. Sp. 93, 46 zuf.: vgl. I 106, 20.
du 6 OTraoiaa ai0epo? = H»ux»l Pythagor. 107,1. — dppeva Entstehg. Demokr.
B (I. XLIII, 16 vgl. 18). 45 B 6, 2 (II. XIII, 15) (peÖYYOi dpp€v€^
dTToxeXeiv epYaGorg.Bll (II 251,26). Dämon B 7 (L XXXVI, 25;.
d-rroxpeireiv. ol v6|uoi dTroxpeTTOuoi dirö "kpr^yac, Akusil. B 8 (II. XXVI, 43).
... opp. irpoxpeireiv Antiph. B 44 (IL dpxiip(ai öeOjud ii'uxf^<; Pythagor. B
XXXIII 3, 22). (L XLIV, 16).
XXIIl dpxaioXoYta XXIV
äpxaioXoTia auch v. Pherekjcl. A 2 douvera Beding, des ouvuvai Hip-
(II 199, 37). pokr. 12 C 1 (I 108, 29. 34).
oipxciTo?. öoEai äpxatai Demokr. B 5 doqxiXcia Gorg. B 11"^ {II 259, 1>
(II 58, 21 vgl. Anm.). vgl. 4).
dpxeYOva auarTi^axa [eöviiJv) Demokr. 5 döujTO<; (?) narfvid Dämon B 3 (L
B 6, 1 (II. XII, 15). XXXVI, 5).
äpx eiv. beginnen . . . dpx)(Juöi toö 6päv araKTO^ ß(o(; Demokr. B 5, 1 (IL XII, 4).
Antiph. B44(II.XXXlVö,3) äpxexm: dTepi|;in. Sp. 106, 32 Demokritzitat
TcXeuxäi Hippokr. 12 C 1 (I 110,16) unter drepTrin zu stellen, vgl. II. XVII^
TTÖeev apEuJMai; Gorg. ß 11 :II 256, 6) lO 20.
— herrschen ööpari cipxeiv Akusil. dri^dZeiv tö O€iov Gorg. B 11-' (II
B40i (II. XXVII, 47) Treieö^evoc xotq 259, 8).
dpxouai Gorg. B 11* (U 262, 28) dxiM^a^ xuxetv Gorg. B 11 (U 261, 1&)
apxcoöai coni. dTeoöai B 11 (II 251, 0). ircpi ty\c, d. 6 Kivftuvo? opp. xmn^
dpxT^. opp. ueööxri^, xeXeux»i Entstehg. lö B 11'' (II 265, 15).
Okkelos 8 (I 339, 30) drr' dpxn(; ei^ dx)iiö<; 8epn6(; ia onep^a Pj'thagor. B
xeXo^Gorg. BllMn262, 3) ev dpxf\i (L XLHI, 20if.) bei öpaoi? ebd.
xoö XÖTOu B 11 (II 255, 9 vgl. 251, 1) XLIV, 3 ff'.
vgl, Sp. 97, 30 ff. dpxri npoöooiac; = dxo|Lioi iöeai Demokr. A 57 (II. VIII,
X6to<; B 11=1 (11 256, l«f.) — dpxn 20 27) dxoMoi Demokr. A 60=* (II 27,35)
Movd? Pjthagor. B (I. XLII, 23, 3 f.) vgl. 93» (II 33, 17) Formen A 80 (II
dpxnv )ur) €O0{eiv opp. xeXeuxnv 45 31, 18).
C 6 (I 360, 18). dxpu»xov dv6pa (iroteivj Akusil. B 40*
daeßii^ opp. euoeßii«; Xenophan. A 14 (11. XXVII, 26).
il 44, 14 vgl. XXII, 12). 25 dxuxeiv. rixuxi^c opp. t^öiktiöc Gorg.
do€i<Txo^aie»^pPythagor.B(I.XLIII,4). B 11 (II 253, 19).
aay\\ioc, <pujvTi Demokr. B 5, 1 (II. dxüxTiiLxa opp. a\xäp'xr\\xa. Gorg. B 11
XII, 9). (n 255, 1).
Aar\itTOi = dTTeirra 21 A 77 (I. XXXI, ouGk Gorg ß 11" (II 258, 8).
20) vgl. oi^i|»i5. 30 auXeiv x6 Opiiftov, xö Aiopiov Dämon
d ö 6 € V n q : \ay,\)p6c, Xenophan, A 14 (1 44, A 8 (I. XXXV, 28 ff.).
14) xou? daSeveoxepout; xdx« ^K6ö^€l ausctveiv, aüHeiv. Sp. 110, 26 zuf.:
(Protag.) C 1 (II 233, 1). " Leuk. A 24 {II 8, 6) vgl. A 1 (II 1,
doKio? schattig Demokr. A 136 (U 47, 8. 24. 2, 9) — Sp. 110, 34 zuf.: av-
16). 35 Bpujnot; auEexai Hippokr. 12 C 1 (I
doxeTov opp. q)XaOpov Hippokr. 12 110, 24).
C 2 (I 112, 11). aüSTiOK ^v iTupi Hippokr. 12 C 1 (I
d<Jx»ip. Doxographisches lliales (?) 108, 13) a\)h\a\c, d. Atomkomplexe
A 3a (I 6, 31) 17» (I 11, 20) Parm. A Leuk. A 1 (II 1, 8) köomou A 2 (H
40a (I 146, 3) Hippokr. 51 C 2 (I 431, 40 2, 9) — a\)lr\a\v ^x\ eoGfeiv Pjthagor.
17) Demokr. B 5, 12 (U. XI, 15, 7. C 6 (I 360, 16).
Xin, 3 ff.) d(jxep6(; eeo( Pythagor. B auxdpKeta. Sp.111,11 1.: Hippias 79
(I. XLIir, 6). A 1 (n 282, 10 vgl. Anm.).
doxpdraXoi Orph. B 23 (U. XXIV, auxiKO Emped. (?) B 154<: (I 280, 22)
18, 29). 45 Gorg. ß 11 (II 253, 24).
döxpujxoi; d. Menech. (Protag.) C 1 a{fxoK{vT]xo<;. vux»! dist. deiKivrixoq
ai 233, 18). Thal. A 22^ (I. XIX, 28).
döü|iqpopo?. epya coni. döuvato, alcrxp<i aux6jiaxo<;. tö aux. coni. dvatKr) De-
Gorg. B IIa (11 261, 8). mokr, A 69 (IL VIII, 33).
IkxV ßöpßopoe; XXVI
XaOxo^. TaÜTCf Antiph.B44(II.XXXV ßaaiXeu^ (KaiveuO Akusil. B 40» (H.
6, 80) KOTä Tauxd ebd. XXXVI 2, XXVII 32).
21. — Zu Sp. 112, 28 ff. vgl. noch ßciaic mugikal. Dämon B 9 (I. XXXVI,
navra xauTa koi ou rauTot Hippokr. 34 ff.).
herakl. 12 C 1 (I lOö, 12) — töv auxov 5 ßtixpaxo^ Vergleich in. piixuip (Grorg.)
Aöfov npbc, -rovc, aux. nepi xi&v aüx. B 30 (II 266, 27).
Gorg. B 11» (II 261, 11 f.). ßevGot;. ek xä ß. bveaQai foKxlva)
auxo(pur)<; öxpu)|nvn (Protag.) C 1 (11 Pythagor. B (I. XLIII, 13 vgl. Anm.).
233, 9). ß{a opp. öikt] Gorg. B 11 a (II 255, 19
ötcpaipeiv. dqpeiXov ftuOKXeiav Gorg. 10 vgl. 17) ßfai dpTraaöetoa ('EXevii) B 11
B 11 n 255, 8) äcpeXeiv Xuuriv ebd. (II 251, 6 vgl. 14. 252, 20. 255, 6)
251, 26. — dq)aip6Tö0ai ctiro xuJv coni. aoqj(a v. Qeöc, ebd. 251, 11.
inrepcxovxujv opp. itpocxiöevai Hip- ßidZeiv. edv xi . . . ßidZrixm (med.) An-
pokr. 12 C 1 (I 110. 23) vgl. d(pa(- tiph. B 44 (IL XXXII 2, 14) ßiaöd-
peöK. 15 jLievo^ opp. ircioac; Gorg. B 11«^ (II
ä(pavr\<i- Sp. 114, 12 zuf.: vgl. I 108, 258, 14 vgl. 16) e^iaaQx] coni. ußpfoen
6. 27 ff. 51 C 2 (I 431, 12). — dcpaveic; B 11 (II 251, 14;.
V. Pleiaden Demokr. B 14,3 (II 63, ß(aio?. ^laliuc, diroeavctv B 11^ (II
36) dq)aveoxaxov oOufia v. XoToq Gorg. 255, 17).
B 11 (II 251, 24). 20 ßiaxrjp? Gorg. B 11* (II 252, 19 Anm.).
dqpavi'Zeaeai v. xeXiöüjv Demokr. B ßiog. r\ nepi xov ß. aocpia (Protag.)
14, 7 (H 64, 23).
dqpiKvelöGai. d-fT^Xia dqplKxai Gorg.
B 11» (II 256, 21).
■ äq>opiZeiv. dq)U)piaxai m. Genet. (ßdp- 25
ßapo(;, "EUiiv) Antiph. B 44 (II.
XXXVI 2, 25).
dxpnoxoc; ev ßouXaic; Gorg. B 11» (II
262, 27).
30
ßdepov. Tn depo^ Diog. C2 (I 431, 22).
ßaeü^. "f^ ßaGeia efevexo Demokr.
B 5, 2 (II. XIII, 8).
ßdpßapoq. qpuoei Trdvxce; onoivjc, ire-
I
C 1 (II 233, 23) eOrropfa xoO ß. ebd.
Z. 28 xd Trpöq ß. xpn^il^a Demokr. B
5, 1 (II. XII, 16) ßi'ou xkXoq, ßi'uji vÖ0o<;
Gorg. B IIa (II 263, 21 f.) ß. irapoixo-
Mevoq ebd. 258, 25. 259, 8. 27. 261,
26 ff. dvöponreioc; ebd. 262, 11. üti-
alGpioc 258, 1 dßduxo^ 259, 23 vgl.
260, 2 enoveiöioxo^ koi oqpäXepö^ 261,
9 dxoKxoq, Gripiaiöri^ Demokr. B 6, 1
(II. XII, 5) Koivöt; ebd. Z. 25.
ßioöv. ßio<; ou ßiu)xö<; Gorg. B 11»
(II 260, 2) vgl. dßfuuxo?.
ßXaßepov opp. iwcpeXiiaov Hippokr. 12
(puKOfiev Ktti ß. KOI "EXXrivec; Antiph. 35 C 2 (I 112, 12) vgl. ßXdirrciv.
B 44 (II. XXXVI 2, 13 vgl. 24 u. 9) ßXdirxeiv opp. ujqpeXeiv Hippokr. 12
ß. ßdpßapov einx€(pri|Lia emxeipT^aac,
Gorg. B 11 (II 251, 16) ßdpßapo(; vom
Troianer opp. 'EXXrjv oft im Palam
Beispiele 255, 22. 256, 24. 257, 2. 40
259, 25 ff.
ßapßapoöv. ßeßapßapujjaeea Antiph.
B 44 (IL XXXVI 2, 9).
ßapuq. Sp. 118, 18 zuf.: vgl. Leuk.
C 2 (I 111, 27 f.) Antiph. B 44 (H.
XXXIII 4, 20. XXXVII II, 31 ff.
auch passiv) Gorg. B 11» (II 259, 10.
261, 8) ou 6id ööHav ßXdnxexat, dXXd
hl dXneemv Antiph. B 44 (IL XXXII
2,22).
ßXlqpapov edv dXXrixai Antiph. B 81*
(II 306, 9).
A 24 (II 7, 10). — ßapea opp. öEea 45 ßonOeta. cpiXujv -eiai^ iieieciv Gorg.
musikalisch Hippokr. 12 C 1 (I 107, B 11» (H 263, 4).
7. 110, 2 ff.). ßopd Ziiimv (Protag.) C 1 (H 233, 12).
ßaöiXcia uöXeuJv Gorg. B 11» (II 258, ßöpßopo^. Sp. 123, 38 1. xa^P«v. VgL
12) opp. ftouX€{a ebd. Z. 18. auch I. XXIII, 34.
Di eis, Fragm. d. Vorsokr. in. 4. Aufl. Kachträge. 2
XXVII Bopea«;
XXVIII
Bopkaq Hauptwind Thrasyalk. 2 (I.
XXXIV, 13).
ßordvTi (Protag.) Cl (II 233,11) De-
mokr. B 5, 1.2 (II. XII, 6. XIII, 26).
ßoijX€a9ai opp. |nn ß. Hippokr. herakl.
12 C 1 (I 105, 16) oft bei Gorg. Bei-
spiele: OTTw^ eßouXeTo B 11 (II 253,
6) dist. TreipSöGai ebd. 255, 10 opp.
öuvaöGai B 11^ (IT 255, 20. 256, 13 f.
258, 6ff. 16. 260, 5. 261, 20),
ßouXeu|uaai (öeujv) dist. rüxn«; ßouXii-
|na0i Gorg. B 11 (II 251, 4) yvim|u>i<;
opp. Tux>i? dYpeöiLiacn ebd. 255, 2.
ßouXii. ^v ßouXai^ axpriOToc; Gorg. B
Ha (II 262, 27).
ßouXrjinaöt (tuxii<;) dist. Geüjv ßouXeü-
fxaöi Gorg. B 11 (II 251, 4).
ßoö<;. Sp. 124, 34 f. Emped.- Beispiel
zu streichen, vgl. I. XXXIII, 30.
ßpax»JTri(; metrisch Dämon B 9 (I.
XXXVII, 5).
ßpecpo^ Bildung Pythagor, B (I. XLIII,
26).
ßpovrri im Kalender Demokr. B 14, 3
(II 63, 22) 14, 7 (64, 32).
ßpdiOK; coni. uook; auch Hippokr. 12
C 1 (I HO, 7).
ßpujTtliv KpeOuv diTexeoöai coni. Bvrjoei-
biwv Pythagor. B (I. XLV, 10).
ßiDXot; = r[\ioc, Eurip. nach Anaxag.
A 1 (I 376, 7) vgl. 20a (I 380, 40 ff.).
xaXoKToeiöe^ XP^aiM« Parm. A 43^ (I
145, 14).
YaXaEfa«; Erklärg. auch Hippokr. 30, 6
(I. XXXVII, 9 ff.) Demokr. A 91 (H
32, 39).
YoXtivov irveöjaa coni. irpriu Hippokr.
51 C 2 (I 431, 16) TaXnvuj? v. d. Seele
Demokr. A 1 (II 13, 29).
XT<4p. 6XXa Top Gorg. B 11» (II 262,
28).
><Y€- <i^X<4 Te Gorg. B 11=^ (II 267, 12.
258, 16 u. ö.) Tct vOv xe B 11 (II
252, 14).
TeivaoGai. toÜc; yeivanky/ovc, Antiph.
B 44 (II. XXXrV 5, 5).
five ai<; opp. (paivo|Li€vr] fiveoic, Aristot.
65 A 46» (II 24, 25) KÖa/aou Leuk.
A 1 (H 2, 9) rtüiujv iK Tfl<; Pythagor.
B (I. XLHI, 19) vgl. fkwr]ai<;. xpi^vo^
€t|Liap|Li€VO(; Y^veaeujc; der GvriTCt fe.vr\
(Protag.) C 1 (II 232, 29). — Yeveaiv
5 ^f| eoGieiv coni. auEriOiv Pythagor.
C 6 (I 360, 17).
YevvQiv. Tiibeiv Gvrixov Y€vvi'iaa<; Ana-
xag. A 1 (I 376, 32) 33 (I 382, 29)
YevvriToc; köo^o^ Demokr, B 5, 3 (IL
10 XIV, 3).
YevvriöK; eE dXXriXoYOvia^, 6k ff\r,
Demokr. B 6, 3 (II. XIV, 10 ff.) Py-
thagor. B (I. XLHI, 18 f.).
Yevog. yevei coni. q)uaei Gorg. B 11
lö (II 250, 11) ttoXutXiitujv fewoc^ dv-
öpOuv Emped. B 154 d (I. XXXIII, 38)
ctvGpantwv y- (Protag.) C 1 (II 233,
15. 234, 3) Gvnxd y€vti ebd. 232, 28
vgl. 233, 5.
20 Y€i06riq. xd doxpa, r\kio<;, öeXiivri Thal.
A 17a (I 11^ 20 ff.) ye(hbec, in Zuiia
Demokr. B 5, 1-3 (H. XI, 15, 23.
Xin, 29 ff. XIV, 9).
Y€ujpY^a erst spätere Erfindung De-
25 mokr. B 5, 3 (II. XIV, 14).
ff\. Sp. 134, 3 1. 23 (I 142, 5) Kaxa-
KÖTtxouöi Kaxd fi\<; Akusil. B 40» (II.
XXVII, 44).
Ydq mbc; KOi lupavOü Orph. B 17
30 (II 176, 5) — Element Orph. AI (II.
XXIII, 16 f.) Pythagor. B (I. XLII,
23, 8) — Entstehg. Bewegung. Lage
im All u. ä. Anaximandr. A 26 (I
20, 21) Pythagor. B (I. XLII, 23,
35 9 ff.) Diog. A 16a (I 418, 38) Demokr.
A 60» (II 27, 38) B 5, 1—3 (H. XI,
15, 2 ff. 26 ff. XIII, 3 ff. XIV, 4 ff.)
TH«; U'"XP<^Tri<; beafxdc; Arehel. B 1» (I.
XLVin, 1) laexd xö y^v qpavf^vai
40 Emped. A 66 (I. XXXI, 13) 6 ircpl
XTiv YHV alGnp Pythagor. B (I. XLIII,
3) Entstehg. v. Winden Anaxag. A
86» (I 394, 2) Arehel. A 16» (I 413,
9) Erdbeben ebd. Z. 13 fr\c, xrtpafxoi
Demokr. B 5, 2 (H. XHI, 20) Ent-
stehg. V. tma Pythagor. B (I. XLIII,
19) Demokr. B 5, 2. 3 (II. Xni, 20 ff.
XIV, 9 ff.) vgl. fe(i)be(i. dvGpujTro?
npbc, öX(yov yh^ dirrexai ebd. XIII, 40
45
XXIX SeiKvOvai XXX
f. €X€i öuvouiac; TiavTofa«; Hippokr. Tovn otlBepioi; Eurip. 46 A 112 (I 398,
51 C 3b (I. XL VIII, 20j €K fi\<; ßo- 20). — ruvn = fov^ Demokr. B 122»
ravn. Tpocpn (Protag.) C 1 '11 233, (II 8t, 23).
11. 33,. Y0PTi<i^eiv 7. Gorg. A35(II. XXVIII,
Tf^pa<;Eat8tehg.Parm.A 46(1. XXVII, 5 38fiF.).
43). Ypa,u)Lia. YP<iMM«Ta |ivriun<; öpYavov
YlTOvreq Akusil. B 9MI. XXVII, 5). Gorg. B lU (II 262, 14) 6 emöTd-
YiTTPoivoc; Sp. 139, 28 zu streichen, |uevo<; koi 6 nn Hippokr. 12 C I (I
vgl. I. XXIII, 12. 111, 3) Tou«; Trai6o(; ev yp. koi toT^
>^Y'T>'£<^öai. YiTvcTOi ßa<Ti\€u^ Akusil. 10 aWoic; |ua9rj|Liaaiv daK€i(J9oi Pythagor.
B 40^ (II. XXVn, 32; €TnKoupnöi<; D 4 (I 333, 33).
eyiTvexo Antiph. B 44 (II. XXXIV yP«I^Möt€Tov. ä^feXia öict yPöMM"-
6, 28) Yivofxevou opp. Kpivo|ievou reiuiv (?) Gorg. B 11» (II 258, 21 vgl.
Gorg. B 11 (II 254, 7 vgl. Anm.) Anm.).
Yevo,uevou (9eoö' opp. XeYO|nevou ebd. 15 YpaniLia{ Entstehg. Pythagor. B (I.
2Ö0, 13 TÖ nx] Y€vöja€vov B 11 * (II XLU, 23, 5).
256, 11) feviaQiu Koiirep ou fev6- YP<ifp€iv. yPö'I'oi Xoyov Gorg. B 11
jievov ebd. 256, 26 vgl. 257, 16 rot (II 255, 10) vöjiouc; YPaiTT0U(; ebd.
Y€v6^€va: ra fxi] y- {äfevt]Ta) 2o0, 262, 13.
17 f. — €Yev6T0 wurde geboren ebd. 20 Ypaq)eu(;. oi yP- Tätigkeit Gorg. B 11
2.55, 15 opp. dTro9av€tv v. 9eo( Xe- (II 254, 14).
noph. A 12 (I 44, 1) 9vni<TK€i ouöev fv\iv6rr]c, des ersten Menschen (Pro-
Tu»v Y«Tvoiulvujv Eurip. 46 A 112 (I tag.) C 1 (II 233, 17. 234, 13) De-
398, 22) ö irpo toO Y€vea9ai XP^voe; mokr. B 5, 1. 3 (II. Xtl, 17. XIV,
Anaxag. A 34 (I 383, 5) ra Y€v6|Li€va 25 19 ff.).
iT0T€ itd\iv Yiverai Pythag. 8* (I. yw^ = fOvr\ Damokr. B 122'* (II 84,
XXI, 2; Tt(ivTa T. Y- efiH'uXO' ebd. Z. 3. 23) äv6pa koi y^voIko Gorg. B 11 (II
YtYviuöKeiv. Tct |Li^v opeoucTi, oü Y'Yviö- 250, 1) von Helene ebd. 250, 5.12.
öKouöi Hippokr. heraklit. 12 C 1 (I 255, 8 — y>^voik6(; öirepjaa 65 A 142
105, 15 vgl. 107, 9) opp. fifj YiTviu- 30 (II. X, 5) Y^vaiice? oeXriviTiöe? Philol.
ÖK61V ebd. 108, 17. 109, 1. A 20 (I. XXXVni, 7).
Y^'jüTTa. em xfji y^- (v6vo|Lio9lTiiTai)
Antiph. B 44 (I?XXXIII 3, 6) Ver- 6ai|LiuJv. Dämonen- und Heroenglaube
bindg. m. €YKeq)a\o<; Hippokr. 51 Pythagor. B (I. XLIV, 24).
C 3a (I 432, 4). 35 001?, ba1(ppuiv Sp. 152, 44 ff. stelle
YviJU|iri. Zu diesem Artikel vgl. Lort- hinter öa(|aujv Sp. 153, 42.
ring Berl. Phil. Woeh. 1912, 164. — ÖUKpua 'H\iou? Emped. (?) B 154 d (I.
Sp. 146, 24 war 14 fett zu drucken. XXXIII, 33).
Yv. <iv9puL>iT0u ä(pa.vf\c, Hippokr. 12 b6.KX\}\o(^ ßu9|u6? Dämon B 9 (I.
0 1 (103, 32) Wechsel ebd. 111, 19 40 XXXVII, 2 vgl. Anm.).
im dr'ip u. €YKeqpa\o(; 51 0 3* (1432, 6aitavav. oi ttoW« öairaviljvre? Gorg.
9) YviuMIt; ßou\€U|ia(Ji opp. ruxnc B 11» (II 258, 21).
dYpeunaai Gorg. B 11 (II 255, 2) — öaou?. öadea als Wohnungen Demokr.
Yvüü.uai [Epicharm.] 13 B (1116, 6 ff.) B 5, 3 (II. XIV, 23).
vgl. A 10 (I 115, 32) B (I 122, 5). 45 öe. Sp. 155, 3 ist das Demokritritat
Yvuipijaot; coni. 9avepd (kokÖtiic;) opp. zu streichen, vgl. II. XVII, 20.
dYvuu? Gorg. B 11» (II 263, 24). öeiicvuvoi. 6e(Eu), beiSai (?) Gorg. B
Yonreia dist. \xa-^^ia Gorg. B 11 (II 11 (II 251, 27) öei'Eac; Td\ri9e? coni.
252, 8 ff.). imSefta«; . . ebd. 250, 10 — öedcvurai
2*
XXXI öei\ö<; XXXn
fvoifiri^ T(ixo(; ebd. 263, 10 6iä tOuv örjAouv. ör^AOüv öti Gorg. B 11» (II
npoeipniLievujv öeöeiKTOi B 11« (II 262, 17) 6)i\u)aai opp. iuvrmovcOaai
260, 6). Hippokr. 12 C 1 (I 111, 2).
öetXö^ npö^ aiaxpa Xenophan. A 16 6r||LiioupTiKr) xexvii (Protag.) C 1 (11
(I 44, 20). 5 238, 36).
beifiiaToOv. Tot ?)€i|LiaToOvTa (?) Gorg. 6ii|uioupYo{ (Protag.) C 1 (II 233, 7).
B 11 (II 254, 12). Ativain Emped. B 122, 3 (I 269, 24).
öetv. bei Gorg. B IIa (H 260, 29. ^ÖT^Trou Gorg. B 11 (II 257, 18) 11=^
263, 5 u. ö.) Antiph. B 44 (II. XXXV (261, 15) u. ö.
6, 25. XXXVII II, 4) et 6€i koi & ou lO ötipi? Sp. 161, 30 1. ainajöeaaa.
öel ebd.XXXII 2, 38£F. TÖ 6eov 6p0Oi)(; ^6ia iruXOuv, K\i)LiaK0<; (?) Gorg. B II
XeEai Gorg. B 11 (II 250, 6) — 6eo|nai (II 257, 26. 28) cpuXaKoi, bi oiv ouk
m. Genet. opp. KeKTiiiiai B 11» (II eOTi XaeeTv B 11» (11 257, 11) öia Xö^iuv
258, 20 f.) 5E0|Liai ujmjuv m. Inf. ebd. UTUivec; B 11 (II 253, 8) öiä öioöujv xpo-
261, 26 ijctpru^ tOüv KpuixTeoeai öeo- 15 iriuv eui&eiKvuvai B lla(II256, 13) biä
|Lievu»v ebd. 256, 26. juaKpdiv eipr||ueva ebd. 264, 2 bia ■nav-
b€iv6q coni. T€xv»^€t^, it6pi|Lio^ Gorg. t6c, ebd. 262, 2 öi' auröv &uöTuxetv
B 11» (11 261, 6) öeivov epfov coni. ebd. 259, 29 toO koXoö toO bia töv
äöeov u. a. ebd. 263, 28 fteivai v6öoi v6|iov yivoiuievou B 11 (II 254, 6 vgl.
B 11 (II 264, 10) öeivä öpäv, uaGeiv 20 bia Tr)v vikt]v 7) ou 5ict bolav ßXd-
ebd. 261, 20 KOTTiYopimevo^ ♦6eiva iiTeTai, dXXa fti' dXTi6€iav Antiph. B 44
coni. xvevbr\ B IIa (H 261, 28). (IL XXXII 2, 21. 23).
6ev6pov Entsteig. Demokr. B 5, 3 öiaßoXVi opp. ireTpa Gorg. B ll^i (II
(II. Xin, 12. 26 ff.) KapTro( ebd. XII, 6 263, 10).
vgl. Xin, 27 (Protag.) C 1 (II 233, 11) 25 öiaßpoxo<;. yH Demokr. B 5, 2 (H.
Tä KoiXa Tdiv b. ebd. XIV 23. XIII, 10).
&€p|Lia als Schutz (Protag.) Gl (II öioyt^^^^iv vom eYKecpaXo^ Hippokr.
233, 7). 51 C 3a (I 432, 6).
bea^xoc,. i(JUXp6Tri<; ff\<i Archel. B la öiayeiv intr. Gorg. B IIa (II 259, 27).
(I. XLVm, 1) fteoinoi qpiXiaq ouva- 30 öiaYviuoi^ im äi^p (?) Hippokr. 51
yürfoi {Mbdiq, AUx]) (Protag.) C 1 (II C 3a (I 432, 11 vgl. Anm.).
234, 4) öeoiact Tfi<; \\ivxf\c, Pjthagor. öiaBiTn (Sp. 163, 5) 1. jetzt Leuk. A 6
B (I. XLIV, 15) öeioeai ev öppjiKxoi; (II 3, 1) Demokr. A 38 (II 22, 37. 23, 6).
öeöiuoi^ UTTÖ 'Epivüiuv ebd. 23 bea^a öiaipeiv: auvTi9evai Hippokr. 12 Cl
Tf^^ (puöeux; Antiph. B 44 (II. XXXIII 35 (I 109, 25 u. ö.) öieXiuv Gorg. B 11*
4, 5). (II 257, 29) — ötaiperov, ou luevroi
öeurepo^. itpiLrov koi 6. Gorg. B 11» öiaipeöriaoiuevov (Emped.) A 43» (I.
(II 262, 2). XXX, 37).
b i\eaQai. eöcEdjurjv (xpi^Maxa) Gorg. biana dvöpamou Hippokr. 12 C 1 (I
B 11» (II 267, 13) TrfoTiv bHaaBai iO 109, 26).
opp. öoOvai ebd. 256, 28. 258, 17. öiairäv öttuj.; Antiph. B 44 (II. XXX VH
^br\. dXXct &ti Gorg. B 11» (II 256, 22. II, 28).
269, 9) Ö€ 6ri ebd. 257, 14 koi br\ öiaxaieiv. ujueveq öiOKauOevTe^ De-
ebd. 256, 22 k. b. to(vuv ebd. 257, 16. mokr. B 6, 1 (II. XI, 15, 21) Zuivn
öi^Xov ÖTi Gorg. B 11 (II 251, 15 u. ö.) 45 &iaKeKau|nevn Parm. A 44» (I. XXVII,
B 11» (n 257, 21 ff.) opp. äörjXov 37).
Hippokr. 12 C 2 (I 111, 30) Gorg. öiaKooineiv (cpuöiv) Hippokr. 12 C 1
B 11 (11 250, 13 vgl. Anm.) qpuTä (108, 22) med. (aa)|ua, H/uxnv) ebd.
öf^Xa Emped. (?) B 164 Ml 280, 22). 106, 22. 107, 22 u. 8.
XXXIU bixr] XXXIV
öicKOöiio^ 'AvaHaTopeio^ sagt Satyros t^ iropiinuiTepuJV Tuxi6v Gorg. B 11* (II
46 A 20=1 (I. XLVI, 26) vgl. öioko- 2ö6, 8).
0M€lv. — tAi-^aq Leuk. B 1 (11. VII, bibaaKeiv. öiödEavTa Td\ri6€<; Gorg.
30, 3. 9) MiKpöq ebd. Z. 7 vgl. VLEI, B 11* (II 263, 6).
42. XI, 10. XV, 32. XVn, 4. 5 öiftövai opp. Xanßdveiv Hippokr. 12
ftiaKpiveiv Anaxag. auch A 45 (I 387, C 1 (I 106, Iff.) vgl. Gorg. B 11» (II
3) pass. opp. aumutOYCöGai Hippokr. 267, 5) öoOvai opp. öeSaöeai ebd. 256,
12 C 1 (I 106, 6. 107, 2 ff. u. ö.). 27 bibdvxec, m. Inf. Antiph. B 44 (H.
JiiaKUjXueiv. öi6Ka»\ue ^t\ m. Inf. An- XXXIII 6, 10) biKr\v 6ui<JovTa Gorg.
tiph. B 44 (IL XXXIV 6, 15). lO B 11» (II 259, 24) ebwKa (döeXqpov,
biaXeyeaQai. öiaXex6*1vai updc, Gorg. uieiuv Tivd) ebd. 257, 2 Xotiffudv riva
B IIa (II 260, 7). Toii XoTUUi öou<; B 11 (II 250, 8).
öidXcKTo^ 6|Liö(pujvo<;, TravToToi \a.poi- 6{6u|Lia dqp* 4vö(; XaYV€«i|LiaTO(;(Demokr.)
KTfipeq 6iaXeKTuuv Demokr. B 5, 1 (EL. A 151 (II. X, 14).
XII, 13f.). 15 öieEievai. ahiav X6^{ui öieEeiiu« Gorg.
öiaXXaTH- ouvoXXaxuiv evnopovc, 6i- ß 11 (II 253, 20).
aXXaydq (eupaiv) Gorg. B 11^ (II 262, öieSo6oi irveuiuaToq Hippokr. 12 C 1
16). (I 107, 23. 29 u. ö.).
b\ak\aii<; €v irupi Hippokr. 12 C 1 (I öiiordvai. Zu Sp. 172, 11 vgl. I.
108, 13). 20 XXVI, 6. öiüMaTa (Atome) 61(0x00801
öidvoia im Menschen [Demokr.] B 5, an dXXrjXiuv Demokr. B 5, 1 (II. XI,
2 (II. Xni, 41). 16, 3); öfter?
iioTrXaOK; d. Ivjia Demokr. B 5, 2 (II. biKdZciv. Sp.l72, 13 zuf.: vgl. öiaöiKd-
XIII, 21). Zciv — coni. Kpfveiv, feiairöv Antiph,
öidTiupo? drip Demokr. B 6, 1 (IL XI, 25 B 44 (IL XXXVII IL 26) biKaaavrec,
lä| 16;. äbiKiuc, Gorg. B 11^ (II 263, 27).
iiapGpoöv rd^ XeEei^ Demokr. B 5, 1 &(Kai0(;. öfKoiov m. Inf. Gorg. B 11
(IL XII. 10) (puuvriv Km övoiuara ftirip- (II 251, 21) Antiph. B 44 (IL XXXVII,
OptüoaTO (dv9pu)Tro<;) (Protag.) 0 1 (II 16) — 6 öiKoioc;, rb öikoiov Begriff
233, 32). Vgl. öidpepmOK;. 30 ebd. XXXVI I,lff. XXXVII ll,18ff.
ftidpepujOK; Epik. 54 A 24 (II 8, 4). t6 ex v6|nou 6(Kaiov ebd. XXXIV
Äiaxiöevat. ttiötOuc; 6i€Kei|UTiv Gorg. 6,7 rd Kord vojuov 6iKaia ebd. XIXXII
B IIa (11 259, 30). 2, 28 öpKiov t6 öfKoiov Pythagor. B
iiarpiß)!. öxoXf^^ aXuirov b. (ireoöoü«; (I. XLV, 3) öfKoiov 'f\ff\aaaQa\. töv
eupuiv) Gorg. B 11* (II 262, 17). 3ö mi)|uov Gorg. B 11 (II 255, 4) qtvXaKac,
fciaqpeuyei rfiv aixi'av Gorg. B 11 (II toO öiKa(ou (v6|nou^ eöpujv) B 11* (II
265, 6) öiacpeüHexai ebd. 253, 21 6ia- 262, 14) tuii aacpedTdruii öiKodoi
qpuTCiv B 11* (II 263, 6). ircfeeiv ebd. 263, 6 dbiKCiv biKalwc,
Öia(p6€ipeiv. 6 itpo66tti<; öiacpSefpei Hippokr. 12 C 1 (I 111, 9) öikoiux;
TÖ TiXtiOoi; Gorg. B 11» (II 259, 8). 40 dito6aveiv opp. ßia(uj(; Gorg. B 11*
öiaxelv. Sp. 170, 13 statt (puTdl.<pu6- (11255,16).
M6va. öiKaioöuvn Antiph. B 44 (IL XXXII, 6)
öiöaOKaXfac; Gavdrou öuo Anaxag. xP'J^'it' dv dvöpujTTO^ eauTuii Eujuqpepdv-
A 34 (I 383, 4). tujc; öiKmoffuviii ebd. Z. 16 — ö. in d.
b lödöKaXoc;. rriv xpeiav öiödoKaXov 40 Musik Dämon B4, 14 (I. XXXVI, 13).
T€veoeaiToi(; dvöpiuTTOK; Demokr. B 5,1 biKaarr\<;. tipbc, (pauXou^ b. exei Xotov
(II. XII. 26) rnv dvdTKriv ebd. XIV, 23 Gorg. B IIa (U 264, 2).
vgl. uTTo Tfi^ Treipa<; öiöaOKÖiuevoi ebd. ö(kti Akusil. B 8 (IL XXVI, 43) A. und
XII, 22 öiöaöKdXwv ^niKivöuvoTepujv Alöoi«; unter d. Menschen (Protag.)
XXXV ftiveiv XXXVI
C 1 (II 234, 4 ff.) — öiKiiv feuGaovToGorg. öouXei'a. t(; eXoixo b. dvTi ßaöiXeiaq;
B IIa (11 2Ö9, 24) €XeTv(?) Antiph. Gorg. B 11» (II 268, 17).
B 44 (II. XXXV 6,30) ö{ktii noXtiuioc; öouXeueiv. oi öouXeuovTe^ toT^ f,öo-
coni. vöjuiui, Qioic, Gorg. B 11* (II vaic, Gorg. B 11» (II 268, 22).
259, 6 f.) 6(Kri<; KpareiTe opp. ß(a ebd. 5 öoOXo^ Antiph. B 81» (II 306, 11) opp.
265, 19 biKr\c, xeXoq opp. äbmia ebd. eXeueepoi Gorg. B 11» (II 267,
263, 26. 22 ff).
6iv€iv TÖv Tpoxov Hippokr. 12 C 1 6päv 5 ftet kqi & oi) bil Antiph. B 44
(I 110, 27) med. v. ff[ Leuk. A 1 (11 (II. XXXIII 3, 10) apxeiv toö 6päv
1, 9). Vgl. uepiöiveTaeai, bivoOv. 10 opp. itdoxeiv ebd. XXXIV 5, 3 (vgl.
bivr\ d. Gestirne Demokr. B 6, 1 (II. Anm.) 6, 12 ff. fcpäv kokov opp. Xcfeiv
XI, 15, 7). ebd. XXXVII II, 10 tbpaae 6e>v(4
bivoOv. Sp. 175, 15 Demokr.-Zitat ge- opp. ^TraBe Gorg. B 11 (II 251,
hört unter öiveiv. 20).
öiö Gorg. B 11 (II 268, 26). 15 6ud(;. Kpovou öuveuvo? Philol. (?) B 20»
AiöottoXk Hekataios v. Abd. B 13» (I 318, 9) döpiOToq Pythagor. B I.
(II 163, 34 ff.). XLII, 3).
6itt6(;. biaaai rexvai B 11 (II 252, 9) bvva\xi<;. kotci öuvaiaiv eoni. cpuaiv
öid öiöödiv Tp6nujv Gorg B 11» (II Hippokr. 12 C 2 (1 111, 24) irofai öu-
256, 13) biaa&v toütujv övtujv ebd. 20 vdijei (neiöa^ ii ßiaad)aevoq)Gorg. Bll»
266, 18 ähnl. 269, 16. (II 268, 13) öuvomk depoq (TtveuMOTo?)
6iiuKeiv Ttepi Gavdxou Gorg. B 11» (II Hippokr. 61 C2 (1431, 8ff.) ciriuiöri^
260, 26). Gorg. B 11 (II 252, 7) aocp(a<; tbd.
&OK€Tv. öiKOiou öTtou&afou &OKoOvTO(; 260, 22 Gei'a ebd. 264, 22 tiXi^KTiKti
(ohne elvai) unsichere Lesart Antiph. 25 Leuk. A 24 (II 7, 13) fiuvdiaeiq d. Z^&ia
B 44 (IL XXXVI I, 2) bolai toi^ (Protag.) 74 C 1 (11232,31. 233,*2ff.).
diKo\5ouai(?) Gorg. B 11» (II 251, 27 büvaoeai m. Inf. Antiph. B 44 (IL
vgl. Anm.) ÖOKOuöi opp. oööi ebd. XXXV 6, 28) fepdv ei ti 6<5vaiT0 ebd.
263, 4 6id TÖ elvai eftoHev ebd. 250, XXXVII II, 11 opp. ßouXeoeai oft
16. 30 bei Gorg. B 11» (z. B. II 256, 20.
öoXixaiujv. eeoi öoXixmiuvec Emped. 266, 13f. 258, 6. 15. 260, 6. 261, 20)
B 21, 12 (I 233, 12) 23, 8 (I 235, 6). — öüvarai bedeutet ebd. 262, 7 —
b6la opp. dXiiGeia Gorg. B 11» (II 260, 6uvaTd<; m. Inf. B 11 (II 264, 23) opp.
25 ff.) öid bölav opp. bi oXi^öeiav tKovo«; (Protag.) C 1 (II 233, 7) öuvotov
Antiph. B 44 (XXXII 2, 21) bola 35 m. Inf. Govg. B 11» (II 266, 22. 260,
i|iuxf1<; B 11 (II 262, 7) b6lr]<; diraTiiiLiaTa 23) napä tö öuvotov Antiph. B 44
dist. ij;uxf\(; dMapxTiiLiaTa Z. 10 5. oun- (IL XXXII 2,13) öuvard (?) ebd.
ßouXoc; vpuxf^i ebd. Z. 16. Ruf boiav XXXVI 2,22 opp. döuvaxa Hippokr.
KaraßoXeiv, KTrjoaaöai Gorg. B 11» (II 12 C 2 (I 111, 30] opp. dvi'axa Gorg.
263, 19) aiperajTepoq edvaxo? b6iY\c, 40 B 11» (II 263, 12).
doxpö^ ebd. 263, 21 b6h]c, d|aaö{a bvv6.ajr\<;. df)p irdvTUiv b. Hippokr.
coni. na»^ou d&iK(a B 11 (11 256, 10). 61 C 2 (I 431, 8) Xofo^ b. jueya«; Gorg.
boi&leiv opp. ei&evai Gorg B 11» (U B 11 (II 261, 24).
260, 24 vgl. boläaai 27, toT<; öoHd- ftuveiv v. Pleiaden Demokr. B 14, 2
Zouai 29) bol6Zvjv opp. dbwq dxpißujc; 45 (II 63, 17), Vgl. auch b^iaic,.
ebd. 260, 10 opp. oaqpüj^ eiriöTdjuevo^ bvoiajoc,. bvoiajoic, ^avi'aiq irepieircaov
ebd. 265, 23. Gorg. B 11 (II 264, 10).
6 6p u. TÖ ftopari dpxeiv xöv Kaivea bvaic;. Sp. 183, 9 zuf. : vgl. Demokr.
(Akusil.) B 40» (IL XXVII, 4 ff.). B 14, 3 (11 63, 17. 65, 14. 17).
:vii
eU XXXVIII
t^üöKXeia V. Helene Gorg.B 11 (11 261,
13. 255, 8) V. Palamedes B 11» {II
259, 37).
bva-npafiai (TrpaT^iaTiuv kci (TwindTiuv)
opp. euTuxfai Gorg. B 11 (II 252, 4). 6
buöTUxelv bi aÜTOv Gorg. B 11» fll
259, 29; ftuOTuxouvTUJv opp. cOtuxouv-
Tu»v ebd. 262, 25 eöuöTuxnöcv opp.
r|ö{K»iaev B 11 {U 251, 16).
Aiupioi;. TÖ A. auXeiv Damon A8 (I. 10
XXXV, 29).
lap Entstehg. Pythagor. B (I. XLH,
13) ectXXov eap ebd. XLIII, 1. 15
CTYPiitpciv. evefpai\ie tOüi q)povTi|aaTi
Gorg. B 11 (H 254, 12).
6YK€q)aXo^. 6uva|Lii(; €v tu» dvÖpiUTriui,
Bedeutg. für d. Ivveaic, Hippokr. 51
C3a (I 432, Iff.) CTKeqpdXou ora-f Ouv 20
öirepiiia Pythagor. B (I. XLIII, 20 ff.
vgl. Anm.) äpxri vuxn^ O'^o Kapbiac,
^expl? CT. ebd. XLIV, 10 vgl. 12.
efKuxXia luaOriinaTa opp. (pi\oöoq)fa
(Gorg.) B 29 (II 266, 24). 25
^TKUiiniov opp. iraiYviov Gorg. B 11
{II 255, 10).
k.fX€\piZeiv. evexeiptoa m. Dat. Gorg.
B 11» (11 259, 22).
e'fX^Xeic; ev n^uxpAi eipeiv Xenoph. 30
A 17 (I 44, 22).
iöeXeiv. GeXciv opp. ruxelv Gorg. B 11
(II 253, 23).
€6vo^. Sprachen d. iQvr] Demokr.
B 5, 1 (II. XII, 16). 35
^ei ay überliefert? Antiph. B 44 (II.
XXXII 2, 5 vgl. Anm.) ei . . . fjv,
Nachsatz Optativ m. av? Gorg. Bll»
(H 263, 14 ff.).
eiftevat. olöa oaqpOü^ Gorg. B 11» (II 40
266, 10 vgl. 9) oube ol6'(?) othuc, av
eiöeiTi ebd. 256, 11 ouk oiaQa a ko-
xr]fope'iq ebd. 260, 23 eibevai : ixi] ei-
6€vai Hippokr. 12 C 1 (I 108, 29) ei-
öOu^ oiKpißujc; opp. bol&liuv Gorg.B 11» 46
(U 260, 10 f. 24 ff.) ev €i&6öiv eiireiv
ebd. 262, 1 toic, eiöööiv et loaöi Xe^civ
B 11 (11 250, 24) eEairaTäv eibo-rac^
(v. uTTOKpiTiKii) Hippokr. 12 C 1 {I 111,
16) fiibeiv övriTÖv f^vviiöat; Anaxag.
A 33 (I 382, 29. 376, 32).
eTfto<;. Zu Sp. 189, 37 zuf.: Zu e!öo?:
ibia vgl. jetzt Wilamowitz Piaton II
248 ff.
ei'&ujXa Demokr. (Epik.) 21 B 109» (I.
XXXn, 35) 55 A 77 (II. IX, 14) B 166
(IL XVII, 11).
€lev Gorg. B 11» (II 257, 12\
€iKÖ(; m. Inf. Gorg. B 11 (II 251, 2)
11» (11 257, 6) OUK *€iK6Ta opp. irpoöii-
Kovxa ebd. 261,24 elKÖTiuq Xe^eiv opp.
dXriefl (Epicharm.) 11 A 15 (I 44, 16)
eXenef^vm Gorg. B 11 {U 251, 19;.
eiKiuv. eköva«; tOuv opuuineviuv kyfpd-
qpciv €v <ppovri|LiaTi Gorg. B 11 (II 254,
11).
elXciv. eiXeio9ai coni. auöTpeq)€aeai v.
äiip Demokr. B 5, 1 (IL XI, 15, 9).
eiXiKpive^ Kcvov (Leuk.) A 24 (II 8, 2).
ei|Liap|i€vo(; xpovoc, (Protag.) C 1 {II
232, 28 ff. 233,18).
^elvai. öiä TÖ elvai eftoHev Gorg. B 11
(11 250, 15) vgl. ouoi KOI öoKoOm
Bll» (11263,4) k{v&uvo(; lueXXujv opp.
üjv B 11 (II 254, 4) TU)v ovTUJv (dv-
epuiTiiuv) opp. lUCXXoVTUJV B 11» (11
262, 10) eövxa opp. ineXXovra Hippokr.
12 Gl (1108,28. 33) rct ovra dvripeuvii-
OOTO (Demokr.) B 5, 2 (IL XIU, 41).
— Sp. 200, 36 1. 21 A 46.
eivoöio^ Sp. 197, 9 zu streichen vgl.
I. XXXni, 30.
Elpnvn Akueil. B8 (IL XXVL 48).
etq. oi)Ö€ eic; Gorg. B 11» (II 259, 13)
oiix ^vö^ r\ irpäEi^ ebd. 257, 20 el?
ki dirdvTWv dfa66<; opp. oi dXXoi
Hippokr. 12 C 1 (I 111, 11 vgl. 16J
de, opp. TtoXuq Gorg. B 11 (11 263, 9)
11» (II 257, 9) opp. noXXoi ebd. 258,
14 vgl. 250, 19. 254, 16.
TÖ ev. Sp. 200, 8 zut. A 31 (I 50, 13
vgl. XXII, 19). Sp. 200, 36 1. Anaxag,
21 A 46 ev diöiov xai vor^TÖv Phere-
kyd. A 7» (II 201, 16).
^e{^. KOKÖ^ ek ... Antiph. B 44 (II,
XXXIV 5, 7) dva(pep6|i6vov ei(; ...
ebd. 6, 19 diuapxdveiv eiq Gorg. B 11»
(n 263, 27).
XXXIX eiadtciv IL
eiödY€iv. elaatOTe^v iroXeiuiout; Gorg. eXcTXO«;- ^oiöopi'a exouöo eXeTXOvGorg.
B ll'^ (II 257, 26 f.). B 11^ (H 262,7) rdc; aMa<; t&v k\i^-
eiacptreiv opp. eHepireiv Hippokr. 12 yiwv irpoKpiveiv ebd. 263, 8,
C 1 (I 111, 17). cXeclv. e\eriÖ€in (div) opp. KaKoXoynöcin
eioepxeaOai. eiöi^Xee opp. i?€XGeiv 5 Gorg. Bll (II 2öl, 20).
Gorg. B 11» (11257, 13) (ppiKr|, eAeo<;, eXeoc, TioXO&aKpuq Wirkung d. Poesie
iT6eo(; B 11 (252, 2). Gorg. B 11 (U 252, 2 vgl. 251, 26?
eiTO Gorg. B 11^ (II 260, 24). [vgl. Anm.]).
€iT€ viermal m. Part. Gorg. Bll (II cXeuöepia. eir' eXeuÖepi'ai opp. öi'
255, 5). 10 ävdtTKriv Gorg. B 11'^ (U 257, 28).
CK. TCKeiv e2 Akusil. B40' (II. XXVII, eXeuGeptoi x^vxai: Wirkung auf Musik
22 f.). Dämon B 6 (I. XXXVI, 19).
'EKOTovxeipe^ Akusil. B 8 (11, eXeüBepoi opp. öoöXoi Gorg. B ll^*
XXVn, 2). (II 257, 21 ff.) eX€ueepa opp. bea^a
CKelvo^. &r CKeiva opp. &iä ToOra 15 qpuoeujt; Antiph. B 44 (IL XXXITI
Gorg. B IIa (II 256, 3). 4, 8).
eKeX{߀iv V. Atomen 64 A 24 (0 7,11 eXiH(?) kukXo; 1 A S'' (I 7, 2 vgl. Anm.
vgl. 19ff.) 55 A 60 (II 27, 33) v. Ttöp und XLK, 7).
A 61 (11 28,2) V. i|;uxvi A 106 (II 36, eXfoaeiv. köo^xoc, kXiaaoixevoci nepi
26 ff.). 20 Toiav Kleanth. 12 C 3 (I 112, 28).
€KKpiai<;. Y^vväv Karex ckk. Tf]v dirö eXKCiv iKjLidba 51 C 1 (I 430, 23ff.) xpo-
dweipou V. Anaximandr. 50 (I 416, 26). (pnv 3^ (I. XLVIII, 23).
CKiriTtTeiv. Tupavviöoq eKtreaiuv Gorg. 'EXXd^.'EXXriv opp. ßdpßapoi oft Gorg.
B n^ (II 260, 3). Palamed. z. B. II 255, 22 ff. 256, 24.
IkttXtiSiv einqpavn e,uTroifi Gorg. B 11» 25 258, 13 Antiph. B 44 (IL XXXVI
(n 266, 6). 2, 14 ff.).
^KirXTiTTeiv. eKuXafiynec; Gorg. B 11 eXXei'ireiv opp. uirepexeiv Hippokr. 12
(IL 254, 4). Gl (I 110, 23 ff).
€KTruj(ia. emTnöeiÖTOTOv Krit. B 34 (11 eXXoiroc;. Sp. 209, 31 zuf.: vgl. B3
323, 20). 30 (I 224, 7) und eXXov.
CKirupouv pass. v. \\)vxA Hippokr. 12 €XXot|). Sp. 209, 33 zuf.: vgl. d. Anm.
B 116 (L XXV, 36) V. Kosmos Herakl, zu I 224, 10 und eXXotro^.
A 10 (I 73, 30 ff'.) V. Atomen Leuk. e X o <;. Erklärung d. u)Lieve<; Demokr.
AI (n 2, 1) V. i\\ioq opp. irupoöoeai B 6, 1 (IL XI, 15, 14).
ebd. Z. 4. 35^e)aauToO. Dafür C|aou Gorg. Bll»
^KTTUpujöK; auch Herakl. A 10 (I 73, (II 261, 28 vgl. Anm.) irpoüöföouv
30 ff".). einauTov ebd. 259, 19 ouk ejuöv €|uau-
eKpfTTxeiv pass. v. ^^vxr\ Pythagor. B töv CTtaiveTv ebd. 262, 28 xct eauroO
(I. XLIV, 17). irpoTTeiv Kritias B 41^ (IL XXXVIH,
€KT{vetv. eKTföeii; TTiv dSi'av (Thal.) A 19 40 20) diToXXuöiv auxöv dist. xP'lMOTa
(I. XIX, 26). Antiph. B 44 (U. XXXVII I, 28).
eKiJuv. CKovxe^ opp. xti^at6}JL€voi Gorg. eauxöv döiKEl ebd. Z. 34 5uaxu-
B IIa (11 257, 28) eKovxei; ckövxi ebd. xelv bi auxöv Gorg. B 11» (II 259,
268, 16. 29).
'EXdxou (GuYOxnp) Akusil. B 40» (II. 45 emueveiv. ' evejieiva xüti voiawi Gorg.
XXVII, 20). B 11 (II 256, 8).
kXkfxeiv. eXexEai Gorg. Bll (II 260, 5) efiiriitxeiv de, xö Kevdv (öu>)aaxa) Leuk.
nXeTXOn ebd. 250, 16 cXerxöefTiv dist. A 1 (II 1, 7j. Vgl. Demokr. A 93a (H
^ievaainY]v B 11» (II 262, 8). 33, 21 ff.), €|HTTXu»ai<;.
lU enaivoc; XLII
i|uirveiv. TiJuv kymvedvxujv vriöreueiv €v€ipY(i(jOTO ähnlich 250, 18 xopav
auch »Euphorb.« nach Kallini, 1 A 3^1 €vepY<5öaaBai ebd. 251, 26.
(I 7, 3). eveeoi eitcuiöai Gorg. B 11 (II 252,6.
^unoieiv. eiaitoiei (aitfa ^KTrXrjSiv) Gorg. evvedtiuTiva Emped. B 69 (I. XXXII,
ß ll'i (n 256, 6). 5 16).
eiaiTTtyöK; eiöoiXuuv Demokr. A 1 (II evvoia (?) Gorg. B 11 (II 252, 12).
13, 26). evöirXioc; i}vQ^6<; Dämon B 9 (I.
€Mnupo(; rexvn (Protag.) C 1 (11233,27) XXXVII, 1 vgl. Anm.).
dOTpa Thal. A 17'^ (I 11, 20). evoTrxpov Entstehg. v. yciXa u. KO|nnT)i<;
€M<pav»i?. CKTTAn^iv Gorg. B 11^ (II 10 Hippokr. v. Ch. 30, 6 (I. XXXVH,
256, 6). 11 f.).
CMqpueiv. ^|a<püe<j8ai (?) Protag. ß 11 evoxoc; aixCaK; Gorg. B 11» (II260, 13).
(II 232, 15 vgl. Anm.). evxaOea Antiph. B 44 (H. XXXIV
€|un;uxo(;. Koöjao? Pythagor. B (I. XLII, 6, 14).
23, 9) irdvra öfio^evri Pjthag. 8i (I. 15 €VTi|no?. €Tijua»|Lir]v im xoTq evxifio-
XXI, 3) laiEiq, fiwr\aic, xOüv kfxni. xaxoi^ Oirö xu)v evxijLioxdxuuv Gorg.
Demokr. B 5, 1 (U. XII, 2). B 1^ [11 259, 3 f.).
^'ev. ev u|Liiv evi Gorg. B 11-' (II 263, ilafeiv x^tJ^ovc, ek xoü öuijaaxo«; Gorg.
26) ineveiv ev toic, ßapßctpoiq ebd. B 11 (II 253, 15).
259, 25 ev u|liiv uTtexuu ebd. 261, 25 30 eEojuapxdveiv ä|Liapxia<; Gorg. B 11»
eiireiv ev eiöoöiv ebd. 262, 1. (II 261, 16) vgl. a|itapxdv6iv.
cvaXXoYn dvejLHjüv Demokr. B 14, 8(11 cSeTvai. eEov m. Inf. Antiph. B 44
65, 19). (n. XXXIV 5, 19 fF.).
IvaXoi; iroAiq Kritias B 2,7 (11313,30). eSeXauveiv. eE»iXa<J€ coni. diTreaßeoe
evavxio^. Sp. 215, 20 zuf.: vgl. 12 C 3 25 Gorg. B 11 (II 254, 9).
(I 112, 26). — xouvavx(ov Gorg. B ll'i eEepiteiv opp. eoepTreiv Hippokr. 12 C 1
(II 259. 11) xd evavxia B 11 (II 249, 28) (I 111, 17).
11» (261, 1) evovxioixaxa ebd. 261, eSepxeoBai. eEeXSiwv opp. eioeXöcTv
3. 12. Gorg. B lli^ (II 267, 12).
ivavxioxpoTni(?) Herakl.A 1(1. XXIII, 30 eEiöxdvai. q)povTi|Liaxo(; eEeoxrjaav Gorg.
21). B 11 (II 254, 9).
ivavxioöv. xol^ evavxiou|Lievoi<; opp. eEoiKi'Zeiv. *eEu)iKia9i-i bildlich Gorg.
TrpoöieiuevoK; Antiph. B 44 (IL XXXIII B 11 (H 254, 5,.
5, 32). eEu». oi eEiu opp. oi evöov Gorg. B 11»
evapjidvioc; iö6xr]<; Pythagor. B (I. 35 (II 257, 14) xoüxujv eEiu davon abgc-
XLV, 5). gesehen ebd. 259, 17.
€v6e»i^ Gorg. B ll'i (II 259, 3). eEujöeiv pass. v. Atomen Leuk. A 24
^vöov. Ol evöov opp. Ol eSuu Gorg. B 11» (11 7, 18)
(II 257, 14). eTraTtwYOi r)öovfi^ (cttiüiöoO opp. dira-
4v6Ü€iv. xTjv ijiuxr|v TTavxola ei'ör] Zoiituv ^ yinYoi Gorg. B 11 (II 262, 6).
Km q)uxuiv evöüeoöai Emped. A 1 (I eitaiöeiöGoi. €TTal6oü^e9a coni. oeßö-
199, 7). lieea Antiph. B 44 (II. XXXVI 2, 1 ff.),
^vetvai. €vi ev . . . Infinitiv Antiph. eiraiveiv cjuauxdv Gorg. B 11» (II 262,
B 44 (IL XXXIV 6, 17) *6vi ev ... 29} jaeinqpeaBai xd eiraivexd koi eirai-
Substaativ Gorg. B 11» (11 263, 26). A5 veiv xd laiuMriTd B 11 (II 260, 4) euai-
^veKu *xou; Gorg. B 11» (II 258, 8 ff.) vou(li€vo(; opp. kokux; dKouujv Emped.
ouveKO m. Genet. ebd. 262, 22. *259, 5. A 20 (I 202, 21).
4vepxd2eaeai. itoXXd ■itoXXoT(; eptuxa eiraivog. dEiov eiraivou iirafviwi xinäv
. . . evepYoZexai Gorg. B 11 (II 254, 19) Gorg. B 11 (II 250, 2).
XLm ^Tiavievai XLIV
eiravlevai. cTidveim avQ\c, iip6c, . . . eveipfdaaTo v, Helene Gorg. B 11
Gorg. B 1^ (II 258, 8). (U 260, 18\
etravievai. eiraveiinevr) AufeiOT» Dämon ^iriKfv&uvoi;. biöadKaXurv cttikivöuvo-
B 5 (I. XXXVI, 14). Tepiüv tuxiwv opp. Tropi|iu)T€puüv Gorg.
^irauEctveiv. eTrauEf\oai 'eXeov?; Gorg. 5 B 11» (II 256, 8).
B 11 (II 261, 26;. CTTiKOupciv Antiph. B 44 (IL XXXIV
eiref *denn< Antiph. B 44 (IL XXXVI 6, 8).
2, 10) Gorg. B lla^ (11 260, 16). eitiKoüptiOK opp- eXaTTiuoic; Antiph,
ETreiTct Akusil. B 40» (IL XXVII, 21. B 44 IL XXXIV 5, 27).
36). 10 eiriKpaTeia, eTtiKpoxelv Pythagor.
eTreKKpiaK (?) Lenk. A 1 (II 1, 26 B (L XLII, 23, 12. XLIII, 7).
vgl. Anm.). eTriKTäoöai. öoqpfac; eiriKTiiTou öuvaiii^
eu€KTaai<; 55 A 46^ (II 24, 29ff.). opp. iöio<; Gorg. B 11 (II 250, 21).
CTcepov (?) Akusil. B 40» (IL XXVII, eiriXe^ueiv. edv f€. 6 xp6vo<; larj em-
22 vgl. Anm.). 15 X{TrTii Anaxag. A 1 (I 376. 10,.
eircoBai opp. r\fe\aQai Gorg. B 11 (II eiri^evciv. eTrin€ivaT€ xpovov Gorg.
251, 10). B IIa (II 263, 18).
^eni m. Dativ vevofioGrirai em Antiph. etriireöa axrnxaTU Pythagor. B (I. XLII,
B 44 (IL XXXII 2, 32 ff.) ovbty 23, 6).
IfciuuTepov €711 . . . ebd. XXXIV 6, 22 20 eTnitXaväoBai. eTteTrXav)ia(4nriv [De-
irövoi €ir' dperfii ireTTOvimevoi Gorg. mokr.] B 299 (II 123, 4).
B lli (II 259, 28) eir' eXeuGepfai (m eitiitveiv v. ävG|uoi, vuxi^, irdxvrj De-
Hoffnung auf . . .) KOTiTfopoöai ebd. mokr. B 14, ?> (II 63, 18).
257, 23 . . . eiri uoXem'oi^ oirXiarii ebd. eitiöii|uaö{ai Demokr. B 14, 7 (II 64,
254, 1 — eTimJUjuriv eni toT^ evTi^io- 25 16) vgl. emormafveiv.
TdTOi(;ebd. 259, 3 vgl. 4 — m. AkkuB. CTriöraöeai. 6 ciriOTd^evo^ Ypdjifiaxa,
i€vai em. . . Antiph. B 44 (U. XXXIII 6 ^xr\ in. Hippokr. 12 C 1 (I 111, 3)
3, 12) Gorg. B 11» (II 256,16) npo- oacpwc, eTtiatdiLievoc; m. Part. Gorg.
ßaiveiv B 11 (II 251, 1) upoxpeTreiv B 11» (II 255, 22).
Antiph. a. a. 0. Z. 24. 80 eiriöTecpeiv. emaTi\\>ac, Emped. B 164
^TtißovjXTi Antiph. B 81» (II 306, 11) (L XXXDI, 30).
^mßouXf^t; iLidpTupoi Gorg. B 11» (II knixr\bevixaTa dvepuiTriuv Antiph. B
257, 9). 44 (IL XXXVII I, 9) tu)v dXXwv
eTTi^eia Entstehg. Demokr. B ö,l (IL ctriTribeu^dTiuv ouvcko Gorg. B 11»
XI, 15, 24). 35 (II 262, 22).
i-nifiyveaQai. em^iy/erai (?) Emped. CTtiTiGevai jitli^ov Gorg. 811(11250,3)
B 17, 30 (F. XXXII, 2). irerpriv einTieeiaiv ai]ixa Akusil. B 40»
'ETr{TpaM|iaTit. [Epicharm.] B (1 116; (IL XXVH, 46) eTr{eeTa opp. dvoT-
130, 20). Kala Antiph. B 44 (IL XXXII 1, 26).
eiriöeiKvuvai. emöciSuj m. Inf. Gorg. 40 eiriToXf) 'ApKxoupou Demokr. B 14, 5
B 11» (II 256, 13) embeilac, m. Part. (II 64, 9) vgl. eTrixeXXeiv.
coni. beilac, B 11 (11 250, 10). eiiiTpinei m. Dativ u. Inf. Antiph.
i-nlbeiii(;. emöeEic dcppoouvri«; Hip- B 44 (IL XXXIV 6, 10).
pokr. 12 C 1 (I 111, 10). eTCicpdveia ff\(; Demokr. B 5, 1 {H. XI,
eirieuiLieiv. etiiGumliv m. Inf. Gorg. 45 15, 13).
B 11» (II 259, 13) ujv &€i TÖv voOv CTn'qpGovov opp. ä.\Y]Qic, Gorg. B 11»
ewiGuiieTv koi iliv |nr| Antiph. B 44 (II 261, 24).
(IL XXXin 3, 17). eTTixetv eXaiov Anaxag. A 32 (I 382,
eiriGuiaia. uXeiOTOic; eTnGum'ai; epiuxoc, 22).
XLV Ito«; XLVI
6Trix€ipeIv. 6 €Tnxeipii<ja(; . . . kmxel- (1432, 3 Tgl. 14) ]ue6' ^pm^vemt; Gorg.
pnna Gorg. B 11 (H 261, 16 f.) mit B ll" (II 266, 25).
Dativ (cpYoiO B 11» (II 256, 14. 268, 'Ep^f[c, raiiiiaq tOüv h>vx*J^v Pythagor. B
27. 261, 7) toütok; ebd. 268, 19. (I. XLIV, 18).
k-ni%eipr]iJLa eTrix€ipi^öa(; e. eirixeipeiv. 5 €po^ s. epuj<;.
k-niritavaic, öi'vr)^ Leuk. A 1 (IIl,23ff.). epTreTct Entstehg. Demokr. B 5, 1 (II.
^Trov€iöiöTO(;. ßi'ov coni. öqpaXepöv XI, 16, 24).
(KaeiöTovai) Gorg. ß ll» (II 261,9). "EpuKo^ = "EpuS Xenophan. B 21»
€iTTaMTiKri? (?) kükXo? Thal. A »^ (I. (I 62, 3).
XIX, 7). 10 epx€öeat. i^XGe wc, r^XGc Gorg. B 11
k-matxr]va Emped. B 69 (I. XXXII,14). (II 266, 2) eXGeTiu, (pavnxiw . . . B 11»
eTiujifcai evöeoi Gorg. B 11 (II 262, 6 (II 260, 14) kXQövxoc, opp. Tte^ivjjavTot;
vgl. Anm.). ebd. 266, 20 eXeoöoa ebd. 254, 6.
^päv. epaaQdc, (ttXoutou, xPIM^^tiuv) epoieiv (Sp. 240, 1). Das Fragment
Gorg. B 11» (II 258, 19) epaoGeioa 15 wird nach Voglianos Ausführungen
dist. XoYiwi TreioGeioa u. a. B 11 (II Äüi della F. Accademia d. Seienxe
255, 6). Torino XL VII (1912) p. 98 zu strei-
€pf<i2€öGai. epfov eipYa(T^evuJl Gorg. chen sein.
B 11» (II 260, 27). €piu^. oiiK fjv e? epov (?) Akusil. B40»
epTOofa äYaXjuaxuuv coni. dvöpidvxujv 20 (IL XXVII, 22 vgl. Anm.). — fjXGov
■noir\a\c, Gorg. B 11 (11 264, 16). Ott' epiwxoq qpiXoviKOu Gorg. B 11 (II
epTHa Demokr. B 63 (IL XVI, 82) vgl. 250, 22) f^XGe epuixoc dvoYKaK ebd.
B 43. 256, 8 (cpiuxi aXouöa) ebd. 251, 6 vgl.
epTOv. öeivöv öGeov u. a. Gorg. B 11» epm? r\v 6 irpdSac; 263, 21ff. kmQ\)\i\ac,
(11 263, 28) dTTioxoxaxov ebd. 260, 1 25 epuuxoc; eveipYciaaxo ebd. 250, 18
xoioOxov cipyaoiaevuui 260, 26 Xö^ov epujxa koi tiöGov evepY<i2€xai 264, 18
Kai epYOv B 11 (II 250, 1) X6yiui Km npoGu|nfav koi ä)iiXXav epiwxo«; uap€-
v6^U)i KOI epYUJi ebd. 251, 17 f. Xoyoi öiuKe ebd. Z. 21 dueirXriac xöv epuuxa
KOI cpY« (ö€ö|ad MJuxfiq) Pythagor. B 250, 24.
(L XLIV, 17) 6id xu)v Xöyujv xnv 30 eoGni; Erfindg. (Protag.) C 1 (II 233,
dXiiGciav xujv epYiuv KaGapdv YCveoGai 33) vgl. Demokr. B 6, 1 (IL XII,
Gorg. B 11» (II 263, 16) \xr\ xoTc; Xoyoi^ 17 ff.).
judXXov Ti xoT^ epYOi«; upooexeiv xöv €öG(eiv. \Jir\ e. oöa \ir\ Gejun; . . . Py-
voövebd.263, Sirpö xiiv epYUJv X6you^ thagor. 46 C 6 (I 360, 17).
Yiv€aGai ebd. 266, 17 Geiöxaxa epY« 35 eöOTixpot; (?) Orph. B 23 (IL XXIV,
(XoYO^ dTTOxeXei) B 11 (II 261, 25) 18, 30).
€pYU)v KOKiLv, aioxptJuv direxoiuai B 11» eoitepa cpGivei opp. eiu<; Pythagor. B
(H 262, 19) epYOK CTTixeipeiv ebd. 266, (L XLIII, 3).
14. 258, 27 (dftuvdxo.O 261, 7. "Eöirepoi;. Sp.241,5 zuf.: A 40» (1145,
Sp. 237, 16 xd ev xoTi; epYoi? viel- 40 2. 4 m. Anm.).
mehr m d. Wirklichkeit vgl. I 309, exepoc;. xd exepa opp. d)nq)öx€pa An-
15 Anm. tiph. B 44 (IL XXXVII II, 23) exe-
'Epiv\j(;. fteioGai uttö 'Epivutwv Pytha- poK; ebd. XXXIV 5, 10 lueG' exepujv
gor. B (I. XLIV, 23). opp. auxo? Gorg. B 11» (II 257, 20 f.).
€pi(;. Zu Sp. 238,25 vgl. I. XXV, 3. 45 exi hk npoq xouxok; Gorg. B 11» (II
€p|JT]v€(a Ttepi dirdvxujv Demokr. B 5, 1 256, 1) exi ludXXov ebd. 263, 12 ouk
(n. Xn, 12). dv exi 260, 4.
€p|Lir]v€U^ xu)v dirö xoO i\kpoc, Y^'i'oiLie- exouc; xd KoXXioxa Pythagor. B (I.
viuv V. ^YxeqpaXoq Hippokr. 51 C 3» XLIII, 1).
XLVII €0 XLVni
€u TTOieiv Antiph. B 44 (II. XXXIV eüqppaiveiv. Tct euqppaivovxa opp.
5, 8). dXTUvovxa Antiph. B 44 .(IL XXXHI
€i)avöp(a uoXei Koa^oc, Gorg. B 11 4, 13).
(II 249, 21). €u(pu€^ Idjiov Demokr. B 5, 1 (IL
€\}^€veiac, rcaKmäc, evbolia Gorg. B 11 5 XII, 27).
(II 250, 20). 'Eqpeaioi Herakl. B 125'' (I 102, 8).
€V)bai|aov€iv Pythagor. B (I. XLV,1). e(pop^öv. eqpopiaäi m. Akkus. Akusi).
euöoEia eÜTCveiac; Gorg. B 11 (II 260, B 40^ (IL XXVII, 41).
21). €q)iieiv. eqpuet Demokr. B 14,7 (II 64,
€1)6 ECa äXKfic, Gorg. B 11 (II 250, 21), lo 36).
€i)€pY6Tri<; u|Liu)v, tüjv 'EWrivmv u. a. -^exeiv. iriöxiv 'i%ei opp. TepvjJiv qpepei
Gorg. B IIa (II 262, 9 vgl. 263, 30). Gorg. B 11 (II 250,25) exei (puöiv ebd.
eOeuvac; uirexw Gorg. B 11 (II 261,26). 253, 22 X6tov B 11» (II 264, 2) ouk
eÜKpoToi ZüJvaiParm. A44a (I. XXVII, exei doqpdXeiav ebd. 259, 9 . . . eiirelv
38). 15 (av) exoi ebd. 262, 6 eoxe xö K(iXXo<;
euXaßeia. lucToXriq euXaßefac; m. Inf. u. a. B 11 (II 250, 17 ff.) — intrans.
Gorg. B IIa (II 263, 11) euXdßeiav exet eunopiu? ebd. 252, 16 ouxiu<; ebd.
exujv (Protag.) C 1 (II 233, 5). 251, 27. B 11» (II 263, 17 vgl. 265,
€Ü)u(ipeiav e|ur]xaväxo (Pro tag.) C 1 23. 256, 12).
(II 233, 6). 20 exOpoq Antiph. B 44 (IL XXXVII
ciivn d. Tiere (Protag.) C 1 (H 233, 8). II, 9) exOpoi B 81» (II 306, 8) (= iro-
cuvoia. 6i' eüvoiav Gorg. B 11» (II 255, Xemoi) opp. qpiXoi Gorg. B 11» (II
23). 259, 12. 260, 1. 261, 9).
euoXiöGa Atome Leuk. A 24 (II 7, 11). en/eiv eYX^Xei<; ev ijjuxpuii Xenoph. A 17
€UTropia ßiou (Protag.) C 1 (II 233, 28). 25 (I 44, 22).
eÜTTOpoq Kßiaic, Gorg. B 11» (II 263, 'Eu)io<; Parm. A 40» (I 145, 1) vgl.
16) öiaXXaYOt«; ebd. 262, 16 evndpwc, Ouuoqpöpo^.
exei B 11 (II 252, 16). eiuq GdXXei opp. eairepa Pythagor. B
euTTpein^c; coni. äiTa(6euxo^ [Demokr.] (I. XLIII, 2) äjua t^oI Pleiadenunter-
B 302 (IL XXI, 27). 90 gang Demokr. B 14, 3 (n 63, 17).
eupCöKCiv. iroXX' ävxic eupoi Antiph.
B 44 (IL XXXIV 5, 16) judpxupaq ... lelv s. Zx\v.
eupeiv Gorg. B 11» (II 260, 22) xdEeic; Zeü^ Akusil. B 40» (IL XXVU, 89)
eupujv, voiuouq u, a. ebd. 262, 12 öpKio^ Pythagor. B (I. XL V, 3) = nöp
xexvai euprivxai B 11 (II 252, 9). 35 Emped. A 33 (L XXX, 28) = riXiOi;
euoeßnc; opp. ä(jeßii<; Xenophan. A 14 (Demokr.) A 87» (IL IX, 16).
(I 44, 14 vgl. XXII, 12). Zr]fjLia(; (coni. aioxuvii^) äirjiXXaKxai
€uo0eveia Demokr. (?) B 57 (IL XVI, Antiph. B 44 (11. XXXII 2, 8) (dist.
31). aixiaq, dxi)Liia(;) xuxeiv Gorg. B 11 (II
euaxaQric, Sp. 249, 40 zuf. : vgl. A 1 40 251, 18) tr]^iav q)euY0vxeq dist. xep-
(II 13, 29). 6o<; iiiexiovxec ebd. 259, 17.
euxuxeiv. xot^ euxuxoCöi opp. öuoxu- lf\v. Sp. 255, 25 war 16 fett zu druk-
Xoövxeq Gorg. B 11» (II 262, 26). ken (jetzt I 289, 36). — opp. dTto6a-
euxuxiai opp. öuöirpaTiai Gorg. B 11 veiv Hippokr. 12 C 1 (I 108, 28 vgl.
(II 252, 4) öcpaXepai Kai ößeßaioi ebd. 45 34 f.) Antiph. B 44 (II. XXXIII 3,
Z. 17. 26 ff.) Zf^v öoa luexexet xoO öepiuoO
eucpriiLiia Pythagor. B (L LXV, 7). Pythagor. B (L XLLU, 14).
euq)opo(; Sp. 250, 30 zuf.: vgl. Demokr. 2T]xeiv. xov ZrixoOvxa ooqpov auxöv
C 7 (11 139, 22). irpuüxov elvai öei öoq)öv Emped. A 20
XLIX
T^TTUJV L
(I 202, 23) oi ZT]ToOvTe<; . . . KTÖöGai
Gorg. B IIa (II 258, 23).
ZimfciaKÖq 1 A 13« (I 10, 33).
Zyu f\(i arxiov Pythagor. B (I. XLIII, 7)
ZiUTi : Hjux»^ ebd. Z. 17 Xo^oi lü)r]<; 5
ebd. Z. 26.
Zuivai des All (Thaies, Pythagor. u.a.)
1 A 13c (I 10, 30) der Erde Parm.
A 44a (I 145. 29. XXVII, 35. 41).
ZiuioTOveiv Demokr. B 5, 1 (11. XI, 10
15, 17 ff. Xn, 1). Vgl. riuioTOv(a,
2[u)ioiroieiv.
Zuijov Begriff, Wesen, Entstehg., Be-
seelung Pythagor. B (I. XLIII, 15.
18. XlilV, 9) Demokr. B 5, 1. 2 (II. 15
XI, 15, 17 ff. Xni, Uff.) Seelenwan-
derung Pythag. 8 a (L XXI, 1) Em-
ped. B 117 (I. XXXin, 6 ff.) Ernäh-
rung opp. äv9pujuo(; (Protag.) C 1 (11
233, 12 ff.) Ta jietaXa opp. ävepujxco^ 20
Hippokr. 12 C 1 (I 106, 16f.) irXun-ct
Hippokr. 51 C 2 (I 431, 20) - ZOöiov
eixpvic, (= avöpujitoi;) (Demokr.) B 5, 1
(H. xn, 27).
ZujiOTioieTv Pythagor. B (I. XLIII, 25
14).
il"f€iö9ai opp. eneaOai Gorg. B 11 (II
251, 10) — (JocpuiTepov Y\fe1aQai Kpi-
Tiiv Gorg. B IIa (II 263, 9) dvaTKolov 30
ViTTiaoöGai ebd. 261, 28 öfKOiov B 11
(U 255, 4).
yjyeMuiv. >'iYe|a6v€<; Kupioi Gorg. B IIa
(H 257, 27).
X|^6ri? Gorg. B IIa (H 263, IG). 35
1^6 € IV. xa Tiftovra opp. rä Xuirouvra
Antiph. B 44 (IL XXXni 4, 17) —
T^fteööai opp. d\YÜv€09ai ebd. XXXIV
5, 21 riöÖTiöoiLiai opp. Xu7rr]9Ti(J0|uai
Emped. A 20 (I 202, 21) ö|Li|ua i^oOev 40
(öaiMOTi) Gorg. B 11 (il 254, 20).
rjöovii Sp. 262, 19 statt >nach Belie-
ben* 1. >nach dem Wohlgerucli< vgl.
d. Anmerkg., Index Sp. 262, 30 und
I, XXIV, 30. — €Ttim&ai eiraYUiYoi 45
i'l&ovf^q (opp. XuTTTiO Gorg. B 11 (II
252, 6) Kpei'xTovet; tujv xf^^ q)uö€m(;
r|ftovü)v opp. 6ouXeuovTe<; B IIa (II
258, 22).
■}\h\) KOt dToGöv Herakl. B 111? (I.
XXV, 21) *eea n&eia Gorg. B 11
(n 254, 17) riöiöTov m. Inf. B IIa
(H 262, 1).
f^9o<; in der Musik Dämon B 7 (I.
XXXVI, 26).
T1K61V. fJKOV äTravT€(; Gorg. B 11 (II
250, 22).
TiXio<; e€6^ Pythagor. B (L XLIII, 6)
= Zeü^ (Demokr.) A 87a (H. IX, 23)
— Gestirn. Definition, P^ntstehung,
Sp. 265, 45 ].70 (I 212, 2) vgl. auch
B 154 (I 279, 21) — -fcoeiöiit; Thal. (?)
A 17a (I 11, 21) \x\ihpoc, Gorg. (?) B
31 (IL XXX, 12). Stellg. im All
Parm. A 40a (i 145^ 2). Bewegung,
Bahn Demokr. B 5, 1 (IL XI, 15, 6 ff.)
ä|ua riX(u)i dvföxovTi Stemenaufgang
B 14, 3 (II 63, 20ff.) Licht Thal. (?)
A 17a (I 1]^ 21) Anaximandr. A 21
(I 19, 20 ff) Pythagor. B (L XLIII, 8.
11) Hippokr. V. Ch. 30,6 (L XXXVn,
11 ff.) Wirkung auf Erdgestaltung,
Lebewesen Demokr. B 5, 1—3 (IL
XI, 15, 6ff. 11 ff". XIII, lOff XIV,
6 ff.) — öqpöaXjLioi rjXi'ou TtiiXai Pytha-
gor. B (I. XLIV, 6).
i'iliepa. fjiirep i^^xepai i^evexo Gorg. B
IIa (II 255, 15) i\\xkpac, r\ vukt6<; ebd.
257, 10 — vüS e£ r[\xkpa(^ Anaxag.
A 6 (I. XLVI, 8) t^ ^eTiöTTi ^\x. De-
mokr. B 14, 7 (II 64, 20) troiKiXai B
14, 3 (II 63, 30) 14, 7 (II 64, 40) eiu?,
couepa Pythagor. B (L XLIII, 2)
dtrö fi€öou r)|uepa<; r\p\)ia\ ööeiv ebd.
XLV, 7.
ri|u{ovo(; Erkl. d. Sterilität Demokr.
A 151 (IL X, 22).
"H pa = dtip Emped. auch A 33 (I. XXX,
28).
'HpaKXt^<; Feuertod Akusil. B 9c (II.
XXVII, 7).
11 p € laeTv d. Seele Pythagor. B (I. XLIV,
17 vgl. aber XIV, 2).
r\p»iioc, puöiio^ Dämon B 9 (I. XXXVII,
2).
r\p\iic, Verehrung Pythagor. B (I. XLIV,
24. XLV, 6).
fix TUJV. 6 öT^öuiv opp. e€Ö<; Gorg. B
LI GoXaTTO
LH
11 (II 254, 22) t6 fjoaov opp. t6
KpeTööov ebd. 251, 8 ff. (oubev) fJTTOV
Antiph. B 44 (II. XXXVI I, 7) tittuj
opp. luaUov ebd. XXXIV 6, 20.
5
e(4XaTTa Entstehg., Wesen Einped.
A 66 (I. XXXI, 13) Pythagor. B (I.
XLIII, 12) Demokr. B 5, 1 (II. XI,
15, 10) |Li6Tex€i TTV€Ü|LiaTO<;, Ernäbrg.
d. irXujTci Ima (vgl. Sp. 274, 20 ff.) 10
Hippokr. 51 C 2 (I 431, 19) 6. xapa-
Xuiön? Demokr. B 14, 7 (II 64, 29).
GdWeiv opp. qp9iveiv Pythagor. B (I.
XLin, If.).
6dvaT0(; aiperi/iTcpoc; b6Zr]c, aiaxpäc, ib
Gorg. B IIa (II 263, 21) KpfoK; (ou)
itepi eavctTOu ebd. 255, 13 vgl. 260,
26. 263, 14 edvarov i\ (p^aic, irdvTuuv
KaTex|jriq){aaTO ebd. 255, 14 vgl, Ana-
xag. A 1 (I 376, 31) — 9. ehedem 20
unbekannt Demokr. B 5, 3 (IL XIV,
15).
OctTtTeiv raic; Ibiaic, xepai'v v. Anaxag.
A 1 (I 376, 33).
OaufidZeiv. t( 9ou]Lia0TÖv Gorg. B 11 25
(II 254, 21).
Gea. *9eav i'i&eTav irapeox^To xoic; öfi-
Mooiv Gorg. B 11 (II 254, 17).
QeäaQai. Qe&aexai -f] öijjiq Gorg. B 11
(II 254, 2). 30
8 €10?. iLiolpa (Protag.) C 1 (II 233, 30)
6uvam? Gorg. B 11 (II 254, 22) dvotTKti
ebd. 255, 6 tö 9eiov = oi 96o{ B 11»
(II 259, 8) 9eTa opp. GvriTct Pythagor.
B (I. XLIII, 6) 9ei6Tepov im Men- 35
sehen [Demokr.] B 5, 2 (IL XIII, 40)
Geioxara epTO Gorg. B 11 (II 251, 25).
elXTEiv. eGeXHe coni. eiteiae Gorg. B
11 (H 252, 8).
eeöc; (Akusil.) B 40^ (II. XXVII, 36f.). 40
— Zu Sp. 279, 5 ff. vgl. L XXII, 45.
e€bc, äpyLOvia Pythagor. B (I. XLV, 4)
Stufenfolge d. Seelen Emped. B 117
(L XXXin, 12) Qeüuv v6o(; Hippokr.
12 C 1 (I 108, 16) Gestirne Geof Py- 45
thagor. B (I. XLIII, 7).
Zu Sp. 281, 21 zuf.: vgl. A 12 (I
43, 37ff.); zu Sp. 281, 42: vgl. H.
IX, 5 — Verhältnis zum Menschen :
Schaffung der tma (Protag.) C 1 (II
232, 27 ff.) dv9pij&Tru)v irpoc; 9eou(; Ouf-
ylveia Pythagor. B (I. XLIII, 8) 9€6<;
opp. avQpvjTioc, Xenoph. A 13 (I 44,
4 f.) opp. GvriTÖ? Gorg. B 11 (II 250,
14) Qebc, dv9pu)Trou Kpeloaov ebd.
251, 10 vgl. ebd. 96iuv ßouXcüjiacn
eTtpaSev (sc. 'EXevn) coni. xuxti? ßou-
XilliOöi, dvdYKT]<; v|;riqp{a|Lia(Ti 251, 4
GeoO Trpo9u|Li(a opp. dv9pu)Tr(vr| irpo-
|iri9(a 251, 7 9eu>i koi xüx»!» aixi'av
dva9exeov 251, 12 ei |U€v Qebc, (üuv
€xei) 9eOüv 9e(av övjva,uiv sc. 6 'Epwt;
opp. dvGpomivov vöorma u. a. 254,
21 f. — 6 Trpo56xr)<; uoXe|iiiO(; xoi?
9€ot<; B IIa (II 259, 6) Beginn der
Verehrung (Protag.) C 1 (II 233, 31)
xi^d? 9eol<; \0}xlleiv Pythagor. B (I.
XLV, 6).
GepaTTei'n iraiöiujv Hippokr. 12 C 1
(I 110, 14).
9epiv6(; öußpoc; Thrasyalk. 1 (I.
XXXIV, 6).
9epnaa(a b. Erdentstehg. Demokr. B
5, 1 (IL XL 15, 12 ff.).
Qepn6<;. x6 9ep]u6v als Lebensprinzip
u. Element opp. x6 x^iuxpöv Pythagor.
B (L XLII, 23, 11 ff. XLIII, 7 ff. 14 ff.)
Bedingung des Geschlechtsunter-
schieds Demokr. B 5, 2 (IL XIII,
15 f. vgl. Index Sp. 287, 24 ff.) Ein-
wirkg. auf Tiergestaltg. ebd. XIII,
34 vgl. XIV, 6. Entstehg. v. Alter
u. Schlaf Parm. A 46 (I. XXVII, 43.
XXVIII, 1) 9ep|Li6v ^^v60^a opp.
ijiuxpov Hippokr. 12 C 1 (I 111, 6)
9. dtjLiöc; im Sperma Pythagor. B (I.
XLIII, 20) beim Sehen ebd. XLIV,
3 ff..
9ep|LiöxTiq vuxiKn Demokr. B 5, 2 (IL
Xin, 19) vgl. I. XLIII, 14 ff
9epo? Entstehg. Pythagor. B (I. XLII,
12).
0Tißat(;. oi ^v 0. mjsi; Demokr. B 5,
3 (IL XIV, 11).
9f^Xu?. 9riXea xai dpaeva Hippokr. 12
C 1 (I 106, 20. 107, 1) Entstehg. De-
mokr. B 5, 2 (II. XIII, 16) 9nXei<;
(p9ÖTT0i Dämon B 5 (I. XXXVI, 25).
LIII lX«6p LIV
6npiot Kamj)f m. Menschen (Protag.) ikvai kcp ä öeT koi eqp' ä ov bei An-
C 1 (II 233, 36 ff.) Demokr. B 5, 1. 3 tiph. B 44 (LL. XXXIII, 14) €T|ai ^Tr\
(n. XII, 7. XIV, 18). \ÖTOv Gorg. B 11* (II 256, 15).
eripiui&n«; ß>o<; Demokr. B 5, 1 (11. iepä KaXct Orpn. B 23 (IL XXIV, 18, 9)
XII, 4). 5 — TeXexcK; ^v toi<; i€pot<; emreXeiv Py-
Qvr]a€{bta Kpea Pythagor. B (I. XLV, thagor, B (I. XLV, 12) iepä TtaTpÜJta
10). coni. T(iq)Oi u. a. Gorg. B IIa (11 259,
evTiTÖt; opp. ee6(; Gorg. B 11 (II 250, 20).
14) riiöeiv evriTÖv Tewt^oac; Anaxag, Ikovoc; opp. 6uvaT6<; (Protag.) C 1 (II
A 33 (I 382. 29) vgl. A 1 (I 376. 32) 10 233, 7) oux ikövöv ra. Inf. Antiph.
evtiTct opp. äQ&vara Pythagor. ß (I. B 44 (II. XXXIV 6, 8).
XLin, 4. XLIV, 13) TTÄvTUJv kotc- iK|aa<;. Zu Sp. 296, 42 f. zuf.: vgl. C 3^
yniq)ioaTO tujv 0v. (i*) fpvGic,) Gorg. B (I. XLVIII, 22) cmb xwv oapKtöv koi
11» (II 255, 16) evrixä y^vti opp. Oeof xoö aiimaxo^ Hippokr. 51 C 3=^ (I 432,
(Protag.) C 1 (II 232, 28). 15 12).
öoAepö«;. x6 9. coni. iXuOööec; opp. iXuü)6€<; (xö) coni. GoXepöv opp. iru-
, irupüiöeq V. diip Demokr. B 5. 1 (IL pu)6€(; v. örip Demokr. B 5, 1 (IL XI,
XI, 15, 8)! 15, 7).
BpnveTv f[ \iq (9€o0<;) Xenophan. A 13 ioöGcov KaXXo^ Gorg. B 11 (II 250,
(I 44, 4 ff.). 20 17).
ep{S. Entstehg. Pythagor. B (I. XLIII, iooiioipelv Pythagor. B (L XLIII, 1).
22) Anaxag. A 45 (I 386, 35) xpix6<; Vgl. ioojuoipo?.
= (puXXa nxepä, XeTr{66<; Emped. B la6}xoipa qpuJ? koi okoxo^ u. a. Pytha-
82, 1 (I 252, 15) Tierkleid (Protag.) gor. B (I. XLII, 23, 11) Ima Emped.
G 1 (II 233, 7). 25 A 72 (I 213. 9).
6u€iv n Mn Xenoph. A 13 (I 44, loöppoTta (äxo|Lia) Leuk. A 1 (II 1.
3 ff). 17).
eu|Li6(;. Zu Sp. 292, 26 zuf.: vgl. I. iaoc,. oük iat] upÖKXriOK; . . . Xenoph.
XXVin, 33 f. — Drittel d. i^^xA A 14 (I 44, 13 vgL XXU, 8 ff.) iax)
Pythagor. B (I. XLIV, 8ff.). 30 dfnapxCa koi änaQia Gorg. B 11 (II
250, 3) iaw<; Gorg. B 11* (II 258, 16)
q)»l(J€K icnuc; *iaov elvai . . . ebd. 260,
lajLißi'Zeiv. tJjc, KciXüji; olöe TTXdxujv 16 ff.
Gorg. A 16» (II 239, 25). ia6rr\<; evapfjovioi; (qpiXi'a) Pythagor. B
Ta^ßo? Dämon B 9 (I. XXXVLI, 4). 35 (L XLV, 6).
*ld^ Dämon B 5 (I. XXXVI, 15). ioxavai. oxnaac; dKÖvxiov Akusil. B
taxpiKn xexvn (Protag.) C 1 {11 234, 6). 40» (IL XXVII, 36).
I5^a. Vgl. €t6oq Index -Nachtrag — laroplac, n6tQr]aic, Eurip. 46 A 30 (I
Äxo|Lioi Ibiai Demokr. A 57 (II 26, 382, 8).
89 f. 36 vgl. Nachtr. IL Vin, 27) 40 Idxüeiv der Seele Pythagor. B (L
B 167 (IL XVn, 14). XLIV, 16).
f6tov opp. dXXöxpiov Hippokr. 12 C 2 iayivpdq: &oQe.v/[c, Xenoph. A 44(1
(I 112, 12 f.) (itderma) Gorg. B 11 (II 44, 14) laxupä öuvi^eem (?) Gorg. B
262, 4) dXK»! opp. em'KXTixo^ ooqpfa 11 (II 254, 4).
ebd. 250, 21 'öiiuxepov Antiph. B 44 46 ia^vq. ia^vv exüjv |Li€Y(<Jxnv v. Kaineus
(IL XXXIV 6, 22). Akusil. B 40» (II. XXVH, 26) la.
16 o^. Zu Sp. 295, 13 f.: auch Emped. äveu xdxouc; (Protag.) C 1 (II 232,
B 73, 2 ist ei'öea überliefert; vgl. 33).
Nachtr. L XXXn, 21. ix«j[»p Pythagor. B (I. XLin, 21).
LV KaGapnoi LVI
KoGapiuoi Pythagor. B (I. XLIV, 27. 10 ff.) tobe, kükovc, ovxac, eii; auToü?
XLV, 8). eu noieiv Antiph. B 44 (II. XXXIV
KoGapö <; al9)*ip Pythagor. B (I. XLIII, 5, 6) KCtKiöroq äviip opp. KpariöTOi;
5) \\ivxai opP- oKciGapTOi ebd. XLIV, Gorg. B 11^ (II 256, 4) Tf)v ^€yiaTr]v
21 äXriöcia coni. (pavepd Gorg. B ll''^ 5 KaKÖTVjTa kcikiötoc; ebd. 258, 8.
(II 263, 16) ß(o(; KoGapö^ aWa^ coni. KOKOTexviai coni. q)96vuji, TravoupT»«»
dva|aapTTiT0<; ebd. 262, 4. Gorg. B IIa (II 256, 2).
KaBiöTcivai. töv ßi'ov ettoveiöiarov . . . KaK6TTi<; Gorg. B 11 ^^^ (II 263, 21) änö
KaraOTiiöei Gorg. B 11 * (II 261, 10) KOKOTriTO^ opp. ott' dp€Tf\<; (al riimaO
eic, edpoot; KaxeOTricTav touc; aKouovxa^ 10 ebd. 259, 1 ahla kokotiitoc; ebd. 262, 4
B 11 (II 253, 17). xfjv ineTi'öTTiv k. K<iKtöT0^ ebd. 258, 8.
K(i0UYPov ouöTriina Leuk. AI (II 1, KoiXXot;. avj\.\.aT\ koOjlio; Gorg. B 11
27). (II 249, 21) t6 iöoGeov CEXevnO ebd.
^Kai fjikawc, »aticli nuri- Gorg. B IIa 250, 17.
(II 258, 27) — Sp. 304, lOf. ist das 15 koXö^. (TraTep€<;>, oIkoi; Antiph. B 44
Demokritzitat zu streichen, vgl. (IL XXXVI 1, 36 fF.) ipuxaf Damon
Nachtr. IL XVII, 20. B 6 (L XXXVI, 19) OMcXflöai toO
Kaiveuq, Kaivri Akusil. B 40"^ (IL koXoö toO 6ia töv vÖ|liov Kpivoinevou
XXVII, 12, 4 ff.). coni. toö ctTaGoO Gorg. B 11 (II 254,
Koivoq (k€vö^ Hdss.) 6 XöfOi; Gorg. B 20 6) tuiv 6|lioi ireirpaTiueviuv KaXarv uito-
11» (II 261, 14). laiMviiKTKeiv B 11 » (II 261, 27) €öTe-
KOipö^ irapuiv Gorg. B ll«' (II 262, pr]|Lievo^ rfjq KaXXiörri^ Ttjufic; ebd. 269,
29) Kttipoö laerpa öei eiftevai »Alte 26 rot ai'öxiöTa KciXXiöTa Hippokr. 12
Philosophen« 32 A 23 (I. XXXVIII, C 1 (I 111, 9).
38). 25 Kavuiv Tit. [Epich.] B 65 (I 117, 4.
Xkoitoi Antiph. B 44 (IL XXXVII 128, 17).
II, 12) Gorg. B IIa' (II 261, 10). Kop&fa. äpxn xf\c, M^uxn? dtirö k. inexpiQ
KOKia^ irpeTTOUöai ßdaei? Dämon B 9 ^fKCtpaXou Pythagor. B (I. XLIV,
(I. XXXVI, 38). lOff.).
KOKoepTOi; Sp. 305, 43 zu streichen, 30 KapiriiLia (qpuxti) Empedokl. (?) B 154c
vgl. I. XXXIII, 30. (I 280, 22).
KOKoXoYCtv. KaKoXoYriöefri opp. cXeri" Kopiroi (6ev&pa»v; Nahrung Demokr.
GeiTi Gorg. B 11 (II 251, 20). B 5, 1-3 (IL XII, 6. 19. XIII, 27
KOKoc;. TreiGoT rivi KaKfii Gorg. B 11 vgl. XIV, 24).
(II 253, 17) epYiuv coni. aiaxp^v B 11^ 35 ^Kaxa raurd Antiph. B 44 (IL XXXVI
(II 262, 19) KaKu»(; iroieTv (syn. ßXd- 2, 21) dvaitveiv Kaxä t6 OTOna, Kard
TTxeiv) Gorg. B 11* (II 259, 12. 18) tck; pTva(; ebd. Z. 31 ff".
Trdöxeiv ebd. 269, 13. 24. 262, 22 KaraßdXXeiv. Zu Sp. 313, 18 zuf.:
Antiph, B 44 (IL XXXIII 5, 22) doch auxot ewuToüq KaraßdXXeiv schon
dKoOeiv Emped. A 20 (I 202, 22) 40 Hippokr. 20 A 6 (I 183, 2). — ööEav
Gorg. B 11 (II 260, 9. 263, 3). KOxaßoXeiv opp. KxiiaaöGai Gorg. B
xö KaKÖv opp. x6 dyaGöv Pythagor. 11* (II 263, 20).
B (I. XLV, 1) eXaxxov, \i^\lov Antiph. xaxdßaoi^ ei^ "Ai6ou Anaxag. A 1 (I
B 44 (IL XXXII 2, 18) aipeioGai 376, 15) vgl. A 34* (I 383, 8).
xaKo irpö dyaGiuv Gorg. B 11* (11 45 KaxaKOTixeiv. KaxaKÖTrxouoiv öpGiov
261, 16) xoiq ooi; KOKot^ opp. xoi^ Kaxd yf^c; Akusil. B 40» (11. XXVII,
k\xo\c, dYaGoi^ ebd. 261, 21 KUKiaxov 42).
opp. Kpdxiaxov ebd. 258, 18 — Kaxoq KaxaXefireiv. KaxaXefitexai m. Inf, An-
opp. dToGÖ? Hippokr. 12 C 1 (I 111, tiph. B 44 (IL XXXV 6, 31).
LVU
Koivoc; LVIII
KaTaXuei(Tf|v öiKriv, 6 TrpoöÖTr|^) Gorg.
B 11* (II 259, 7) KaxaXOaai äöiKfav,
ä^aeiav B 11 (II 255, 9).
KOTaiaavöaveiv. dEiov Kara^aGeiv
Gorg. B 11=^ ill 260, 9). 5
Kara^iapTupeiv. Kate.uapTupriöe m.
Genet. Antiph. B 44 (II. XXXVII
II, 7) 6 KaTa|uapTupoü|U€vo^ ebdf, I,
26.
KaTa\[ir]cpitiiv. KaT€V|/riq)iöaTO xAv 10
övriTUJv (ri <puöic) Gorg. B 11» (II 25Ö,
15) vgl. Anaxag. A 1 (I 376, 31).
Kaxaii/üx^'v pass. v. xwpa Demokr.
B o, 1 (II. XI, lö, 16).
K€vx€iv. 6t€ auxöv K€vxo(r] öiöi^pujt
Akusil. B 40 (U. XXVII, 29).
Kepavvuvai med. v. oxoixeTa Hippokr.,
nicht Emped. 21 A 34 (I. XXX, 31)
vgl. (Piotag.) C 1 (II 232, 30).
Kepboc, >xexi€vai opp. lr]\xiav (pevfeiv
Gorg. B 11^ II 259, 17).
Ke<paXr) eppiZ!uj|Lievri d. öevöpa Demokr.
B 5, 2 (II. XIII, 30) Kopfhaltung d.
Tiere ebd. Z. 36.
Kfjöoc. Kaöapeueiv oittö Ki^öouq Pytba-
gor. B (I. XLV, 9).
KiOap{Z€iv coni. äibeiv Dämon B 4,
10 (I. XXXVI, 9).
KaxditJuxpct xä iTp6<; ctpKxpijui Leuk. 15 Ki'iußiH vgl. Nachtr. I. XXII, 42.
A 1 (II 2, 7) vgl. Kaxai^üxciv.
KOxriTopeiv Antiph, B 44 (II. XXXV
7, 7 ff.) öfters bei Gorg. Palam., z. B.
II 256, 10. 261, 6 passiv. 261, 24ff.
262, 29.
KaxnTopnMö Gorg. B U» (II 260, 16).
KoxriYopfa Antiph. B 44 (II. XXIXV
7, 9; Gorg. B 11* (II 255, 13 ff. u. oft).
KaxrJYOpoc; Gorg. B ll'^ (II 255, 21
u. ö.).
Koxonvuvai med. Antiph. B 44 (II.
XXXIV 5, 9 ff.).
KaxoTTxpiZeiv, KcixoTrxpov Emped.
B 109^ (I. XXXII, 34 ff.).
KOLTW. dvuj Kdxiu schou Orph. B 23
(II. XXIV 18, 26). — Atombewegung
Leuk. A 24 (II 7, 14 vgl. 26) u. ö. —
Zu Sp. 316, 40 zuf. : Mehr unter ävu).
Kaöjja im Kalender Demokr. B 14, 8
KivftuveOeiv Kivöiivout; Gorg. B 11»
(II 268, 7).
Klvbvyoc, TToxepov . . . rj Gorg. B 11=*
(II 255, 16) )ueTa<; ebd. 263, 19 kIv-
20 öuvov 96UYeiv coni. q)6ßov, xcövov
ebd. 269, 16 xoO |ne\Xovxo<; Kivöüvou
opp. owioc, B 11 (II 254, 8) trepi kiv-
öuvujv xOüv jU€YiöTU)v B ll'' (II 259, 8)
Kiv&uvou<; Kivftuveöeiv ebd. 258, 7.
25 Kiveiv. Kivoufievrig Tf\<; ijjuxn? 'ffyioQai
xd(; wib&c, Dämon B 6 (I. XXXVI,
18) ou6a|Liou KivoOvxai ixovaiKf\q xpo-
troi dveu ttoXixiküjv vojliujv B 10 (I.
XXXVII, 10).
30 Ki'vriöK ev -irupi Hippokr. 12 C 1 (I
108, 13) (iTrpov6nxo(; koi xuxa(a d.
Atome Leuk. A 24 (II 7, 8 ff.) d. Luft,
Gestirne Demokr. B 5, 1. 2 (11. XT,
15, 4 ff Xin, 5).
(U 65, 10) Kau)iaxa ämjveiv v. xp{x6(; 35 KXrjööve^ Entstehg. Pythagor. B (l
u. ftepuaxa (Protag.) C 1 (II 233, 8).
KeTö6ai. TroXe|Li(uj(; xfji q)Uö€i KeTxai
Antiph. B 44 (U. XXXII 2, 30) xd
uTiö xOuv vonujv Ke(|ieva eb. XXXIII
4, 4. 40
KeXeuoiiia var. lect. v. ßouXeujia Gorg.
B 11 {II 251, 4).
Kevöv coni. eTreKxaoiq v. Demokr. A
46^ (II 24, 30) opp. dxoMa A 80 (II
31, 19) 93* (II 33, 16 ff.) geleugnet 45
V. Empedokl. Auaxag. 55 A 46» (II
24, 29).
Kf.vxaupoi Akusil. 3 40* (U. XXVH,
34. 41).
XLIV, 28).
kXiii€iv opp. ävoifeiv Gorg. B 11* (II
257, 27).
KXI|LiaE. uirep X6ixeu)v (5id) KXfnoKOc;
Gorg. B 11* (II 257, 28).
KoiXafveiv v. uöujp Leuk. A 24 (II 7,
27) vgl. KoiXo(;.
K0U05. ■xi\ Demokr. B 5, 2 (U. XIII,
8) xd Ko!Xa xOJv bevbpurv ebd. XIV,
23 — TTÖpoi = KotXa Emped. A 87 (I
221, 17).
K0iv6(;. xö öoEdöm KOivov duaöi Gorg,
B 11* (II 260, 27) Koivf) ebd. 268, 5
vgl. Anm.
Dlels, Fragin. d. Voraokr. III. 4. Aufl. Nachträge.
LDC K6XTro<; LX
xöXiTo^ d. iiii^Tpa (Demokr.) A 151 (II. bouXeöovxec; ebd. 268, 21 t6 Kpeiöaov
X, 16). opp. t6 f\aaov B 11 (II 251. 8 ff.)
KOfiT^rri? Erscheinung Anaxag. A 11 KpariöTOi; dviip opp. k^kiotoc; B 11»
(I 378, 38. XL VI, 12) 12 (I 379, 12) (II 256, 3) Kpan'öTouq koi raxföTOuc
83 (I 393, 19) Erklärg. Hippokr. v. 5 di^jkXovc, ebd. 262, 16 t6 Kp. opp.
Ch. 30, 6 (I. XXXVII, 13). t6 k(5kiötov ebd. 258, 18.
KOjLii&t^ (Xprundxiov) Gorg. B 11* (II Kpiveiv coni. 6iKoZeiv, biairäv Antiph.
257, 7). B 44 (II. XXXVII II, 27) oxav avSpa
KOjifZciv (xpilMCtra) Gorg. B 11* (II ircpi Gavdxou xpivujcnv Gorg. B ll'i
257, 8 f.). 10 (II 263, 14 vgl. 260, 26) xoO KaXoö
KO0|J€Tv (xct Zma) (Protag.) C 1 (11 bia xöv v6)liov Kpivojuevou opp. yivo-
232, 31 ff.) ßioq KeKoöimmevo? opp. juevou B 11 (II 2.54, 6j.
cxKOOMOt; Gorg. B 11" (ü. 262, 12\ Kpiöc; Orph. B 23 (II. XXIV, 18, 10).
KoOjuoYOvia V. 2. Teil des Parmenid, KpföK; (irepf . . .) Gorg. B 11» (II 265,
Gedichtes 18 B 13 (I 162, 9}. 15 18 und oft im folg.).
Kooiioiroiö^ voOt; Anaxag. auch A 45 Kpixii<; v. xpovoc, Gorg. B 11* (II 263,
(I 387, 3). 9) 0) avbpeq Kpixai ebd. 261, 23.
KÖono«; opp. dKO(J|Liia Gorg. B 11 (II Kpoücoöai Atom. 54 A 6 (II 3, 7) vgl,
249, 22) Koo^ov XQ^'«>0 »«c" cfibr\pov irpoOKpoueiv u. ii.
(6'rrX{Z:€iv) ebd. 254, 1 — -rröXecuv k6- 20 xpÜTrxeiv. eKpui|ia m. dopp. Akkus.
OMoi (Aibi6?, A(kti) (Protag.) C 1 (II Gorg. B ll-^ (II 257, 14 vgl. 18) pi&p-
234, 4). xuq xiJüv Kpuirre<j9ai öeojaevuuv ebd.
Doxographisches: Entstehg. Py- 256, 26 — KpuirreöBai v. Pleiaden
thagor. B (I. XI^TI, 9) Demokr. B 5, Demokr. B 14, 3 (II 63, 34).
1—3 (II. XI, 15, 3ff. Xin, 4ff. XIV, 25 Kpu<TxaXXoei6ii(;. oupavö? Emped. A
3 ff.). — Koofioq ei<; Thal. (?) A 13'> 51 (I 209, 4 vgl. jetzt 5. 7).
(I 10, 28) 6|Lio{u)(; exeiv vOv Km irpo- KxöoBai xtuci? Gorg. B 11» (II 258,
x€pov Emped. A 42 (I 207, 20) xfiv 23) irföxiv oük äv Kxiioaixo (ö diroßa-
Trepi xöv oXov xöcfiaov xctEiv Oeiupeiv Xidv) ebd. 260, 4 SöSav KX)^(ja(j9ai
Anaxag. A 30 (I 382, 7) x6 köojuou 30 opp. KaxaßaXeTv ebd. 263, 20 xpninctxa
piiaov Anaximandr. 26 (I 20, 21) KeKxrmai ebd. 268, 20.
k6(J)lxo(; d-pipuji; Eurip. 46 A 30 (I 382, Kxefveiv xöv jif) öuv<iji6vov AlöoO«;
10) — äiretpoi köoihoi Anaxarcb. (De- |J6xexeiv Platon 74 C 1 (II 234, 10).
mokr.) All (II. XXII, 31) — Index Kxf^vo?. Träume u. ä. Pythagor. B
Sp. 332, 8 1. Strato 55 A 80. 35 (I. XLIV, 26).
Kou(p6xr)(; v. dfjp m}pwbr]c, (Demokr.) KTf\atc,. äyaQütv Gorg. B 11» (II 269,
B 6. 1 (n. XI, 15, 6). 13 doch vgl. Anm.).
Kpöotg d. Zuna Demokr. B 5, 2 (II. ku(5|liwv direxeoSai auch Pythagor. B
XIII, 29ff.). (I. XLV, 11) C 6 (I 360, 20).
Kpaxelv. Kpaxeixc xoO öXou, bfKric;, 40 kukXciv pass. v. Atomen Leuk. A 1
ß{a? u. a. Gorg. B 11» (II 255, 18 (II 1, 16); öfter?
vgl. 20. 21) 6 xuiv TToXeiuCuiv KpaxOüv kukXo<; e(XiE?> oder ^(irxa^iTiKiic;?) Er-
syn. Kpeööujv Demokr. B 214 (?) (II findg. durch »Euphorbos« nach Kal-
104, 12 vgl. XVII, 27). lim. 1 A 3^1 7, 2).
Kpea Orph. B 23 (II. XXIV, 18, 14 45 Kuocpopeiv pass. Demokr. B ö, 1 (II.
vgl. Anm.) 6vri(J€{6ia Pythagor. B (I. XI, 16, 20).
XLV, 10). KuirdpicTOoc; Orph. B 17» {II 176, 4).
Kpefxxove? m. Genet. (6jiil)v) Gorg. Kupio^. )iy€m6v€(; m. Genet. Gorg. B
B 11=^ (II 257, 25) (r^6ov(I»v) opp. 11^ (II 257, 28).
i
,XI X6fo<; LXII
Kuiuv Fruchtbarkeit (Demokr.) A 161 XXXIV ö, 14) — cltrcTv 262, 1 flf.
ill. X, 14. 18). knicpQova nev dXrjGec; 6e irpö? . . . 261,
KiuWJetv akt. u. pass. Gorg. B 11 (II 23 emo|i€v, riKOuöafxev 257, 17 xi
251, 8. 9). €iTriu 266, 6 einoi xt? av 258, IS X6tov
5 elTTOiv 263, 1.
AaTiw? Fruchtbarkeit (Demokr.) A 151 X€?o? v. Atomen Leuk. A 21 (II 7, 11)
(II. X, 18). Demokr. A 1 (II 13, 24).
Aa\€lv. 'iv* u^€^ \a\f)T€* Herakl. AI XcEk;. rbu; X. 6iap9poOv, ouvTarreiv
(I 70, 2\ Demokr. B 6, 1 (IL XII, 10, 14).
Aaußdveiv opp. Öi66vai Hippokr. 12 10 XeirToiitepii?. Sp. 348, 18 einf. : Xcitto-
C 1 (1 103, 1 ff.) (xpriinata) Grorg. B 11 ' [xepkaxepov aüi^a oiov dnp Emped.
n 257, 5 ff.) Tf]v 'EXevriv Xaßaiv B 11 A 87 (I 221, 11). XeirTOMepeöTdxn
(II 250, 24) KdXXog XaßoOöa . . . ou (f)\6l A 57 (I. XXXI, 2).
XaBoOöa ebd. Z. 17 ähnliches Spiel Xeirrö^ vtxr\v Leuk. A 1 (II 1, 22) dnp
B 11* (ir 2i7, 18,. tr) Hippokr. 51 C 1 (I J431, 19) dtip,
Xav0dv€iv. ouK loTi Xa9€iv Gorg. B (ppovTic, Aristoph. ebd. 430, 20.
11» II 257, 11; eXaBov Xaßuuv ebd. Xetrupov : {bi6v = oupav6? : xö ndv
Z. 18 oO XaeoOöa opp. XaßoOöa B 11 Orph. B 12 (U 172, 4 ff.).
{11250, 18; — m. Akk.XdeniAntiph. Xcukov Entstehg. Emped. A 69* (I
B 44 (IL XXXII 2, 5. 16) fifj XaGuiv 20 211, 43).
ebd. Z. 10. X€UX€i|itoveiv Pythagor. B (L XLV, 7).
AaiTjBeuiv ßaoiXeuc; Akusil. B 40^ (11. Xi%oc,. ditö X. Ka9apeueiv Pythagor. B
XXVIL 33). (L XLV, 9).
Xdxoiva Nahrung d. ersten Menschen Xewv. jirixpa (Demokr.) A 161 (IL X, 19).
Demokr. B 5, 3 flL XIV, 18). 25X{0o<;. kl oupavoO Anaxag. A 6 (I.
XeT^ »V opp. qppoveiv Hippokr. 12 G 1 XL VI, 8) öuvd|aei(; Emped. A 89 (L
([ 111, 16) opp. iroi€iv ebd. Z. 18 XXXI, 29).
(KOKÖv) opp. öpdv Antiph. B 44 (IL XifuvdZeiv Demokr. B 6, 1 (IL XI 16,
XXXVII II, 10) eiKoxujq, OUK öXriGf^ 15).
Epicharm. 11 A 15(144,16 vgl. Anm.) 30 Xixa{ coni. oTkxoi Gorg. B lli» (II 263,
h &€i KOI a ou 6€i Antiph. B 44 (IL 2. 6).
XXXIII 3, 7) öp9I)(; x6 öeov Gorg. Xot«k6<;. Zu 3p. 352, 27 vgl. Nachtr.
fl 11 (H 250, 4) dXTi9f\ B 11» (II 256, 1. XXII, 33.
13. 268, 24). Das Verb überhaupt \oj\aix6(;, opp. ox^ic, Hippokr. 51 C 2
oft in Helen, u. Palamed., Beispiele : 35 (I 431, 13) XoTla^öv bov<; xoii Xö^wi
A€T€K ibc, (gyn. qpiiK; ra. a. c. i.) 261, 6 Gorg. B 11 (It 260, 8).
Xöxov Xeyujv ebd. Z. 11 Xexuiv opp. X6yo<;. Sp. 354, 40 zuf.: vgl. den Xöyoc;
dKOuiuv 256, 24 Xerexu» 257, 23 xfi<; d. Pythagor. 19 (I 34, 33) d. Gorg.
XeTOMevii<; T€TOvevai änapziac, 253, 22 B 11 (II 250, 12). — Sp. 364, 44: vgl.
\ero\iivov opp. tevo^evou 250, 14 40 Prodik. B 1 (II 270, 22 Anm.}, —
xa XcTÖiieva opp, irapaXemöneva 254, Sp. 357, .30ff. zu korrigieren nach
13 (mBeoBai) xor<; Xetoitievoi^ opp. Nachtr. IL VII, 13.
iTOiounevoK; 253, 1 (pQovf\aai xolc; öp9u»i je Xotuji Antiph. B 44 (IL
AcTOMevoK 261, 27 xct X€x9£vxa 264, 4 XXXIII 4, 10). In Bedeutung Wort,
— €ipriK6v h eiprjKev 262, 6 ei'pnxai 45 Red^ oft bei Gorg, Helene u. Palam.,
264, 1 6ia xOuv eipTmeviuv X6tu)v 261, 3 Beispiele: i^ dpxn Xöxo«; dv eirj 266,
xä 6iä naxpAv eipriiLieva 264, 2 (dno) 17 vgl, d. Folg. Xd^uji dXi^9eia k6(T^0(;
xü»v elptmevujv 257, 19. 263, 16 xou- 249, 23 coni. vel opp. cpTov 250, 1.
xujv xAv elptmevujv Antiph. B 44 (IL 261, 24ff. 263, 7, 15 auch v6^io<;
3*
LXm Xoiöopia LXIV
2Ö1, 17 öbe 6 \6foc, 2ö0, 11 tov lactXa. näXXov opp. tjttuj Antiph. B 44
Xpövov Toii XÖTOii utrepßäi; ^m ttjv (IL XXXIV 5, 19) exi inäXXov Gorg.
dpxnv ToO )i€XXovTO(; Xö^ou upoßti- ß ll^^ (II 263, 12) laäXXov aipelaeai
aoixai 250. 26 f. Tipcx; aXXov jueraöTu» irpo (?) ebd. 261, 16 vgl. Anm. |j. rj
X. 252, 5 em toOtov tov X. cTmi 256, 5 ebd. 263, 7 Antiph. B 44 (II. XXXIU
15 vgl. 255, 8. 9. 10 X. Texoproq 253, 4, 12 ff.) jnaXiara avucpepöyxwc, ebd.
20 ipeuöri^ 252, 11 Kaiv6<; opp. dXTi0nq XXXII, 18 nöXiöxa irdvTiuv Gorg.
261, 14 TOV aÜTOv Xö^ov Xeyujv irpöc; B 11^ (II 258, 6) fji. xpti|uaTU)v Akusil.
... 261, 11 Kraft des Xoto^ 251, B 40^ (II. XXVII, 80 vgl. Anm.).
22 ff. : XÖYOc 6 ndaac, 251, 22 öuvd- lO inaXaKd opp. arepeA b. Embryobildg.
öT»i<; M^T««; ebd. Z. 24 X. öuvotoi Hippokr. 12 C 1 (I 107, 24).
262,7 XÖTUJi (X6toi5) ireiaGetöa 255, 6. juavBdveiv. 6|aoXoYU)v xa Tiop' i'j^ürv
261, 5 — XoTiöMÖv öoü^ tOüi X6-fuJi (uaBeiv Thal. A 19 (I. XIX, 26) äv ti
250, 8 hia Tf)v CKuXriSiv (iuopeiv dv^TKri Trapct tvI^ dXiiGeiac; . . . ladöiju Gorg.
TU)i X. 256, 7 ai IvBeoi 6ict X6f[i)v 15 B 11^ (II 266, 8) ^aeelv ti oti . .
^mui&a{ 252, 6 — Xöfoi; laeTpov exuiv »dafür daß* B 11 (II 253, 6).
= 7T0ir|öt(; 262, 1 vgl. 4. jaavfa opp. ooqpfa Erklärg. Govg. B 11»
X6to^ d. Zujia Demokr. B 5, 1 (IL (II261, 4ff.) öuöiotToi^ juavim^ Trepilire-
XII, 27) d. Menschen ebd. Xm, 41. öov coni. vööok B 11 [U 254, 11) luia-
l\ei X6yov Trpöq . . . Gorg. B 11» 20 vi'aq -npinovaai ßdöei^ Dämon B 9 (I.
(n 264, 8) XÖTOV UTtexw coni. €i)0uva^ XXXVI, 38) vgl. A 8 (I. XXXV, 28).
ebd. 261,25 — Xö^oi dpfiov(aq, Zwfic,, luavoq. Sp. 366, 26 zuf.: tö Kevöv Ka\
i|;uxfl^ Pythagor. B (I. XLIII, 25 f. |uav6v = nf] öv Leuk. Demokr. 64 A 6
vgL Anm. XLIV, 1. 14 ff.). (II 2, 29).
Xoiöopiav oCiK exouaav eXeyxov ö Xö- 25 MavTcOeiv. -öaoöai tö laeXXov Govg
To^ bvvaxai Gorg. B 11^ (II 262, 6). B 11 (II 252, 15).
Xotn6^. TÖ X. mit a. c. i. Gorg. B ll^ luavTiKii Pythagor. B (I. XLIV, 27).
(11 260, 26) TÖ X. eOTiv, ei ebd. 259, juapTupeiv und -eiaQai Antiph. B 44
14 Xomov adv. ebd. 263, 1. (H. XXXVI I, 8 ff.) Gorg. B 11*
XouTpöv. ayveia 6id X. Pythagor. B 30 (II 260, 14 ff.).
(I. XLV, 8). ^apTV<;. nera fiopTupiuv, jiovouinevoc;
AubiOTi ^Trav€i|uevr| Dämon B 5 (I. juapTÜptuv Antiph. B 44 (IL XXXII,
XXXVI, 14). 1, 17. 21) oft bei Gorg. Palam. : II
Xuneiv opp. noöeiv Gorg. B 11 (11 264, 256, 26. 267, 9 (indpTupi juapTupe^)
17) Ttt XuTToövTa opp. Tct iQÖovTO Au- 35 258, 24 f. (opp.\(;€u6ö)napTU(;) 260, 16ff.
tiph. B 44 (IL XXXIIII 4, 16). naxaioc^. fjiaxaioic, tiÖvoi^ Trepieireoov
Xtiitri opp. xeptjJK; Hippokr. 12 C 1 Gorg. B 11 (II 254, 10).
(I 110, 13) dnafiuxoi X\)m\(; (^triui&ai) (uOTriv dKouei kukux; Gorg. B 11 (II
opp. CTraTUTfoi i'iöovnq 262, 6 X{)m\v 255, 3).
dqpeXelv (Xöfoq öiivoTOi) coni. xapby m fi^xaipa Sp. 368, 14 Emped.zitat zu
€vepTdaaa0ai ebd. 251, 26. streichen, vgl. I. XXXIII, 30.
ludxti- ^v |u<ixon; ö.py6<;, opp. ßouXa(
MdOniiAa. ^tkukXw Gorg. (?) B 29 (II Gorg. B 11» (II 262, 27).
266,24). ILteToXoTTp^Treia. dirö ji. coni. itXouTou
\iaQr\ai(; CKdoTou Demokr. B 5, 1 (IL 45 Tifudq KTäö0ai Gorg. B 11» (II 268,
XII, 27) Hippokr. 55 B 33 (IL XV, 46). 28).
}xaKp6c,. biet nüKpüsv Gorg. B 11» (11 nefuc;. Sp. 368, 47 ist Kritias ausge-
264, 2) HJiKiöTOv opp. eXdxiöTov Hip- fallen. — n. öuvdoTri^ Gorg. B 11
pokr. 12 C 1 (I 110, 24). (II 261, 24) €Ü€pT^Tri<; ebd. 262, 9
Kivöuvoc; B 11'^ ill 263, 19; AictKOönoi;
V. Leuk. B 1 (II. VII, 30. 3. 9) v6|liou<;
Antiph. B44 (jetzt IL XXXII 1, 19;
eCiXaßeiac; Gorg. B 11» (II 263, 11
vgl. Anm.) uTroupY>l|uaTuuv opp. 6A.{yo(; a
ebd. 257, 6 troWa Kai |ueY(i\a ebd.
261, 19 6Tt\ fx^fdXoiq luexct cppovoüv-
Tiüv B 11 (250, 19 f.) ^xeyaka Tipbq
yiKpd u. umgek. Hippokr. 12 C 1 (l
107, 35 vgl Index Sp. 371, 6f. und:) 10
jLietov opp. fielov Hippokr. 12 C 1
(I 105, 18 ff. 107, 9. 109, 23) ^eilov
opp. aaxTov Antiph. B 44 (II. XXXII
2, 20) — jieT'öToi k(v6uvoi Gorg. Bll^i
(n 258, 7. 259, 9l v. kokottic ebd. 15
V. TTorpic; 259, 20 v. ajuapriai 261, 16
V. iaxvq Akusil. B 40» (II. XXVII,
26) MeTtöTOv coni. irpuJTov. öeurepov
Gorg. B IIa (11 262, 2; |li. ei<; ebd.
Z. 13 äiravTa nifiaja ebd. 258, 11 20
vgl. 259, 26 — fiCTiOTOv: xfjv H^ux^v
ireiöai . . . Pythagor. B fl. XLIV, 28).
|ueYt9o<;- )Li€Te0n uXoutou Gorg. B 11
(II 250, 20) Größe d. Atome auch
Leuk. A 24 (II 7, 9 ff.). 25
jueöiöxavai. |Li€TeöTn<Je conL eöeXHe,
etreiöe Gorg. B 11 (II 252, 8) jaeraöTü)
Tipbc, aXXov XÖYOv ebd. Z. 6.
IweiTMa (TToixetoiv Emped. A 43 (I 207
24).
lueiYvuvai, nia^eiv. iniöYetai v. Be-
gattung Akusil. B 40i (IL XXVII,
20) fxeiYvuvai v. irOp u. ^r\ bei der
Mensqhbildg. (Protag.) C 1 (II 232,
29) V. oupavög u. Yr| Demokr. B 5, 1 3ü
(U. XI, 15, 2).
^tciujv. fieiov opp. ^ilov Hippokr. 12
C 1 (I 105, 18 ff. 107, 9 vgl. 109, 23)
opp. TtXeov ebd. 106, 2 ff. 109, 21 ff.
Hefujöic; opp. avtr\aic, {^>vxr\c,] Hippokr. 40
12 C 1 (1 106, 11) ev TTupf ebd. 108,13.
fieXavoüpujv aTci\eaQai Pythagor. B
I. XLV, 10).
|Li^Xa(;. Entstehg. d. Farbe Emped. A
6*' (I 211, 43). 45
jLieXeiv. ouöev )ioi iiieXei u|uü»v (Herakl.)
C 6 (I 113, 17).
niXiooai Entstehg. Demokr. B 27»
(IL XV, 20).
30
)ueT6U)poXoT(a LXVI
lueXXeiv. ineXXei m. Inf. Fut. Emped. (?)
B 164c (I 280, 22) ImcXXcv m. Inf.
Praes. Gorg. B IIa (II 257, 1) 6 piiX-
Xujv XoTO^ B 11 'II 251, 1) kiv6uvo(;
opp. üjv ebd. 264, 4 äv9pu;TT0i opp.
vöv övT€(; B IIa (II 262, 11) tö mIXXov
opp^ TÖ Trapöv, TÖ TTapoix<5|i6vov ebd.
252, 16 Tct iJeXXovra opp. tö rrapövra
ebd. Z. 13 vgl. Hippokr. 12 C 1 (I
108, 28. 33) upö Tiliv }a€XX6vTujv epyuiv
Gorg. B IIa (H 256, 17).
|Li€)iiq)€(jeaim. Akk. opp. euaiveiv Gorg.
B 11 (II 250. 4 vgL 6. 9) ^iepmriov
opp. vomöTeov ebd. 256, 1.
ILieveiv €v Gorg. B IIa (n 259, 26).
!Liepo<;. Kaxä ^i. opp. KaTct ouXoncXirjv
Hippokr. 12 C 2 (I 112, 8) opp. ÖXov
ebd. Z. 14 jjepea luepeuiv opp. 6Xa
C 1 (I 105, 23 vgl. 109, 12 ff.).
ixiaoc;. fxeaviic, q)pövi)io<; Gorg. B IIa
(II 268, 27).
}i€a6Tr\<; opp. öpxn, TcXeuTi^ Entstehg.
Okkelos 8 (I 339, 30) Proportionen
43, 3 (I 343, 17 ff.).
^lucTÜ |LiapTÜpu)v Antiph. B 44 (IL
XXXII 1, 17) Tfi^ dXneefa^ Gorg.
B IIa (II 263, 18).
jLieTaßdXXeiv v. Seelen Wanderung Py-
thag. 8a (L XXI, 1) V. Elementen
Pythagor. B (I. XLU, 23, 8).
ILieT'aßoXn d- «HP auch Hippokr. 61 C
3a (I 432, 15) Demokr. B 6, 1 (IL XI,
16, 16) vgl. auch C 7 (II 138, 35).
ILieTOKÖaiLiiov Epik. 54 A 24 (II 8,
Iff.).
ILteTavoelv. fxexavoriaaai äviaxa opp.
TTpovonöaoi Gorg. B IIa (H 263, 12).
|i€T<ip<Jio^. Vgl. hierzu Capelle Philo-
log. 71, 449 ff. GöU. yd. Änx. 1911,
662 f. — pLer6ipaio<; i\iZa Eurip. Orph.
A 7 (II 166, 9) TO |ueT<ipöia v. Demokr.
A 18 (II 16, 28).
|Li€Tex€iv dist. iöeiv, trueeaeai Gorg.
B IIa (H 260, 11 f.).
M€Teu)poXlöx>l<; V, Anaxag. A 18 (I
380, 17).
jLieTCUjpoXoYfa Piaton v. Anaxag. 46
A 16 (II 379, 26 ff.). — Vgl. jetzt
I. XLVin, 7.
LXVII ^eTeu»poXÖTO<; LXVin
|Li6Teujp oXofOi Eurip. 46 A 20* (I. jni)nv»iöKeiv. ^vriaOfjvai tö irapoixö-
XLVI, 30). inevov opp. aKe^iaaBai, jaavreuaaöeai
|U€Teiupo^. Vgl. zu ^6TdpölO(; u. Herrn. Gorg. B 11 (II 252, 14) ineiuvfjaeai to
48, 320flf. — Tfl Anaximandr. 26 (I Xexeevra ebd. 264, 4.
20,21) iLieTeiwpoi Tonoi Demokr. B 5, 1 5 ju^^i? tOjv Cjuivpüxiuv Demokr. B 5, 1
(IL XI, 16, 23) MereiupoTaToi ebd. (II. XII, 1).
Z. o TÖ iLiereuDpa npäf^xaTa Aristoph. MiSoXu6iöt{ Dämon B ö (I. XXXVI,
51 C 1 (I 430, 18) Tä Mereiupa Eupol. 16).
74 A 11 (11 223, 9) Demokr. A 75 jniöeiv. }xiof\oai opp. oiKtTpai Gorg.
(n 30, 15 vgl. VIII, 44). 10 B 11 (II 251, 21) maü-vm Antiph.
ILiexievai (K€pöog opp. qpeuTciv Gorg. B 44 (II. XXXVII I, 87).
B 11 (11 259, 17). M i ö e 6 c; abgelehnt v. Thal. A 19 (I. XIX,
ILieTOTTtJupivri iotijLiepia Demokr. B 14, 2 25) yuaQbv tiic, Tipoboa{a(; dvxi&iöovTeq
(H 63, 13). Gorg. B IIa (H 258, 16).
MCTpio^. xpil^axa Gorg. B 11* (11 15 m'öo^. xdti luioci Anthiph. B 44 (IL
268, 20). XXXVII II, 3).
nexpov. irofriöi^ = XÖTOc; exiuv jiiexpov iuviiiliti öunqpopOüv Gorg. B 11(11 260. 8)
Gorg. B 11 (II 252, 1) jiiexpa coni. xtLv napoixoineviuv ebd. 252, 12 yP^^-
öxaGMct Erfindg. Gorg. B ll* (II 262, luaxa |uv»lM»l<; öpfavov B 11* JI ä62,
14) KuipoO fiexpa bei eiöevai >Alte 20 14).
Philosophen« 32 A 23 (I. XXXVIII, juvrijiioveueiv xä 7tapolx6^eva {fpatx-
38). luaxiKTiq öüvamq) Hippokr. 12 C 1
|nf\KO(; opp. ßpaxuxrjc; metrisch Dämon (I 111, 2).
B 9 (I. XXXVII, 4). Mvniuoöuvri«; öApov Orph. B 19* [U
^\nf[v bei Gorg. Hei. u. Palam. Öfter, 25 177, 3;.
Beispiele: dX\ä luriv 11254, 14. 260, juoipa^ [Qeiaq laexeöxe. dvGpiuTroO (Pro-
27. KOI Mrjv ou6e 258, 26. ou |Linv tag.) C 1 (II 233, 30). Sp. 393, 17 ist
ouöe 259, 29. ausgefallen Anaxag. A 12.
jLitixTjp. Mrixpo^ opp. Traxpoq Gorg. Helen. luovd^ dpxn Pythagor. B (I. XLII, 3f.).
B 11 (II 250, 13). 30 Movoc; movuui (Xereiv) Gorg. B 11* (II
juiixpa Entstehg. d. Embryo Pythagor. 256, 24) ou luovov dXXd koi Antiph.
B (I. XLIII, 21) Mi^xpai der Tiere B 44 (II. XXXVII n, 2) oO n. oO,
und Menschen Demokr. A 151 (II. dXXd Ka{ Gorg. B 11* ill 260, 20).
X, 16 ff.). luovoöv. |Liovou)ievo(; m. Genet..separat.
Hnxaväoeai öüva)uiv (Protag.) C 1 35 Antiph. B 44 (II. XXXU 1, 21}.
(II 233, 2. 6ff.). Hopia d. Elemente Emped. A 34 (I.
fxiaapLa. dnö fx. Kaöapeueiv Pythagor, XXX, 34), Zu Sp. 395, 15 zuf. : vgl.
B (I. XLV, 9). A 45 (I 386, 23 fi.).
fiiKpd^. jLiiKpö^ &idKoa|iiO(; neue Stellen .uouöikii Lehrer Dämon A 2ff. I.
8. bi&Koatioc, Nachtr. ov ö|uiKpä dbi- 40 XXXIV, 4 ff.) Wesen B 2 (I. XXXV,
KnMOxa Antiph. B 44 (IL XXXVII 37 ff.) Zushg. m. Politik B 10 (IL
II, 14j jLiiKpd dxo^a Leuk. A 24 (II XXXVII, lOj fXiuaaa ineuoiK^v jui^ei-
7, 11) öniKpoxdxuji aai)naxi v. \6fo<; xai Hippokr. 12 C 1 (I 110, 10).
Gorg. B 11 (II 251, 24) — niKpd irpö? |Liu6po<;. fiXioq Gorg.(?) B 31 (IL XXX,
ueyaka u. umgek. Hippokr. 12 C 1 40 11)-
(I 107, 35). — Zu Sp. 390, 3 vgl. 11. ^vec, ev 0rißatöi xni AituTrxfai Demokr.
XrV unten Z. 6ff. B 5, 3 (IL XIV, 12).
)Lii|ueiaeai q)üoiv u. a. Hippokr. 12 C 1 jLiu)|Liöö6ai. eiiaivetv xd )iuj|üi»ixd syn.
(I 108, 30. 109, 21. 26. 110 oft). |ii€M(p€öeai Gorg. B 11 (H 250, 4).
iLXlX
voO^ LXX
'^&^ov eniTiBevai opp. k-naivwi Tifiäv
Gorg. B 11 (II 250, 3) biKoiov ■f\fr[aa-
aQai ebd. 2öö, 4 KaxaKvaai yuünov
äbiKiav ebd. Z. 9.
mup{a. TtoAXnr; yiVJpiac, m. Inf. Gorg, 5
6 11=^ (II 258, 17;.
vaöTO«;. voöTCt (= iruKva) opp. itöpoi
Emped. A 87 (I 221, 17).
NeiXoi; Schwelle Thrasjalk. 1 (I. 10
XXXIV, 4; Demokr. B 6, 3 [IL XIV,
12).
v€M€iv öuvojiCK (Protag.) C 1 (II 232,
31 ff),
veov oubev airXii)^ eOTi Pythag. 8^ (I. 15
XXI, 2) TiaXaiä koi vea Gorg. B 11»
(11 261, 20) UTTO veiUTepujv opp. irpe-
oßuTepu.v ebd. 262, 28 ff.
veöpa Kntstebg. Pythagor. B (I. XLIII,
22) bioyia vuxnc ebd. XLIV, 16. 20
vecpo^. Sp. 401, 48 zuf.: vgl. 43 (I 53,
26) bei Hagelentgtehg. Anaxag. A 85
iL XLVII, 16 ff).
vi^OTeuciv Tüüv ejunveovTiJuv >Euphor-
bos« 1 A 3a (I 7, 2). 25
vnOTit; vgl. hierzu Br. Keil HermcsA8
(1913) S. 103.
v(kti. bib. xfjv *viKriv opp. öict TÖv
vÖMOv Gorg. B 11 (II 254, 7).
■vicpeoQai dei to irpö«; äpKTiui Leuk. 30
A 1 (II 2, 7 .
vociv TidvTa (tö Gepiuöv) Hippokr. 51
C 3 (1431,33) TÖ votiTÖv ev Pherekyd.
A 7» (II 201, 15).
voipbc, KÖOfxoc, Pythagor. B (I. XLII, 35
24. 9.
V 6 Tina Gorg. B 11 (II 254, lOj coni.
«ppovTfq Aristoph. 61 C 1 (I 430, 19;.
vo^ai d. ersten Menscben Demokr.
B 6, 1. 3 (IL XII, 5. XIV, 17). 40
vo^i'^Ieiv m. dopp. Akk. Gorg. B 11*
(II 261, 1. 13. 263, 10) coni. ovoyiAlvj
B 11 {11 252, 1) vojafrexat Antiph.
B 44 ;n. XXXVI I, 5) vomöxeov
opp. iiefinxeov Gorg. B 11 (II 255, 1). 45
vo^i^a ttÖXcux; Antiph. B 44 ;IL
XXXTT 1, 8. 2, 3;.
vojLioSexeiv. vevoiuoxeönxai em' An
tiph. B 44 (IL XXXII 2, 30).
v6mo(; d. Zeu; (Protag.) Cl (II 234,
10) — >i ouvriBcia xoö vonou Gorg.
B 11 (II 264, 6) xö €K v6|Liou öikoiov
opp. (pVJöK Antiph. B 44 (11. XXXIV
6, 7) v6fx\x)i coni. Xö^iui, epTiui Gorg.
ß 11 (11 251, 17 f.) vojuiui €veM€iva
ebd. 255, 8 TtoXemoq xOui vojiitut coni.
öiKin, eeoi(; ß IIa (II 209, 6) xöv vönov
Tiapaßaivei ebd. Z. 7 napavo|neiv Kaxct
voMov Hippokr. 12 C 1 (1 111, 8 Index
Sp.406, 15 danach zu ändern) xä Kaxct
v6|iov öiKaia Antiph. a. 0. XXXII 2,
27 x6 KttXöv bi'a xöv v6)iiov Kpivojuevov
Gorg. B 11 (II 254, 6) v6|lioi ttoXixikoC
Zusbg. mit Musik Dämon ß 10 (I.
XXX Vn, 11) Ol V. dnoxpeTTouöi, iipo-
xpetrouöi Antiph. • a. 0. XXXIII 3,
22 xä xüJv V. eTTiöexa ebd. XXXII
1, 24 6)ioXofr]eevxa ebd. Z. 28 xä vnb
xiJüv V. KCtjueva XXXIII 4, 4 eni-
Koüprioiq uapä xiwv v. XXXIV 5, 29
xö xoi<; v6)ioi^ ireioiLia ebd. 6, 2 v6-
jnoii; Tiei6eö6ai, emueveiv (vgl. oben
Z.6) (Antiph.) B44a (I. XXXVIU, 9)
vgl. Index Sp, 407, 6, wo es heißen
muß v6,uoi(; Tteiöapxeiv. — touc, v6|biou^
lnefäXoui; d-^€\v jetzt Antiph. a. 0.
XXXII 1, 18 eOpuuv v6(iou(; xpainrou^
(pvüXaKai; xoö bixaiou Gorg. B ll'»' (11
262, 13).
voaepöc;. q)6ivov ^eivoTtujpovPythagor.
B (L XLIII, 2) eOTiepa ebd. Z. 3 aiBi^p
Z. 4.
v6öTi|iia dvepiwTiivov Gorg. B 11 (II 254,
23) voörjnaxa efKcqxiXou Hippokr. 51
C 3=^ (I 432, 17).
vöaoq einst unbekannt Demokr, B 6, 2
(IL XIV, 15) ormeia Pythagor. B (I.
XLIV, 25) i'i xu»i ßiuji v6ooq opp. x.
ßiou xeXoc; Gorg. B 11'^ (II 263, 22)
öeivaiq vöook; iiepieTteoov coni. öuoia-
xok; nav(ai; u. a. B 11 (LI 254, lOJ
voooq nöXewq bildlich 74 C 1 (11 234,
11).
Nöxoq Hauptwind Thrasyalk. 2 (I.
XXXIV, 13).
voö^. =uv vuji bei Herakl. u. Demokr.
8. Nachtr. I. XXV, 3Sf. rrapä voöv
überliefert Demokr. B 262 (II 113, 13
LXXI vOv LXXII
vgl. XVn, 42) — vevojuöetixai em xOüi oUoc, mXoc, Antipb. B 44 (II. XXXVI
vöji, iliv bei auTÖv em0U|U€'iv (!j Kai div 2, 4).
iu»^ Antiph. B 44 (II. XXXIII 3, 16; olKrfpeiv. olKtlpai opp. juiöf^öai Gorg.
Tov voöv TTpoöexeiv Gorg. B 11» (II B 11 (II 251, 21).
262, 18fF. 263,8. 264,4) Unverstand- 5 oiKT(p|Liujv m. Genet. Gorg. B 11» (II
lieh voö^ Gorg. B 11 (II 252, SO). — 262, 25).
voOq KOöjuoTTOiöf; Anaxa^. A 45 (I oTkto<; coni. Xixai Gorg. B 11» (II
387,4) dTraGii(; A 100 (I. XLVII,24). — 263, 2) plur. 263, 5.
Drittel d. ^jux^i opp. (ppkveq, Qvlioc, oiot; m. Inf. Antiph. B 44 (IL XXXVII
Pythagor.B (I. XLIV,8ff.) coni.\6Yo<;, lO II, 10) oTov relat. anknüpfend Gorg.
6idvoia [Demokr.j B 6, 2 (II. XIII, 40). B 11 (II 257, 1) oioc wv *ola *Xi^ei<;
^vOv övTUJV opp. lueWovTUJV Gorg. Bll» B 11» (II 260, 9i oux ot6v re (?) ebd.
.(II 262, 10) opp. Toxe B 11 (II 251, 1) 260, 21 (vgl. Anm). 261, 4. Antipb.
xä vOv Te ebd. 252, 14. B 44 (II. XXXVII n, 18).
vüE kZ ^pLepaq Anaxag. A6 (I. X[>VI,7) 15 olooirep. öjuoia oTaTtep Gorg. B 11 (II
vuKxöc n ^nipac, Gorg. B 11» (II 2ö7, 254, 13).
10). ÖKxd|utivoq. xct ÖKX. UYOva Emped.
B69 (I. XXXII, 14 ff.).
EripaCveiv Hippokr. 12 C 1 (1 109, 25ff. ö\iT0T0v(a (Protag.) C 1 (II 233, 12).
110, 22 ff.) pass. Leuk. A 1 (II 1, 27). 20 ÖX(to<;. xpovov Gorg. B IIa (H 263, 9)
Hripöc;. x6 i. opp. uTpöv Pythagor. B dUfu xpnMOtxa ebd. 257, 7 vgl. 6 —
(I. XLII, 23, 12 f.) coni. oxeped opp. ou6ev cXaxxov xö kokov opp. [iieTZov
ufpa, luaXaKCt (b. Embryobildung) Antiph.B44(II. XXXIl 2, 17) eXdxxui
Hippokr. 12 C 1 (I 107, 23 ff. vgl. riöeoeai opp. nXeitu ebd. XXXIVö,20
108, 1) Sripd {)fpalveiv ebd. 109, 24 ff. 25 koi uXei'u) i:\eiw koi eXdaöuu eXdaoiu
110, 22 ff. vgl. 32. — i^X(ou TTpo«; xö ix]- Hippokr. 12 C 2 (1 112, 14) eXdxtöxov
p6xepov ).ie9iaxdvxoq (xf)v YHv) Demokr. opp. ilhikioxov. jueYioxov 12 C 1 (I 110,
B ö, 2 (II, Xni, 11). 24 f) öXov opp. Kaxd ^epo(; C 2 (1 112,
14) xoO oXou KpaxeTxe (?) Gorg. B 11»
^6. relativ rd = & Emped. (?) B 154" 30 (II 255, 18) öXa öXwv opp. luepea jue-
(I 280, 22). peu)v Hippokr. 12 C 1 (I 105, 23) xä
6b e. Sp. 417, 47 zuf. : vgl. irepi xoö öXa Koxd |nepea u. umgek. ebd. 109,
X6you X0Ö&6 Pythag. 19 (I 34, 33) oöe 12 opp. xct 6inipr||Lieva ebd. Z. 27 —
6 \6fO<; Gorg. B 11 (11 250, 12). — xä oXa koö' äp|uov(av Pythagor. B (I.
xujv&e auf Folgendes, xoüxwv auf Vor- 35 XLV, 5) xujv oXujv öuoxaoiq, fiveaic,
hergehendes bezüglich Antiph. B 44 Demokr. B 5, 1 (II. XI, 15, 1. XII, 3).
(IL XXXII 2, 24). ö|ußpo(; Voraussage Anaxag. A 6 (1.
oi'etv. oi6M€vo(;Gorg.Blla(II256, 12). XL VI, 6) vgl. A 1 (I 376, 8) ö^ßpol
oi'iiöi^ vgl. dazu IL XXIV, 15. Bepivoi Ursache d. Nilschwelle Thra-
oIkcIv. aiiKouv airopäöriv (Protag.) C 1 40 syalk. 1 (I. XXXIV, 6) aqpobpoi
(11 233, 34) oiKoiijuevoi xottoi Zonen- Demokr. B 14, 5 (II 64. 10) Xiifi |uexä
einteilungParm.A44a(L XXVII, 40). 6)iißpou 14, 8 (II 65, 13).
oiKCio?. olKeiiu<; (Sprachgebrauch de- 6|ur|poi Gorg. B 11» (II 257, 1).
mokritisch?) B 5, 1 (11. XII, 26 vgl. 6|u(xXri Nahrg. d. ersten l(u\a Demokr.
Index 420, Iff.) oiK€i6xepa dist. (piXiu»- 45 B 5, 1 (IL XI, 15, 19).
xepa Antiph. B44 (IL XXXIII 3, 20). o^iyia. 6 ev xoi<; onnaai dxjuoq Pythagor.
oiKTioic; Erfindg. (Protag.) C 1 (IL 233, B (I. XLIV, 5) Oeav r)&€lav irapeöxeTO
33) Demokr. B 5, 1 (IL XII, 17 ff.). ro\<; on^aai Gorg. B 11 (II 254, 17)
oiKfa TreöeiTui Anaxag. A6 (I.XLVI, 7). vgl. ojufxa r\aQiv 254, 20.
[.XXIII 6,uoT€v»K LXXIV
\\xo'jevr\<;. xoTcoq Demokr. B 5, 1 (II. dirXfZciv k6(T|uov xa^KoO eiti . . . ?) Gorg.
XI, 15, 25) it(ivTa xa xevoMeva iimiuxa B 11 (II 254, 1 vgl. Anm.) opp.
6n. Pythag. 8a (I. XXI, 2). äonXov (puöiv blbovax (Protag.) C 1 (II
o,uoio|Liepeiai Anaxag A4o (I 387, 4). 233,1).
oiLioio<;. Sp. 428, 13 zuf. : vgl. auch ö öirXov oük cx^iv irpö«; oXki^v v. d. ersten
1 110, 3 ff. 31 ff. Sp. 428, 23 zuf.: vgl. Menseben (Protag.) C 1 (II 234, 14
(Diog.) C 1 (I 430, 20;. Sp. 428, 24 vgl.233.18ff.) uirdepioq ß(o? ev öttXok;
I. Anaxag. A 42. Sp. 429, 28 zuf.: Gorg. B 11^ (II 258, 2 vgl. Anm.).
T&be äei TT(4p€cre' 6|Liola Epich. B 1, 2 6-nov q)»ii<; »wenn* Gorg. B ll;» (II 261,
(1 117, 16) — o^oia oidirep Gorg. B 11 lo 5. 6).
(11254,13) 6|uoiW(; ö|noioqebd. 252,13 xönwc; eßouXero Gorg. B 11 (II 253, 5)
vgl. Anm. Travra Trdvxe^ ö.uoduq ireqpu- oube oT6' oiruj^; ebd. 256, 11 öiaixäv
KOMCv Antiph. B 44 (IL XXXVI 2, 6itu>(;äv... Antiph.B 44 (IL XXXVII
12;. II, 28).
öjJoioxeXeuxa Gorg. B 6 (11. XXIX, 15 öpäv. a beX koi et oO &€l Antiph. B 44
16). (IL XXXIII 3, 1) ä opuiMCv Gorg.
6|aoXoTeiv. ö|LioXo-ft^öüivxa(; Antiph. B 11 (II 253,22) (trdvxec) irdvxa opOüai
B 44 (IL XXXII 2, 6) -Qevxa ebd. xai irctvxeg utrb irdvxuiv 6pu)vxai B 11^^
1, 29. 33. (11 258, 2 f.) eiKÖvet; xOuv öpwMevu^v
6ju6voia Antiph. B 44a (n. XXXVIII, 20 irpaT|uotx(juv B 11 (II 254, 11) — cäv
3 ff.). irdvx€<; löoiOiv opp. Trdvxaq Xd9»]i
ojiioqpujvo^ coni. 6|nöij)UX0(; Gorg. B 11 Antiph. B 44 (IL XXXII 2, 19) oIoGa
(n 250, 6) 6idX€Kxo<; Demokr. B 5, 1 ibibv Gorg. B 11^ (II 260, 10 f.) löOuv
(II. XII, 13). auxöv troioOvxa Akusil. B 40'^ (IL
6|li6h/uxo<; coni. 6|Li6cpujvo? Gorg. B 11 25 XXVII, 39) i&6vx€<: cpoßepd Gorg.
{II 250, 6). B 11 (II 254, 8).
ö|uu)<; Antiph. B 44 (IL XXXVII I, öpa<JicErklJlrg.Pythagor.B(I.XLIV,3:.
18). öpYovov |nv)i|U)}^ (Ypd.ui^axa) Gorg.B U"'
öveiöo^. juex' ovei&Av dTroGavcTv Gorg. (11262,14) öpYOva Werkzeug Hippokr.
B IIa (11 255, 17). 30 12 C 1 (I 110, 30 vgl. 110, 1).
*0v€ipaixrix6v (Pythag. Demokr.) Ö5B öpöio^. auxov KaxaKOTuxouöiv opGiov
300, 20 (IL XXI, 23). Koxd v\<; Akusil. B 40^ ßl. XXVII,
6 V e i p 0 q Erklärg. Py thagor. B (I. XLIV, 42).
251. öpGoc; d. Mensch Demokr. B 5, 2 (II.
övivdvai. övivriöi m. Akk. Antiph. B44 35 XIII, 39) — öpBüii X6tuji Antiph. B44
(n. XXXTTI 4, 11). (II. XXXIII 4, 10) öpOd m öped
6v öiaaxog (pniLiri Gorg. B 11 (II 250, 7) Hippokr. 12 C 1 (1 108, 2^ ff.) — öpediq
dvÖMoxa fciapepoOv (Protag.) C 1 (II XeTeit; (Protag.) C 3 (II 234, 38) 6petlj<;
233, 32). XeEai Gorg. B 11 (II 250, 5).
övojidZiuj coni. vopfZuj Gorg. B 11 (II 40 opKioq. x6 öfKaiov, Zeyx; Pythagor. B
252, 1). (I. XLV, 3).
övuE. *övux€(; öxepeof (Protag.) C 1 (II opKO<; (ttCoxk;) Gorg. B 11» (11 256, 28)
233, 9). oOk i'ör) ttpökXtiök; doeßei npo^ euoeßf^
öHo<;. dXdßaöxpO(;Y€)au)v öEou^ [Demokr.] Xenoph. A 14 (I 44, 14).
B 302 ill. XXI, 27). 45 öpoq. Sp. 440, 46: vgl. jetzt L XXY,
ölvc,. ötea : ßapea, öu(Liq)UJv(a Hippokr. 41 ff. — öpr] Entetehg. Demokr. B 6, 2
12 C 1 (I 107, 5 ff. vgl. XXVI, 31. (n. XIII, 8).
110, 2ff.). opepavioSetoa q)(Xwv /EXevri) Gorg.
ottXi^ (Protag.) C 1 (H 233, 9). B 11 (U 251, 19).
LXXV öpxnOK LXXVI
öpxnaK; dem Charakter entsprechend >^outuj<; bei Satzanfang Gorg. B 11 (II
Dämon B 6 (I. XXXVI, 18). 254, 9. 11. 17).
öooc in Paronoinasie Gorg. B 11 (II öcpSaXuö^ Verbindg. m. eticecpaXoc;
2Ö2, 10). Hippokr. öl C 3^ {I 432, 3) ö<pQaXnoi
ööoöirep. öörjnep Autiph. B 44 (II. 5 = rjXi'ou tiuXai Pythagor. B (I. XLIV,
XXXV 7, 7). 6) eni toIc, öq). vevo|iöenTäi, a Ö€l
öoTrep. aoq>ia koi [xavia, Äirep . . . Gorg. auTOÜq öpäv küi a ou 6ei Antiph. B 44
B 11^ (n 261, 4). (IL XXXII 2, 32) ö(p. beliSc, Vorbe-
oöToöv Entstehg. Pythagor. B (I. deutung B 8^ (II 306, 7iF.).
XLIII, 22). 10 öxelöeai V. YH Leuk. A 1 (II 1, 9).
^6aTi<; = tit qui Gorg. E 11 (U 2ö3, 7. oxtim« Sp. 4ö6, 7: vgl. dazu I 431. 24
254, 5. 255, 4) oötk; koi fei' ÖTi Kai Anm.
o-nwc, ebd. 250, 33 öotk; äv Antiph. öxXo(;. ev öxXiui Gorg. B 11^ (II 263,
B 44 (II. XXXIII 4, 32. XXXIV 3) ei? Xöfoc. ttoXüv öxXov eTepij;€ B 11
5, 4). 15 (II 253, 9).
ÖTOv Gorg. B 11 (II 263, 13). oiijk; opp. \0Yi<yMÖ(; Hippokr. 51 C 2
6x6 m. Opt. iter. Akusil. B 40'>' (U. (I 431, 12) Einwirkg. auf v|iuxrl, cppo-
XXVII, 28). v»ma Gorg. B 11 (II 253, 23. 254, 3 ff.
0 ö. Zu Sp. 445, 47 vgl. jetzt II. XV,35 . 12) oi Ypafpei<; Tepirouöi t»iv ov|;iv ebd.
ouöei'q. ouGei^, ouGtv (V) Gorg. B 11* 20 Z. 10 vgl. 18. — öi^k; riiuerepa bei
(II 258, 20. 24. 259, 15) oubei? oü- Entstehg. v. faXa Hippokr. v. Ch.
öeniiav ... ebd. 262, 4. 30, 6 (I. XXXVII, lOff.).
ou&exepo^ il^Av Gorg. Ell (II 260, 'OijJOTroiia Tit. [Epichaini.l B (I 116;
16 vgl. 22 u. ö.). 130, 16;.
oÜKouv Antiph. B 44 (IL XXXIII 25
4. 8. 14) ouKoOv Gorg. B ll'i (II 261, nafexwbec, Emped. A 51 (I 209, 6;.
18). Tidfo^. Sp. 457, 42 zuf.: vgl. im folg.
oupavo^ Gott Akusil. B 8 (IL XXVII, iraYfivai [= fk'mamentum,.
2) ibpavu) Koi Y«<; "»<5<; Orph. B 17» itaGrma i'biov eTraGev v\ ipux»! (Wirkg.
(II 176,5) Vgl. mit Xenupov iwioö B 12 30 d. Poesie) Gorg. B 11 (II 252, 4).
(II 172, 4) TÖv oup. öeujpfiöai Anaxag, iraiYVicS. döWT0<; Danion B 3 (I.
A 30 (I 382, 7) vgl. AI (I 376, 11) XXXVI, 5).
— Beschaffenheit, Definition Anaxi- iraiTViov opp. eYKUifiiov Gorg. B 11
mandr. 17^ (I 19, 1) Parm. A 40» (I (II 255, 11) HaiTvia Tit. Demokr. B
145, 3) (Diog.) A 19 (I. XLVIII, 13) 35 300 (II 132, 10).
Entstehg. Demokr. B 5, 1. 2 (IL XI, iraiCeiv Tfjv döujTOv iraiTvidv Dämon
15, 2 ff. Xni, 3 ff) oOp. xapaxuiSri^ B 3 (I. XXXVI, 4).
Demokr, B 14, 7 (II 64, 29). iralq aiöiuv koi Ki0ap{Zujv Dämon B 4
oxic, Verbindg. m. eyKecpoXo^ Hij^pokr. (I. XXXVI 6, 11) Spiele der iraiöe^
51 C o^ il 432, 4, vevo)i6er|xai em xoi(; 40 Anaxag. A 1 (I 377, 9) ouk »^v aüxfji
ujoiv, et öei auxä OKOueiv ko» a ou öel (€Tr)epov Tiaiöa(; x€K6Tv Akusil. B 4ß^
Antiph. B 44 (IL XXXIII 3, 3). (IL XXVII, 22).
^ouxo(; scheinbar abundierend Akusil. uaXaiö^. euYeveia«; iiaKumc, euöoSfa
B 40* (IL XXVn, 32) €v xouxuji döiKci Gorg. B 11 (II 250, 21) iraXam koI
Antiph. B 44 (XXXVII I, 31. II, 33) 45 vea irpciööeiv B 11=^ (II 261, 19).
xaöxa opp. xctfte Antiph. B 44 (IL TravoupYtt Gorg. B 11» (259, 14) pass.
XXXII 2, 25; öiä Tav-xa opp. h\ ebd. Z. 17.
^Kciva Gorg. B 11» (II 266, 4) xai TravoupYfoti coni. (pSovuji, KOKOxexviai
xaöxa ebd. 259, 28. Gorg. B 11» (II 256, 2).
LXXVII
näq LXXVIII
iravTaxöBev oiuoia f] e\c, äifcou Kata-
ßaöK Anaxag. A 1 (I 376, 14) 34-^
(I 383, 8).
■n6.vTY\i coni. irdvTiüq Gorg. B ll» (II
2ö8, SjÜ 5
TidvTW(; Antiph. B 44 (U. XXXIl 2,
24) Gorg. ß 11 11 255, 6; 11^ (II 258,
3. 262, 30;.
^■reapct. ei'pr|Tai tu nap' €|aoü Gorg. B 11^
(II 264, 1) eniKoupriffK €titv6to napöt 10
Tuüv v6|uiuv Antiph. B 44 (IL XXXIV
5, 29) liaeeiv napct Gorg. B lU (II
256, 7) TTuGeöeai ebd. 261, 12 u. ö.
THOTOTOTa fjv e|aoi irap' ^Kei'vou . . .
ebd. 257, 3 — napä tö öuvotov An- lö
tiph. ß 44 (II. XXXII 2, 13).
Trapaßaiveiv tu -rfic, nöXevJC, v6|ai|Lia
Antiph. B 44 (II. XXXIl 1, 11. 2, 4)
TÖv vö|nov Trapaßaivei, xryv öikt]v koto-
Xu€i usw. Gorg. B IIa (H 259, 7). 20
■napoTT^Xia (?) s. äf^eXia.
napabibdvai. 6 napaöuiöuiv Gorg. ß
IIa (II 258, 12 vgl. 16) ämWav epuiTo<;
Tfii \\ivxf\i TTopeöiuKe B 11 (II 254, 21)
Touq qpi'Xou^ Tolc, exöpoi^ xrapaöebiWKÖTi 25
B IIa [11 260, 1).
wapairrjöK; q)iXiuv coni. oiKTot;, Xixai
Gorg. B IIa (II 263, 3).
irapaXaiaßdvciv. irapoiXiiHJO^ai 'EXXr^v
ßapßctpoi)^ Gorg. B 11^ (II 258, 13) 30
cpBoYTOi TiapeiXTi|H|Lievoi en' eXarrov,
ou5* öXiuq Danion B 7 (I. XXXVI, 26).
TrapaXeiireööai pass. Gorg. B 11 (H
254, 13).
TiapaiieXeiv. . . . iiapane\Y\oavra nav- 35
Tujv Tüjv nvfioTwv Gorg. B IIa in
259, 26).
irapatieveiv v. Wind Deniolir. B 14. 3
(II 63, 28).
irapavojaeTv Korä vojuov Hippokr. 12 w
C 1 (I 111, 8).
TtapöiniTMa Demokr. auch B 11»^ (I
62, 9 vgl. Anm.).
TrapaöKeuti. T6xvri<; itapaOKeuai? opp.
epu)TO(; dvoiYKOK; Gorg. B 11 (II 255, 3). 45
TrapaTi6evai. Zu ndpKeivxai Sp. 466,
21 vgl. jetzt I. XXII, 33.
Trapetvai. 6 irapOuv Kaipö^ Gorg. B 11*
(II 262, 29) irapouorit; ävdtKiic; ebd.
256, 8 ToO Ttap6vT0<; tv tüii napovri
Xpdviüi (ppovii|LiaTO(; ß 11 (II 251, 8)
TÖ napov opp. TÖ Tiapoix6|ii€vov ebd.
252, 14 vgl. den Plural Z. 12. ♦rrap-
ovTuiv OYaeOüv B IIa (H 261, 16) —
Sp. 467, 11 zuf.: tö napcövTa ou
lne-fdXa (Herakl.) C 5 (I 113, 9); Sp.
467, 15: (dpKoujuevoi) toi<; Tiapeoöoi
KOI jarj TioXXüJv öpe^öiLievoi (Deuiokr.)
C 7 (II 139, 29) Tct unö cpvaioc, xai
Tuxaq napeovTa em tö ßeXriov Trpo-
avairXdöai usw. ebd. Z. 3.
Tiapcxei m- Inf. Antiph. B 44 (IL
XXXVI 2, 16) ladpTupa Trapexcööai
Gorg. B IIa (II 260, 10 f.) TiapeEoiuai
ebd. 258, 25 Trjv ööEav oOjußouXov
T^i Miuxni TtapexovTai B 11 (II 252,
1 6) ecav i^öeiav irapeoxeTO toic, 6\inaai
ebd. 251, 17.
napi'öu Goig. B 6 (IL XXIX, 15).
TrapiöTovai. Zu irapiaTctTai Sp. 468,
18 vgl. L XXIX, 13.
Trapoi'xeoöai. Trapoix6)a€vo<; ßi0(; Gorg.
B IIa (11 258, 25. 259, 27. 261, 26 tf.
262, 3 ff.) TÖ TTapoix6)Lievov opp, tö
Tiapöv B 11 (II 252, 14) Plural 252,
12 opp. TÜ TioiriTca Hippokr. 12 C 1
(I 111, 2).
■^Ttä^. iidvTUiv Tupavvoi; Gorg. B 11 (II
250, 16) TÖV aiöiva ndvTa Antiph.
B 44 (IL XXXVII II, 5) TTdvTa<; dv-
epwnouc ebd. XXXII 2, 15 vgL 19.
XXXVI 2, 19 TU)v aTtdvTwv dv6pu»iTujv
Gorg. B IIa 'II 262, 10 u. ä. ö.) ttjv
Ttäöav 'EXXdba ebd. 256, 1 u. ö. uäv
TOuvavTiov ebd. 259, 11 bia Travrö«;
äsi' dpxfi^ eiq tcXo^ ebd. 262, 2 —
airavTa TrXrjpr) qpuXaKiiv ebd. 257, -9
Paronomasie: ^ifiaio<; ev toi^
iräoi Tiüv TtdvTUJv öuvdöTrji; Hippokr.
51 C 2 (I 431, 7) TtdvTa irdvT£<; 6^oivj<;
Tte(pÜKa|Li€v Antiph. B 44 IL XXXVI
2, 1 1) TtdvTcq Ttepi TtdvTu^v etxov ^vrimiv
usw. Gorg. B 11 (II 252, 11) (ttcvtcc)
ndvTa öpuiöi xai ndvxe^ unö ndvTUiv
ÖpÜtVTai, ItdvTUJ^ KOI TtdvTTll TcdvTO
TrpdxTeiv B IIa (II 258, 2 f.) irdvie^
TrdvTa TtpaTTOuöi ebd. 259, 16 näöi
Ticpi iravToq ebd. Z. 21.
LXXIX w(i(Jxe»v LXXX
Sp. 471, 30 zuf.: Xenopli. A 31 opp. ßiaaoMevoc; B 11=1 (ij 258, 14)
(I 50, 13 vgl. XXII, 19; dpxn tujv Treieöjuevoc; toT<; äpxouaiv ebd. 262, t*8
ÄTrdvTuuv novd(; Pythagor. B [1. XLII, Treioenvai ebd. 258, 14 ireiaSeTöa ihc,
23, 3; — Sp. 474, 21 zuf.: vgl. I. diva^KaaQeiaa tüüi Xötiui Bll (II 253,
XXVI, 31. 5 3 opp. Tteioai;) Xotuji TceiadtTiaa di»t.
■naaxexv opp. bpäv Antiph. B 44 (II. ßi'ai apTraoGeiöa (vgl. 251, 5, dvay-
XXXIII 4, 32 vgl. 5, 1 Anm. 6, llff. Kooeelöa u. a. ebd. 255, 6.
enaGe öeivd opp. Ibpaae Gorg. B 11 weieo» Antiph. B 44 (II. XXXV 7, 10)
(II 251, 21) TrderiMa eTraOev ebd. 252, Gorg. B 11 (11 252, 20. 253, 4).
4 — kokAc; uctöxeiv Antiph. B 44 (II. 10 ireipcx opp. öiaßoXrj Gorg. B 11» (II
XXXIV 5, 28) Gorg. B 11^ (II 262, 263, 10) uno tt^c; yteipaq 6i6aöK(5|ievoi
28) KttKux; TToeeiv ebd. 259, 18 tu)v Demokr. B 5, 1 (IL XII, 22).
KaKUJ<; TT€TrovQÖTU)v ebd. 259, 25. ireipäaSai. erreipderiv m. Inf. Gorg.
TtaTdoöeiv. -rraTOtSai opp. irXriTfjvai B 11 (II 255, 9).
Xenophan. A 14 (I 44, 15). 15 TTeia^a. tö Toi(; v6|i0K (?) Antiph.
irareiöeai Sp. 475, 9 zu streichen, B 44 (II. XXXIV 6, 3).
vgl. I. XXXIII, 30. itiXa^oc, |ii€T€xei iivevixaToc, (Diog.) C 2
TroTi^p. HHTpö? M€v.., Taxpbc, 6e . . (I 431, 19) vgl. Qakaaaa, vbwp.
Gorg. Bll (II 250, 13) (tou<; €k koXujv ireXaq. Sp. 478, 11 zuf.: dvep^i'iveuTOv
TraTe>puiv Antiph. B 44 (II. XXXVI 20 tOüi iT€\a<; Gorg. B 3 (II 243, 7) uriviieiv
1, 35). Tolc; 7r€Xa<; ebd. 245, 30; Sp. 478, 24:
TraTp(<;. iraxpi'öoi; OTeprjOeiffa Gorg. B vgl. in folg. Toic; ixeKac; i]etzi 11303,
11 (II 251, 19) amZei r:arplba, TOKeac; 4) — -apoc, -cbc, (ou) -niXac, iropeüou
Blla(II256, l)Trpouö{öouv..TOKea^... Epicharm. B 38 (I 126, 2 vgl. dazu
Traxpiöa rnv |LieY'<JTTiv rrj^ 'EWdöo^ 25 XXV 11, 15).
ebd. 259, 20 Tfjv ixaxpiba (pufiuv ebd. Trejuireiv. neix^iavToq opp. ^XSövxoq
260, 3. Gorg. B 11* (II 256, 20).
■itaTpu>i0(;. lepd Gorg. B IIa (11259,20). iieviat; uirepopiuv opp. ttXoöto? Gorg.
Ttaueiv. (p6ßov navaai Gorg. B 11 (11 B 11^ (II 262, 25).
251, 26) Tct |Li6v v6aou, rot 6€ ßiou 30 uevTeKaiöeKaTrXdöioi;. Vgl. dazu I.
iraüei ebd. 253, 16 iraöcrai' xiva Tf\q XXXVIII, 8.
aixiac, äjuaBiaq ebd. 250, 9. 10 — irepafveiv. öiaixäv 0Tnju(; av uepaCvrixai
■rrauoMai Gorg. B IIa (H 264, 1) -rrau- Antiph. B 44 (II. XXXVII II, 29).
öojLiai xf^c; (iiroXoYiac; ebd. 263, 2. -^epi. Kpiöi<; rtepi Gorg. B 11^ (II 255,
•rrdxvJi emirveiv qpiXei Demokr. B 14, 3 35 13 vgl. 263. 14 u. ö.) Klvbvvoc, ttepi
(II 63, 18) 14, 7 (II 64, 26). ebd. 255, 16 xoioOxo^ <6> ßioi; nepi
iraxuc; aiGjip Pythagor. B (I. XLIII, 12 . Kivbuvujv xüüv |aeYi(Jxa»v (?) ebd. 259, 8
7re.i0€iv ou (pfXujv ßori9eiai(; usw., äXXä vgl. Anm. ftituKCiv nepi ebd. 260, 26.
xOJi &iKa(uji Gorg. B ll'* (II 263, 6) TrepißdXXeiv xivi xiva? Gorg. Bll (II
KQi etreiöav kui neiGouai (?) B 11 (II 40 252, 17).
258, 10) ireiöai xriv vuxrjv (vgl- unten ttepi-fpacpr] [Koa^ov] auch Leuk. A 24
Z. 49) em x6 dYaeöv ii km x6 kokov (II 7, 34).
Pythagor. B (I. XLV, 1) xoü<; xi,uuj- irepiöiveTaöai, Trepiöivtiaic; d. oupa-
pnoavxa^ Antiph. B 44 (II. XXXV 6, v6<; Anaxag. A 1 (I 376, 22) d. Atome
25) eireioe coni. eOeXSe Gorg. B 11 45 Leuk. A 1 (II 1, 21) vgl. öiveicreai.
(II 252, 8) coni. exepij;e ebd. 253, 9 irepiexeiv in d. Kosmologie häufiger:
ireioa^ coni. d.T:aTr\oaq ebd. 251, 22 neue Beispiele Pythagor. B (I. XLII,
\6foc, vuxnv 6 neioac;, r]v eireioev, 23. 9 vgl. XXXVIII, 3) Leuk. A 1
ilvd-fKaöe koi meeoeai ebd. 253, 1 (II 1, 21. 24) 24 (II 7, 30).
LXXXI
■rrXujTÖq LXXXII
iT€piXaußdveiv. öXri irepieiXiiMiuevTi ev
•nit fi\i Leuk. A 24 (II 7, 23).
TrepiE. Ol TT. TÖTTOi Leuk. A 24 (II 7,
15) Onnv A 1 (II 1, 22) u. ä. ö.
■nepioboc, der Weltentstebg. Pjthag.
Ä' (I. XXI, 2) ^v Tiii (Tu)|aaTi Hippokr.
12 C 1 (auch 1 110, 16).
•Tr€plOlKOU^ev^l yf^ Pythagor. B (I.
XLII, 23, 10).
■nepiox^f] Ti<; oüpavoO (k6<J|lio<;} Leuk.
A 24 (II 7, 29 f.).
TtcpiTrCiTTeiv. TToXXoi ttovok; . . . Trepi-
eTreoov Gorg. B 11 (II 254, 11).
TtepinXGKeöOai v. Atomen Leuk. auch
A 1 (11 1, 7. 19) vgl. Demokr. A 93
(II 33, 22).
Trepipavxripia Pythagor. B (L XLV, 8).
nepippriYvuvai pass. v. u^eve^ De-
mokr. B 5, 1 (II. XI, 15, 21).
trepiöTpocpri Philol. A 18 (I 306, 29)
vielmehrdesMondes? vgl.! XXXVII,
26 ff.
irepicpepeöGai v. Atomen Leuk. A 1
(II 1, 18. 27).
Ttepiipepri^ v. Atomen auch Demokr.
A 1 (II 13, 24).
Tr€p{(poßo(;(pp(Kn Gorg. Bll (11252,2).
Tr€piq)opd. Toö öXou dno^iV^jua Tr\<;
■nepi(popr]c, Hippokr. 12 C 1 ^I 110,
28 ff.),
irepixujpetv. ircptxujpeovTa koi d|H€i-
ß6M€va (Herakl.) C 5 (I 113, 13).
neaao i Erfindg. Gorg. B 11^ (II 262, 16).
TT € T p a. treTpriv ^TTiTi6eiöiv Akusil. B 40*
(n. XXVn, 44) axiayLOi tu»v irexpOüv
als Wohnungen Demokr. B 5, 3 (II.
XIV, 23).
■ite^»t<; Einwirkung auf Embryobil-
dung Demokr. B 6, 2 {LI. XIII, 15).
TtrjTvuvai. Zu Sp. 488, 32 zuf. : vgl.
A 1 (II 2, 7). — TÖ Trpü)Tov -najiv (von
ßpeqpoq) Pythagor. B (I. XLIII, 24).
nr]Xifiöii<;. avarr]iia coni. UYp6v Leuk.
A l (H 1, 27) ff\ Demokr. B 5, 1. 3
(H. XI, 15, 10. XIV, 4).
nfilK; d. Erde Demokr. ß 5, 1 (IL XI,
16, 12).
trieZeiv pass. v. Atomen Leuk. A 24
(H 7, 14).
TTiGriKOc; zuf.: vgl. B 83 [II 94, 10).
TT {X n MOt KpuöTaXXu)ft€(; (oüpav6<;) Emped.
A 51 (I 209, 8).
TiiöT€Üeiv m. Dat. Gorg. B 11» (11257,
5 1. 260, 8. 25 ff. 261, 10 ff.) raöra
marevaai (niaxdiaai?) koi biiaoQai ebd.
258, 17 vgl. Anm.
■aiaTic, TTOiriTOJv Gorg. B 11 (II 250, 7)
opp. t€Ph;i^ ebd. Z. 26 nlaxewc, eoTeprj-
10 iLievo? B IIa (II 260, 2) ttIötiv diro-
ßaXoiv ebd. Z. 4c öoövat koi bklaaQai
ebd. 256, 27 f. TroielöBai 257, 5.
TriOTog V. |LidpTU(; Gorg. B ll'' (11258,
24) aixia ebd. 263, 31 xrjv ööEav
15 (biaßoXriv) xf)(; dXr)9eia^ {-n^ipac,, maxo-
xepav vo}jLileiw ebd. 261, 1. 263, 10
möxoxepov x6 Kaxr]^6pr\\xa ebd. 260,
15 ■tTiOToxaxa rjv €)jlo\ trap' ^kcivou
ebd. 257, 3 — maxwt; 6ieK€i|iiriv Tiapd
20 xivi ebd. 259, 30.
TtXaleaQai v. lyuxii Pythagor. B (I.
XLIV, 18).
TrXdvri<; Entstehg. Bewegg. Demokr.
B 5, 2 (IL Xni, 3 ff).
25 irXdxxeiv. v|;eu6fi Xo^ov irXdoavxe? Gorg.
B 11 (II 252, 11).
TrXeovd2€iv. (pBö^TOi TrXeovdZovxe^
Dämon B 7 (I. XXXVI, 25).
itXeoveKXiiiaaxa Gorg. B ll^^ (II 262,
30 13).
TrXf^6o?. XP1MOTUJV Gorg. B 11» (II
258, 11) TToXeiuioc; xüüi uXiiSei xil)v
dvOpoiTriüv ebd. 259, 6 f.
TrXnKxpov Sp. 495,47: vgl.LXXVI,35.
35 TrXtipri^. äiravxa uXr^pri qpuXdKUJv Gorg.
B 11» (II 257, 29).
TrXr|öio^. euepfexeiv tovc, tcX^oIov
Anonym. Janibl. 3 [U 331, 9).
TrXrixxeiv xöv depo v. Atomen Leuk,
40 A 24 (II 7, 19) iraxdEai: TtXrit*ivai
Xenophan. A 14 (II 44, 15).
uXouxou incYcöri opp. evyive\a u. a.
Gorg. B 11 (II 250, 20) nXouxou ko»
XpriMdxujv kpaaQdc, ebd. 258, 19, dirö
45 ttX. KOI |ae-raXo-iip€TT6ia? xii^dc; Kxäaeai
ebd. Z. 23 ttXoöxov dpexfi^ irpoxiinäv
u. umgek. 262, 26.
nXujxd Ima Hippokr. 51 C 2 (I 481^
20) Demokr. B 5, 1 (H. XI, 26).
LXXXIII TTveiv LXXXIV
TTveTv V. Wind Detuokr. B 14, 7 (II Ttoir|T»i(;. i^ tüüv it. vAaric, Gorg. B 11
64, 38ff.) 14, 8 (II 65, 16fF.). (II 250, 6).
trveO.ua = cpOöa oder di^p, Bedeutung uoititiköc;. ^pfuiveia b. Gorg. A 29
Hippokr. 51 C 2 (I 431, 6ff.) ia ne- (II 242, 1).
XaTO<;. vbujp ebd. Z. 19 Damokr. B 5 iroiKiXfa ou.UTTTuuu'iTUJv 'Dsmokr.) C 7
5, 2 (II. Xni, 19] Atem Hippokr. 12 (II 138, 29).
C 1 (auch I 111, 6) Bedeutg. für d. iroiK(Xo<;. i'iiLispai Demokr. B 14, 3 (II
Menschen auch Hippokr. 61 C 3* (I (II 63, 30) 14, 7 (II 64. 40; ,u€TaßoXai
432, 7) ~ al äuo tüjv TrveuindTUJv (vgl. C 7 (II 138, 35).
Anm.) TtXriYai Leuk. A 24 (II 7, 24; lOrroiVviov. Herdenleben d. Menschen
trj 0T€p60U)jevri uirö . . . tuiv iTveu|Li(i- Demokr. B 5, 3 (II. XIV, 17).
TUJv Demokr. B 5, 1 (II. XI, 27). iroToi;. irofai öuvauei Gorg. B ll'* (II
IT o 96 IV opp. XuneTv Gorg. B 11 (II 258, 13).
254, 18). TioXeiuei t6 <puj(; roit; toioutok; Gorg.
TToeev äpSwjLiai Gorg. B 11;» (II 256, 5;. 15 B 11» (II 257, 12) T^oX€^e€OK€ Akusü.
■nöQoc, (piXotrevOn^ coni. eXeo; als Wir- B 40^ (IL XXVII, 34),
kung d. Poesie Gorg. B 11 (II 259, -ttoX€|liikÖ(;. T6xvr| TroXcfiiKti (Protag.)
3) TToXXct tTÖGov ^v6pY<ireTai coni. C 1 (II 233, 38) rdtHei? Gorg. B 11^'
epiuTO ebd. 254, 19. (II 262, 12).
TToT Tn<; diroXoY(a^ TpaiTUJjiai Gorg. B 11* 20 TroXl^l05. 6 'iTpob6Tii(; irdöi -no\E^lO(;
(U 256,6) TpaTrea9aixpr|v ebd. 259,23. Gorg. B 11» (H 259, 5) troXeubui;
iroieiv opp. Xe^eiv Hippokr. 12 C 1 (I eioaTafeiv ebd. 257, 25 ßX^irreiv 269,
111, 18) vgl. unten Z. 43 6 iroiOJv 10 iroXema xfji q)u(Tei Antiph. B 44
Antiph. B 44 (IL XXXVn I, 11) (TL XXXIV 5, 16) Sxav iroXeMia a6-
TttOra TcoioOvxa Akusü. B 40i' (IL 25 luata iToXeiLiiov em TToXe)Li{oK öiiXiarii
XXVII, 40) TToidiv To Ta(T(J6^evov köct^ov . . . Gorg. B 11 (II 253, 24ff.)
Go'-g. B IIa (ii 262, 27) TroiTiöare Trjv — iroXeiuiu)!; keitoi Antiph. B 44 (II.
Kpfoiv ebd. 263, 19 öeivbv . . . epTOv XXXtl 2, 29;.
ireiTOtriKÖTe^ ebd. Z. 29 ähnlich 260, 1 ttöXk;. Tr6Xeiu<; vömina Antiph. B 44
oObev ToioöTov TreiroiTiKiuc; ebd. 256, SO (IL XXXII 1, 7) v6aoc, Tr6Xeuj^ (Pro-
11 — TTOiei auTov äv6pa Akusil. B tag.) C 1 (II 234, 11) iröXct ei)Ov5p(a
40» (H. XXVII, 24) oiTive? &v eO k6(J^0(; Gorg. B 11 (II 249, 22) coni.
ttoiOlioi m. Akkus. Antiph. ß 44 (IL et opp. irpäTMa ebd. 250, 1 iröXcur»
XXXIV 5, 8) KaKdi? ^uobuv m. Ak- ßaoiXeiai B 11» (II 2-58, 12).
kus. Gorg B 11» (II 259, 12. 18) 3) noXixeia Tit. [Epicharm.] B (I 116;
EiTo(n<JG TÖv ßiov TTÖpiiaov ebd. 262, 129, 4).
11 vgl. B 11 (II 253, 11) enofricre (-av) TroXixeueiv. tt6Xi?, ev ^i äv ttoXi-
ebd. 253, 8. 254, 6 mediaL eiroieiro revr]ral Tic, Antiph. B 44 (IL XXXII
xnv KaxnTop(av B 11» (II 255, '23. 1, 9;.
266, 12) xr)v ttiariv e7toioij^e9a ebd. 40 ttoXixikö^. vöuoi Zashg. m. Masik
267, 6 TtoioiJiLievo? ormeiov 8xi ebd. Dämon B 10 (1. XXXVII, 11).
262, 18 passiv, ouvaivlöai xoTg iroi- ttoXX(4ki? Gorg. B 11 (II 254, 3).
oufilvoii; opp. XeTO|jevoi(; B 11 (II u6Xo(; oupdtvio? Himmelsgewölbe Eorip.
253, 2; TTOiriTea opp. ^Tapolx6^€va 46 A 112 (I 398, 21).
Hippokr. 12 C 1 (I 111, 2). 45 TroXuTOv{a (Protag.) C 1 (II 233, 13).
Tioir]aic, ävbpi&vTVJV coni. dyaX^dxuJV TroXu6aKpu<; eXeos; Gorg. B 11 (II 263,
kpyaala Gorg. B 11 (II 254, 16) Dich- 2).
/M/?^ Defin. ebd. 252, 1 '0^l^pou Deu- ^oXii^. xP<^vo(; opp. 6\ifOi Gorg. B
tung Anaxag. A 1 (I 376, 16). 11» (It 263, 9) mjup(a ebd. 258, 17
:.xxxv
iTpo6oa(a LXXXVI
TToXAct KOI }j.€fa\a ebd, 261, 19 ttoW
äv Ti<; eöpoi Antiph. B 44 (II. XXXIV
ö, 15) TÖt TToXXa m.Geßet. ebd. XXXII
2, 26 — €i(; \6yoc, uoXüv öxXov €T€pv};€
Gorg. B 11 (II 253, 9; ttoXXo( opp.
de, ebd. 267, 8. 258, 14 ttoXXo opp.
ou0€v ebd. Z. 20 ck ttoXXüjv xP'A'ina-
Turv €v ffiIi|Lia B 11 (II 254, 14) —
(oi) TToXXof opp. öX(toi Hippokr. 12
C 1 (1 111, 10. 12) aTOTTOi; qpaveiq Tott;
izoWdic, Anaxag. A 30 (I 382, 4) Par-
onomaeie: Gorg. B 11 (II 254. 18)
11» (II 257, 7 ff. 258, 20 f.) — tov
TrXci'u) xpovov ebd. 263, 18 uKkov
(trXeiuj) opp. |Li€iov Hippokr. 12 C 1
(I 106, 2 ff. 109, 21 ff.) opp. €X(5öau)
C 2 (I 112, 13) Antipb. B 44 (II.
XXXIV 5, 23) TcXeiaro? in Parono-
masie Gorg. B 11 (II 250, 18. 252, 15).
iroXuTXTiTO<;. -tXtitujv fivo<; ctvöpijüv
Emped. (?) B 154^ (I. XXXIII, 33).
^wonTcetJC. 'Ep[xr)(; Pythagov. B (I. XLIV,
19).
ironq)6XuE. u|liIv€? €0ik6t€(; ^T0^qp6XuSlv
Demokr. B ö, 2. 3 (II. XIII, 12 vgl.
XIV, 5).
iroveiv. 'it6voi ^tt' dperfii ireTroviiiLtevoi
Gorg. B 11» (II 259, 28).
irövov qpeuYiuv coni. qpoßov, kivöuvov
Gorg. B 11» (II 259, 14) ^0x010^
ttovok; TTepieTrcöov coni. voctok;. |naviai^
B 11 (II 254, 10) TxSvovc, en dp6Tf|i
ff€TrovTi|U6vou5 diroppiTTTCiv B 11» (II
259, 27).
nopfZeiv. iTopiaai rdvaYKaia (?) An-
tipb. B 44 (IL XXXVI 2, 20).
iröpi^ot; coni. Texv»iei<;, 5etv6^ Gorg.
B 11» (n 261, 6) ßioc; opp. äTropo(;
ebd. 262, 11 6iöa(TKdXuiv eiriKivöuvo-
Tepwv ri iropiuiuTepiuv tuxiuv ebd.
256, 8.
iröpoi (=KoUa) Emped. A 87 (I 221,
17).
77oö€i6u>v. TTo(Ji6tI»v Akuail. B 40^
(II. XXVII, 20. 24).
■n6aic, coni. ßpuKJK; Hippokr. 12 C 1 (I
110. 7).
wöxe, noO, ttä^; Gorg. B 11» (11 260,
12) t{vi ttotc . . . ebd. Z. 8.
^orepov (TTorepa) ...f\ (äXXct; Gorg.
B 11» (II 257, 21. 26 u. ö.).
TTOö 'eQr\Ka Gorg. B 11» (II 257, 14)
TTore, TTOÖ. TTuJc; ebd. 260, 12.
") TTOUc;. 6ITI TOl^ TTOÖIV V€V0|UÖ9riTai . . .
Antiph. B 44 (II. XXXIII 3, 12).
Verbindg. ui. eYKeqpaXo^ Hippokr. 51
C 3» (I 432, 4) — öfiuTCti iroboc, me-
trisch Dämon B 9 (I. XXXVH, 5).
10 Ttpäyiaa. irpctY^aTi dperri KÖöjuot; Gorg,
B 11 (II 249, 23 vgl. 260, 1) bolrii
TTidTeuuiv dmöTOTaTuui irpÄYiuaTi B 11»
(II 260, 25) dXXorpia irpayiuaTa als
Stoff d. Poesie B 11 (II 252, 3) eiKÖ-
15 v€<; tOüv 6pu)|ueviuv 7rpcrf|LidTiuv ebd.
254, 11 coni. (JaijuaTa ebd. Z. 19 (vgl.
252, 3).
irpäEK; vorausgesagt Antiph. B 81»
(II 306, 10) oüx evoq i] irp. Gorg. ß
20 11» (11 257, 20 vgl. 24;.
TTpcirreiv dist. iroielv Gorg. B 11» (11
259, 18) Tct eauToö Tipd-rreiv Kritias
B 41» (II. XXXVm, 20) dbOvaro?
irpdTxeiv Gorg. B 11» (II 256, 16)
25 TToXXct Ktti ^efaka . . . irpdaoovTo^ ebd.
261, 20 6 ToOra irdvTa irpdSa^ B 11
(II 253, 21) in Paronomasie: B 11» (11
251, 5 = 255, 6. 257, 18 ff) — tiuv ti
€|Lioi TreTcpaY|U6vu)v KaXAv ebd. 261, 27.
30TrpaO^. irpriu 7rv€ö|na coni. 'fc^ivöv
Hippokr. C 2 (I 431, 16).
irpeffßuTepoi opp. veuurepoi Gorg. B
11» (II 262, 23ff.).
^p6. luäXXov aipeiö6at *itp6 Gorg. B
a") 11» (11 261, 16) irpÖTCpov -^ifveaQai
■npö ... ebd. 256, 17.
irpoßafveiv. Trpoßi^cro|iai em Tf)v dpxnv
coni. irpoSnaoiuai Gorg. B 11 (II
251, 1).
40Trp6ßaTov. öv€tpoi Pythagor. B (I.
XLIV, 26).
7rp6ßXri|ia (?) Gorg. B 11 (U 254, 2).
TtpoYovoi. -vuuv dp€Ta( Gorg. B 11»
(II 258, 11) dSiwiua ebd. 259, 20.
45 irpoöiöövat TTiv 'EXXdöa Gorg. B 11»
(II 255, 22. 259, 19 auch eiuaurov
u. a. 260, 6. 261, 6).
irpoöoa{a<; dpxil Gorg. Ell» (11256,
16) mffeö? ebd. 258, 16.
LXXXVII TTpo6ÖTr)(;
LXXXVIII
irpoöÖTri^. iTOOi 6 itp. rroXenio^ Gorg.
B 11» (II 259, 5) TÜJl TTp. TriöT€\J€lV
ebd. 257, 1 upoöÖTrji dvfepi -nwc, av
Y€voiTO Tim^ ebd. 259, 1.
Trp66po|L*ot ßopeai Deraokr. B 14, 7 5
(U. 65, 8).
Trpo€v&r||U€tv Poseidon. 46 A 33 (I
382, 24).
Trpoeu|Li{a. öeoO TrpoeuM{av döuvoTov
KiuXueiv opp. dv9pu)ir{vr| Trpo)a)-ieia 10
Gorg. B 11 (II 251, 7) 6}xna ^aQkv
irp, Ku'i äjuiXXav epujTOc; tt^i ipuxvji
irapeöutKe ebd. 254, 20.
TTpoiKa Gorg. B 11^ (II 258, 7).
ttpökXiiök; zum Eid Xenoph. A 14 15
(I 44, 14).
itpoKpi'veiv Tivd Tivo^ Gorg. B 11*
(II 263, 8).
irpoXaiutßöveiv Demokr. A 61 (11 28,
2 vgl. Anm.). 20
irpoXeYeiv. öiaToiv irpoeipruaevuiv Gorg.
B IIa (II 260, 6).
Trpo|uri6ia avSpiuTtivri opp. Scoö Tipo-
Qv^ia Gorg. B 11 (II 261, 7).
Trpovoeiv. (toic) irpovoTiüaai opp. fxera- 2ö
vonöaoi Gorg. B 11^ (11 263, 12) Trpo-
voeToeai 9ebv i^iutJuv (Pythagor.j B (I.
XLIII, 9).
irpovoia Tilrv faeXXovTurv opp. (ewoia)
T&v TiapövTUJv Gorg. B 11 (11 252, 13) 30
Ttp. eeOüv geleugnet Anaxag. A 66
((. XLVII, 11).
^Trp6<;. exi ttpoc, toutoi^ Gorg. B 11'^
(II 256, 1; — Trpo«; ö€ toöto ebd. 261,
22 vgl. 28. 262, 5. 263, 1 iipbc; äX- 35
XtiXou«; ßeßapßapu»)üie9a Antiph. B 44
(n. XXXVI 2, 8) 6iaX€x6f)vai irpoc;
Gorg. B IIa (11 260, 7) CTiavievai Tipo^
ebd. 258, 8.
irpoofeio?. TTpoCYeiÖTOTog ö€Xt^v»-|^ 40
KÜKXoq Leuk. A 1 (II 2, 2).
TrpooeTvai. irpöoeöri m. Dat. Gorg. B
IIa (n 258, 24).
TTpoöexeiv Tov voöv Gorg. B 11* (II
262, 18 ff. 263, 8. 264, 4). 45
irpoötiKCiv m. Inf. Gorg. B 11* (II
261, 16. 285, 5) m. Dativ ebd. 269,
16 ebenso irpoöTiKOvxa opp. ouk elxöra
ebd. 261, 26.
TrpooUvai. neidOu irpoöioOoa tüji X6-
TUJi Gorg. B 11 [11 253, 4).
irpoöievai. toT^ TOiaöra {\ir\) irpoOie-
)U€voi(; Antiph. B 44 (II. XXXIV 5,
26 ff.).
TrpoöKpoüeiv v. Atomen Leuk. A 1
(11 1, 16) 24 (II 8, 7) Demokr. A 49
(II 25, 18) vgl. 93* (II 33, 22) u. ö.
Vgl. Kpoueiv.
irpoöTiSevai opp. äq>aipeioQai Hip-
pokr. 12 C 1 (I 110, 23).
TTpoTepoc;. fiyveaQai irporepov irpö . . .
Gorg. B 11* [II 256, 17) — 1^ rpiät;
TipiuTJi auveoTTiöev . . . Okkelos 8 (I
339, 29) Ti TTpüJTOv ei'iru) Gorg. B 11*
(11 256, 6) XPovo(; OaraTov Kai irpOuTov
Skythin. 12 C 3 (I 112, 23) ~ toi(;
irptuTOJ^ ouoi tOüv 'EXXnvuuv koi öokoöOi
Gorg. B IIa (11 263, 4) rovc, TrpoiTouc
TLüv TrpoiTUJv ebd. 264, 3 ra TTpCura
TUJV TipuiTUJv ß 11 (II 250,11). Sp. 524,
41 Empedokl.beispiel zu streichen
vgl. I. XXXIII, 30; Sp. 625,1 einf.:
vgl. A 34 (I 206, 14) — adverb. irpdi-
Tov nkv ... Antiph. B 44 [U. XXXIV
6, 9) Trp. KOI 5euT€pov koi |uieTiaTov . . .
Gorg. B 11* (II 262, 2).
TtpoTiG^vai. 7rpo6riöo|Liai ahiac, Gorg.
B 11 (II 251, 2).
TTpoTi|iäv. irpoTiiLiOüv t( Tivo^ Gorg. B
IIa (II 262, 26).
upoxpetretv. (TTpo)TpeTrouai opp. dno-
TpeTTouai Antiph. B 44 (II. XXXIH
3, 24 vgl. Anm.).
iTTTivd Entstehg. Demokr. B 5, 1. 2
(II. XI, 23. XIII, 15).
7ruKv6(;. Zu Sp. 527, 1 zuf. : itveOiaa
TTUKvov Km i}»uxp6v opp. irpriu Ka\
TaXnv6v Hippokr. 51 C 2 (I 431, 15);
zu Sp. 527, 24: truKvd = vaaxd Em-
pcd. A 87 (I 221, 17) — uukvoO xai
dpaioö luiTM« Parm. A 43* (I 145, 14)
uuKvm (puXaKai coni. iroXXai Gorg. B
11* (II 257, 11).
iTuXa'io(; 'Ep.uf^c; Pythagor. B (I. XLIV,
19).
TxvXt]. bm TiuXÄv (eioiifciTov) Gorg. B
11* (11 267, 26) ^Xlov nuXai = ocpeoX-
Mo( Pythagor. B (I. XLIV, 6).
LXXXIX
(JKOTO«;
xc
iruvödveaOai. rruGö^evo^ m. Genet.
syn. äKOuöa? Gorg. B 11^ (II 260, 11)
TtuGeaeai napoi ebd. 261, 12,
■nOp. nOp UYPOV opp. uöiup sripov Hip-
pokr. 12 C 1 (1 106, 24) — TiOp = Z€U(; 5
Emped. A 33 (I. XXX, 28) — Drittes
Element Orph. A 1 {U. XXIII, 16 f.)
viertes Pythagor. B (I. XLII, 7) —
nOp nepi töv r^Xiov Demokr. B 5, 1
:II. XI, 15, 11. 27) bei d. Menschen- lo
epum{vu>v oapKüuv Pythagor. C 6 ,1
360, 21).
aacpn^. aaqpujq €TnöT<ijievo(; Gorg. B
IIa (II 255, 22) dbwq, alba, avvoiba
ebd. 256, 9. 10 tuji aacpeOTcnvji bi-
Kai'iui n€i66iv ebd. 263, 5.
ö ß e a i (;. Sp. 542, 35 : vgl. jetzt I. XXXI,
10.
öeßeiv. öeßö|Li€ea coni. eiraiftouineea
Antiph. B 44 (II. XXXVI 2, 2£F.).
ö€\»ivri. eeö(; Pythagor. B (I. XLIII, 6)
— 66öq biet ToO ■irv€U)uaTO(; Hippokr.
51 C 2 (I 431, 16) Beleuchtung Thal.
A17b (1 11, 24) Pythagor. B (I. XLIII, 8)
b. Sonnenfinsternis Thal. A 17'' (1 11,
21) Wärmewirkg. Demokr. B 5, 2 (IL
XIII, 13) Mondwasser ebd. XIV, 6.
ö€\r|v(Ti6€^ fuvaiK€c, Herodor. 32 A 20
(I. XXXVIII, 7).
bildung (Protag.) C 1 (II 232, 29)
Trupi TÖ Trv€0|.ia rpotpii Hippokr. 51
C 2 (I 431, 17). — Erster Gebrauch
durch d. Menschen (Protag.) C 1 (II
233, 21 ff.) Demokr. B 5, 2. 3 (IL XII, 15
17 ff. XIV, 27 ff'.) — TÖ XeuKÖv toO
-rrupö<;, t6 jicXav toO u&axoi; Emped.
A 69^ (I 211, 43).
iTTupoOv pass. Leuk. A 1 (II 2, 3).
TtupöoiErfindg. Gorg. B 11^^(11 262, 16). 20 ofiiLia Akusil. B 40^^ (IL XX VU, 46).
nupAöec; = oupavo^ Parm. A 40» (I ariMciov noieioeai öxi Gorg. B 11» (II
145, 3) d. änp Demokr. B 5, 1 (II. 262, 18) ormeia qpujvfjc; Hippokr. 12
XI, 15, 5) in l(b\a ebd. XIV, 9. Gl (I 111, 1) vöoou Pythagor. B (I.
nu»<; €(puXaEa Gorg. B 11="^ (II 257, 16) XLIV, 25) — ^k tuiv dpiGmJüv xä ör|-
XPn TTiaxeueiv ebd. 261, 10 ttiI»^ oü 25 jueia ebd. XLII, 23, 5.
ebd. 255, 24. 257, 23 ttöxc, tioO, ttuk; o»in€Ööv€^ uiueöi \enxoI(; Ttepi€x6|U€vai
ebd. 260, 12. aXXov) tcuj^ Antiph. B Demokr. B 5, 1. 3 (IL XI, 14 vgl.
44 (IL XXXVII I, 19). XIV, 5).
af\ni IC,. TCt dno orivpeuj«; Demokr. B 5
^dibiov opp. döuvaxov Gorg. Bilbao (11. XIII, 20) = TreijJK Menestor 7 (I,
(II 260, 20) paibiwq ebd. 255, 20. XXX1II,43) vgl.21 A77 (LXXXI,19).
peö|Lia KOI xtCfta riepoc = ctvcfio? Diog. aibr\po<i. öibi^pou koöjlioc; coni. xoXkoö
C 2 (I 431, 9).
pnxujp : ßdxpaxo? (Gorg.) B 80 (I 266,
27).
i)ila Tpo(pn (Protag.) C 1 (II 233, 11).
Vgl. auch uöaxopiZo^.
piZoOoeai Demokr. B 5, 2 ^11. XTTT,
30).
Gorg. B 11 (II 254, 2) oiötipwi k€vx€1v
dist. xaXKu» Akusil. B 40^ {U. XXVII,
35 29).
ofKuov f^UKÜ Demokr. A 17^' (11 16,
19 ff).
öKoXrivd. irpOüxo^ e^pav^ >Euphorbo8<
1 A 3a (I 7, 1 vgl. XIX, 5).
p{?. plve<; öö^fj? Hippokr. 12 C 1 (I 40 OKeTcxeiv. aKi\\iaoQe x66e Gorg. B 11*
111, 5) dvaTrv€0)i€v Kaxct xd<; ^lva<; (11, 258, 5. 259, 22) aKi\\iaaQai xö
Antiph. B 44 (II. XXXVI 2, 82). irapöv opp. pLvr]aQf\vai, laavxeüoaoeai
pÖMßoc Orph. B 23 (II. XXIV, 18, 29). B 11 (il 252, 14).
^6o<;. fjir\bi-aoT€ xov auxöv f>6ov Kpa- OKii^ic,. xoutujv Antiph, B 44 (II.
x€lv Pythagor. B (I. XLV, 2). 40 XXXII 2, 26).
AuOmoi' Dämon B 9 (L XXXVU, Iff.). okottcIv Antiph. B 44 (IL XXXVI
odpE Entstehg. Pythagor. B (L XLIII,
22) Kudjiujv dnexcööai Ka6dTi€p dv-
2, 16).
OKÖXO^ opp.
XLH, 11).
(piü^ Pythagor. B (L
Diol8, Fragm. d. Vorsokr. III. 1. Aufl. Nachträge.
XCI öo<pia XCII
aotpla. vpuxf^i KdayLOc; Gtorg. B 11 (II OTOix€ia Erfinder 2, 31 (I 21, 24)
249,S3)ao(p{a(;€TnKTiiTOuöüvom(;ebd. m'Hi(;, Kpaoic; Thal. (?) AIS» (I 10,26
250, 21 Qeoc, dvOpaurou Kpetdaov Kai vgl. Anm.) neiTiua Emped, A 43 (I
ßiai KOI oocplai ebd. 251, 11 ^Timj&|ui]v 207, 24) KepdvvuöOai Hippokr. 21 A 34
€Tr\ <Joq){ai = xoTk; evTifiOTdroii; B 11^ 5 (I. XXX, 31) xeTTapa Pythagor. B (I.
(II 259, 4) coni. juavfo, xa ivavTiuiTaxa XLII, 23, 7).
ebd. 261, 4 ff. oxöXo^. 'EXevn? Gorg. B 11 (II 251, 3).
oocpicrxri? Begriff 73^ 2* (II 218, 32ff.). aroixa. dvairveo^ev Koxa x6 öx. Antiph.
aocpoc; = ävbpeloc; Dämon B 8 (I. B 44 (II. XXXVI, 2, 81).
XXXVI, 28) Aomo sapiens [Demokr,] 10 oxpaxriYe IV. Zu Sp. 565,1 vgl. IL
B 309 (IL XXI, 38) xou? ö. äv5paq XXXI, 1.
vojLifZeiv dvoiixouc; f\ cppovifxouc, Gtorg. axpaxÖTrebov Gorg. B 11^ (11258,1).
B 11» (11 261, 13 vgl. 17) (Joqpu&xepoq öxpoTT"^o<;- TtepiYpaqpn K6(J|iou Leuk.
ebd. 260, 28 (JO(pi]&xepo(; Kpixi^q (=XPo- A 24 (II 7, 33).
voO ebd. 263, 9 — oi enx& auch 1 A 15 öxpwiuvii (Protag.) C 1 (II 233, 8. 33).
3* (I 7, 8). oü. öeeev Emped. (?) B 154<i (I. XXXIII,
öirlpiaa Pythagor. B (I. XLIII, 19 f.) 83).
YuvaiKÖ^ Demokr. A 142 (II. X, 5). öutT^TV€<J9ai. outriYvonevri m. Dat.
ffTTnXaiov als "Wohnung Demokr. B 5, Gorg, B 11 (II 252, 7).
1. 3 (IL XII, 22. XIV, 24 ff.). 20 öutKaxaxpexeiv v. Atomen Leuk.
aitopdbriv iwiKouv ävöpujTToi Kox' dpx<i<; A 1 (II 1,19).
(Protag.) C 1 (I 233, 34) vgl. Demokr. a\)fKpaai<; ■nvpb<; koli u6axe? Hippokr.
B 5, 1 (H. XII, 6). 12 C 1 (I 105, 23. 106, 19).
öTTOu6ato^(?)Antiph. B44(II.XXXVI öÜykpiök; xdiv uTpoiv Demokr. B 5, 1
1, 3). 25 (IL XI, 15, 8) feiw&ti«; ebd. Z. 23.
oxa Y ib V €YK€q)(i\ou (öirepijia) Pythagor. ouYKußeueiv Xenophan. A 16 (144,
B (L XLni. 20) al(j9noei<; ebd. 19).
XLIV, 12. (TuYX^iv. qpujvf] av^Kexv^ivr] coni. äar\-
<yxae|LiaErfindg.Gorg.Blla(n262,14). ^o? Demokr. B 5, 1 (11. XH, 9).
<JxeY€iv. xöiroi 6uv(i(aevoi x"^Pfi<yoi KOi 30 <jUK<i|Liivov Menestor 3» (I 283, 22}.
öxlEai Leuk. A 24 (II 7, 27). ouXXaßi^ (au/iqpwvfa) 12 C 1 (I 107, 31
ffxepeiv. CKelvoi ejioO (eoxepriGrioav) nach XXVI, 31).
Anaxag. A 1 (I 376, 12) iTaxp(6oq öxe- ö»}|ußoXov. ev xti« appevi koI xOüi 9»^X£i
priGeiöa Gorg. B 11 (11251, 19) ^oxepr]- olov öujißoXov ^velvai Emped. B 63
juevo? xi^f^i; B 11» (II 259, 26) Trfoxew«; 35 (I 248, 7 vgl. XXXn, 10) oÜMßoXa
ebd. 260, 2. Orph. B 23 (IL XXIV, 18, 23) sprach-
(yxep6|Livi0(;. o\)pav6c, Emped. A 51 lieh Demokr. B 5, 1 (IL XII, 11).
(I 209,3) drip Anaxag. A 106 (I 397, ööußouXo^. b6la \\ivxi\i Gorg. B 11
31) xä öX6p6|Liviu6xepa bei Erdent- (II 252, 16).
stehungDemokr. B6, 1(II,X1,15,10). 4o a»5)U|Liaxo<;. dneKxovöxeq dvöpa avu-
oxepeö?. öxepea axi^MOTO auch Pytha- inaxov Gorg. B 11» (II 263, 29).
gor. B (I. XLII, 6) coni. i:\f[pe<; opp. aufiTtfiixeiv. Sp. 571, 45 einf.: vgL
|iiav6v auch Leuk. (Demokr.) A 1 {II A 48 (I 208, 13).
2, 29) xa öx. coni. Er^pd opp. UYP(i, ou^•I^XeKelv med. Leuk. A 1 (II 1,26)
jLiaXaK(i bei Embryobildung Hippokr. 45 vgl. Demokr. A 931 (H 33^ 22).
12 C 1 (1107, 19ff.) — (Txepeai *övux€^ ffujiqpepciv. x6 auntpepov Demokr. B
(Protag.) C 1 (I 233, 10). 5, 1 (IL XII, 7J xä E. Antiph, B 44
ffxepeoOv pass. v. rf\ Demokr. B 5, 1 (SI. XXXm 3, 81. 83 ff.) EuMqpepdv-
(11. XI, 15, 19. 26). xw? kuxtöi ebd. XXXII 1, 16.
i
I
XCm aOfMa XCIV
öu^qpopüjv Mv»i,un Gorg. B 11 (11 auvoiöav d. iJTPii Demokr. B 5, 1 (II.
250, 7 . XI, 15, 13;.
<juM<popa opp. 6i(iq)opa Hippokr. 12 avvovala Gorg. B 11» (11256, 18 f.)
C 1 (auch I 109, 24 ff.). Beüchlaf (Demokr.) B 32 (II, XV, 41).
öu|uq)UTOv. Tct Tf]! q>u(T€i Eu|iq)UTa 5 auvraSi«;- t) ev KÖamui Demokr. B 6, 1
Antiph. B 44 (II. XXXII 2, 11). (U. XI, 16, 4) dpnovit]? öuvraHiec;
öli^<pu)vo<;. Zu Sp. 574.11 zuf.: vgl. Hippokr. 12 0 1 (I 110,2).
auch I 107,6. auvxiOevai opp. ömipelv Hippokr. 12
ff uvateiv. aa»|LiaTa ovvxy^ac^e Gorg. B 11 C 1 (1 109, 25 ff.) cruve9iiK€ xnv alrfav
(H 250, 19). 10 Gorg. B 11* (II 258, S).
ouvoTUJTn -Tai Tit. 74 B 12 (II 232, axivcoynxjc, Gorg. B 11^ (II 264, 2).
18 Anm.). fluppeiv v. Atomen Leuk. AI (111,22),
ouvaTiuT<^?- &6<JMoi qpiXiaq öuvaYUJTOt öudOiTiov b. Hekat. A6 (II 150,14).
(Protag.) Cl (II 234,4,. axiOTaoxc, vbaroc, Hippokr. 12 C 1 (I
(Juvaiv£aaiTol(;TTOiou|Lilvoi<; Gorg.Bll 15 108, 3) t&v o\ujv Demokr. B 5, 1 (II.
(U 253, 2). XI, 1).
auva\XaTü»v öiaWatai Gorg. B ll^ öuOTTnua öqpaipoeibe«; Leuk. A 1 (II
(II 262, 15). 1, 20 vgl. 26) il dT6^uJv <Ju(JTl^^aTa
<Tuv€i6evai. Hüvoibe Gorg. B 11» (II Demokr. AI (II, 13, 22) — sprach-
257, 22) — oüviöxe raOra, Spiel m. 20 lieh B 5, 1 (H. XII, 12. 15;.
öuveOTC ebd. 258, 26. ouvoiöa m. part. au0Tpe<pciv med. v. dt^p Demokr. B
nom, ebd. 2.56, 10 (Juvoi<j9a m. Dai 5, 1 (II. XI, 15, 9).
260,27. öqpaipo€i6n?. KÖOjLiO«;, •sf\ Pjthagor.
(JuveTvai Gorg.Bll* (II 256,22 ff. 257, B (I. XLII, 9 f.) öüoTrma Leuk. A 1
21 ff.) <Juv6(JT€, auviore ebd. 258, 26. 25 (II 1, 20).
<Tuv€Tii<jTa<jeai. öuvnTr(öTavT0 m. Dat. acpaXepöc;. ^ioc, Gorg. B 11» (II 261, 9)
Gorg. B 11» (II 260, 1) ouvetnöTnöeaee h6la, euruxfai B 11 (II 252, 17).
O^Iv auToi^ TreTTOiTiKÖTcq 263,28). ocpftTeiv. Sp. 582,17 zuf.: vgl. A 49
öuvepTÖi;. x^'P^? Demokr. ß 5, 1 (11. (I 208,31).
XII, 27). 30 aqpo6p6^. ö|nßpoi Demokr. B 14, 5 (II
öuvepx€(Teai. (Juvji\6on€v Gorg. B 11» 64,10).
(11 257, 17). <sxf\)ia. xd CTTfireöa, areped Pytbagor,
öuveoi?. Sitz: eyKeqiaXoc; Hippokr. 51 B (I, XLII, 23, 6), — coni, aili^o
G .3» (I 432, 6. 14). Gorg. B 11 (II 254, 15) dv9puiiT0(; t6
<Tuv€uvo(; Kpovou: hM&c, Philol. (?) B 35 (Tx- 6p96(; Demokr. B 5, 2 (IL XtH,
20» (I 318, 9j. 39).
(Tuvex'^«;- curoyia. Leuk. A 1 (II 1,22). axiMciTia^6(; iniKpo^epric; Leuk. A 24
»ouvi^eeia ToO vö^ou Gorg. B 11 (II (II 7, 25).
254, 4). öXoXf^q öiarpißi^ Gorg. B 11» (II 262,
ffuvievai Tol? döuveroioi Hippokr. 12 40 16).
C 1 (I 108, 29 vgl. 34). atjOiZeiv Trarpiöa u. a. Gorg. B ll^ (II
(Tuviöxavai. auveörrioev dpxi^v (rpid?) 255, 24).
Okkelos 8 (1339,29) med. v. Kodyxoc, oöjua. aioBriTd Entatehg. Pythagor. B
Eurip. 46 A 30 (I 382, 10) Leuk. A (L XLII, 7) (püü? öu»^a Emped. A 57
21. 24 (n 6, 37. 7, 6) u. ö. v. ayOpu)- 45 (I. XXXI, 2 ff.) (Ju»^a amKpÖTOTov xai
no(;, aßi\xa 45 B (I. XLIII, 23) 55 B dqpaveOTaTOv v. Xö^oc; Görg. B 11 (II
5, 2 (II. Xin, 38) 74 C 1 (II 234, 251, 24) — a. M/aüoio? Hippokr. 12
12) u. ö. C 1 (I 111, 5) opp. vux*i Eatstehg.
ff6vo6o5 dT6^u)v Leuk. A 24 (II 7, 12). Pythagor, B (I. XLIII, 23) Demokr.
4*
XCV öUJTripfa XCVI
B 6, 2 (II. Xin, 38) \vvxf\ verglichen tcSxo^ Tvt&inn? öorg. B 11 [U 263, 11)
Pytbagor. a. O. XLIV, 18 Haltung io^hc, av€u T<ixou(; (Protag.) C 1 (II
Demokr. a. O. Z. 3ö — Koanoq öiomoti 232, 33 vgl. d. Folg.).
Kd\Xo(; Gorg. B 11 (II 249, 21) ^vi raxu?. TaxiaTovc,äffi\ovc,i=m)paovc,)
öujiuiaTi TToXXä ö. avvr\yafe ebd. 2öO, 5 eupiJdv Gorg. B 11^ (II 262, 16).
19 t6 'AX€E<ivöpou aut|Lia ebd. 2ö4, 20 tcIxo?. 6i€Xibv toO rei'xou^ Gorg. B 11*
TÖ ou)|Lia cpuXctEaTC B 11» (II 263, 17) (II 257, 29) inrep TCixctuv ebd. Z. 28.
if\ Tdiv q)ap|naKiuv toEk; (Xoyov exe») T6K|ia(pe(T6ai Antiph.B44(II.XXXV
Tipö^ TTiv tAv ö. qpuoiv B 11 (II 2Ö3, 1, 10).
13 ff.) aib^iaja rroXenia ebd. 264, 1 iotckvov. teveoiq [Demokr.] A 142 (II.
^tt' äXXoTpiu)v . . . öu))naTiuv {*Perso- X, 6).
nen*) cviTux^aK koi bvanpa'^iaxc^ coni. reXefiu^ Gorg. B 11 (II 264, 16).
TrpaT^ctTUiv ebd. 262, 3 dieselbe Ver- TcXexai Orph. B 23 (il. XXIV, 18, 3)
bindg. 264, 19 ck rroXXdiv xpiundruiv Mus. A 9 (IL XXV, 4) Pytbagor. B
KOI 0. 6v a<i)}xa KOI oxtina än^p-^aZeaQai 16 (I. XLV, 12).
(v. d. Malerei) ebd. 254, 16. TcXcuTäv opp. äpxeoBai Hippokr, 12
awrr\pia (Zuiiiuv) (Protag) C 1 (U 233, Gl (I 110, 16).
2 ff.). TeXcuTii Entstehg. opp. dpx4 Meöixr}?
(Ta»(ppov€iv überliefert Herakl. B 112 Okkel. 8 (I 339, 30).
(I 99, 10) 116 (1 100, 6) vgl. XXV, 30. 20 reXo?. Sp. 596, 25 zuf.: dpxnv koi tcXo?
awtppoavvT] defin. Kritias B 41» (II. öuXXaßuJv (xp6vo^) Skythin. 12 C S
XXXVIII, 20) in d. Musik Dämon (I 112, 20) dir* dpxn? eiq t. Gorg. B
B 4, 13 (I. XXXVI, 12). IIa (II 262, 3) ßfou TeXo<; (= edvoToO
ebd. 263, 21 blKr\<^ 263, 26 — xeXo?
ToKTiKd Pytbagor. 32 B 21 (1.25 toO ß{ou öeuipia Anaxag. A 29 (I
XXXVIII, 44). 381, 42) vgl. A 1 (I 376, 10).
Ta^xiac, xOüv i|jux«jl»v: 'Ep(ifl<; Pytbagor. repireiv. rip-aovanr\v 6\i>iv {o\fpa(p€\<^
B (I. XLIV, 19). Gorg. B 11 (II 264, 16) erep^e Km
TöiLiulov bildlich Hippokr. 12 C 1 cTreioe {\6-fO(;] ebd. 263, 9.
(1108,1). 30T€pi|ii(; opp. XuTTTi Hippokr. 12 C 1
TdHiq. rj nepi TÖv oXov kÖ(T|liov Anaxag. (I 110, 13) opp. irföTK; Gorg. B 11
A 30 (1 382, 8) Taleiq ttoXcmiko? eupifiv (II 260, 25).
Gorg. B 11=^ (II 262, 12). rexvn Thrasym. B 7» (I 281,30) Teyyric,
TapdxTeiv. Sp. 589,46 zuf.: vgl. AI itapoöKCuaiq Gorg. B 11 (11 256,3)
(II 13, 30) — krap&xQx] koi exctpaHe 35 rexvai verglichen mit Körper Hip-
xfjv ujuxnv Gorg. B 11 (II 264, 3) öxe pokr. 12 C 1 (I 108, 26 ff.) Erfindg.
^xapdxe»! arravxo Hippokr. 61 C 3 Demokr. B 5, 1. 3 (IL XII, 24 fi.
(I 431, 34). XIV, 14 ff) eiuTTupoq x. (Protag.) C 1
Tapaxiu&Tl«; oüpavoq, edXaoöa Demokr. 'I 233,27) 6imioupYiKii ebd. Z. 36
B 14, 7 (II 64, 29). 40 troXixiKn Z. 37 uoXemKri Z. 38 TonT€{a<;
xapxapoöv Akusil. B8(n.XXVII,3). xai ixufeiac, biaaai x. Gorg. Ell (II
xdxxeiv. TTOiOüv xö xaöö6|U€vov Gorg. 262, 9).
B 11» (II 262,27). xexvrici? coni. 6€iv6?, TiöpiMoq Gorg.
xaOpo?. progenerari posse apes iuvenco B 11» (II 261, 6).
perem|)to (Demokr.) B 27 (IL XV, 20). 45 x i in Synaloephe? Emped. B 17, 30
X (5 q) o <; Mauö(j[)XXou [Anaxag.] A 1 (1 376, (I. XXXII, 2).
12) — obruenda corpora Thal. A 13 xiGevai. xtoö eöriKa (xpnnaxa) Gorg.
(I. XIX, 20) Ttpo6i66vai xdqpou? (iraxe- B 11» (II 267, 14) kQepLr]y (vö^ov) B 11
puiv?) Gorg. B 11» (259,20). " (266, 9).
xcvn
Tuxn
XCVIII
J^Q^X)v6<i Akueil. B 8 (11. XXVI, 39).
T IKT61V. TTai6a<; rcKeiv ^k Akusil. B 40^
(n. XXVII, 22).
TiMäv ^TtaivuJi Gorg. B 11 (It 2öO, 2)
€TiMUi,u»lv em toT(; evTi|U0T(iT0i<; B 11'^
(II 259, 3).
rmn Gorg. B 11» (II 255, 16. 258, 27 ff.
259, 26) Ti)iä? eeoT? Kai fipiuOi vom'-
Uw Pythagor. B (I. XLV, 6).
Tijiwpeiv Antiph, B 44 (II. XXXV
6, 26) TÖv dbiKoOvxa Ti|uujpou|Li€vo<;
Gorg. B ll'i (n 256, 2).
Timupi'a. eiq TTjv t. dvaqpepoinevov An-
tiph. B 44 (U. XXXIV 6, 19 vgl.
XXXV 6, 26).
Tf(;. Ti'vi t(? Gorg. B 11» (II 256,23)
t(vi TTore ... ebd. 260, 8.
^o(vuv an zweiter Stelle d. Satzes
Antiph. B 44 (II. XXXUI 4, 22.
XXX Vn, 1, 10) Gorg B llMn 257,
19; K«i ön TOi'vuv ebd. 256, 22. 257, 16.
■^oioÖTO«;. ToioOxoc; oloc, m. Inf. An-
tiph. B 44 (II. XXXVII n, 9) Toioö-
Toc, u)v TOiouTOu KOTriYopel? Gorg. B
IIa (11 260, 8) Ti toioOtov ebd. Z. 26
ToioÜTuuv KOI ToooÜTiJuv ebd. 258, 10
Tüjv T. kaxiv, Sxav ebd. 263, 13 toT<;
TOiouTOi^ TToXeiLieT ebd. 257, 12 u.
ä. ö. ToiaöTO mit xä ToiaOra wech-
selnd Antiph. B 44 (II. XXXIV 5,
26. 6, 6).
TOKeüq. TOKea^ aiuiteiv Gorg. B 11*
(n 256, 1) TTpoöibövm ebd. 259, 19
d|uiapTri(J6öee el? tou(; ^|biou<; t. ebd.
263, 27.
T o X M tt i c; m . Inf. Gorg. B IIa (H 260, 26).
ToX|LiTip6<;. (I) ToXmipöraxe Gorg. B U»
(II 260, 26).
TÖvoq. Zu Sp. 605, 23 vgl. I. XXII, 34.
TÖrcoc;. q)pdöov tov tottov coni. (xpo-
Ttov), xpövov Gorg. B 11=^ {U 260, 12).
^oaoöTo^ coni. toioOto^ Gorg. Bll^
(H 258, 10).
Tore opp. vOv Gorg. B 11 (II 251, 1).
Tp(iTO<; Orph. B 23 (H.XXIV, 18, 10).
Tp^neiv med. coni. jueTaßctXXeiv v.
Elementen Pythagor. B (I. XLII, 23,
8) TToT Tp(iTru)|Liai Gorg. B 11» (11 256, 6)
Tgl. ebd. 259, 23.
xpictt; Okkelos 8 (I 339, 29).
tpitXwv direx€öeai Pythagor. B (I.
XLV, 10).
rpifiuva irpüüTo? CTpa^e »Euphorboa«
5 1 A ^MI 7, 1 vgl. XIX, 5].
xpon»^ Demokr. A 38 (auch II 23, fii.
xpoTTiKo^. Zujvai Parm. A 44» (I.
XXVn, 38. 41).
xpÖTro(;. xi'va xpoirov Gorg. B 11" (II
10 256, 19 vgl. 23) <x6v xp6nov> coni.
xöirov ebd. 260, 12 6id 6i(Jöu»v xp6-
uwv ebd. 256, 13 — fem ty\<; ox^ieiuc,
T) ^l\}xr] Kdv xoT<; xpoiroK; xuTroöxai
Gorg. B 11 (II 253, 24).
15 xpo(p»i d. Pfianzen Diog. C 3'» (I.
XLVIII, 20 ff.) d. ZOjia (Protag.) C 1
(II 233, 10 ff.) Demokr. B 5, 1 (U.
XI, 15, 18 ff.) d. Menschen (Protag.)
a. a. 0. Z. 34 Demokr. a. a, 0. XII
20 18 ff. XIV, 21 ff-
xpoq)ö^ opp. q)96pO(; Hippokr. 12 C 1
(I 108, 2).
xpoxaioq Dämon B 9 (I. XXXVII, 4).
xpucpn Krotons 9, 2» (I 40, 43).
25 xuYX<^v^''V- TUTXoivw^ KpaxOüv Gorg. B
ll'i (11 255, 21) €xuTX«vov uiv ebd.
259, 8 fjv (q)uoiv) CKaöxov €xuxe (opp.
eeXoM€v) B 11 (II 263, 23) xuxelv m.
Genet. ebd. 251, 18.
30 xu|btTravi()&n<;- öXHI^a t^? Leuk. A 1
(II 1, 10).
xuTCOi Zuiituv Demokr. B 5, 1 (11. XI,
15, 21} dveptüTTiuv ebd. XU, 9.
xuTTOÖv (Protag.) C 1 (II 232, 29) Miuxn
3ö €v xoi(; xpÖTroiq xuitoDxai Gorg. B 11
(II 253, 24).
xupavveiv Gorg. B 11" JI 268, 9).
xupavvi&o<; eKireoaiv Gorg. B ll'i (II
260, 3).
40xupavvo<; Trdvxojv Gorg. B 11 (11250,
16).
xuxn«; ßouXniuaöi Gorg. B 11 (II 251, 4)
dYpeunaOi ebd. 256, 2 vgl. Anm. xf^i
xuxii KOI xOui eeOüi aixi'av dvaöexeov
45 ebd. 261, 12 Kaxd xuxn^ opP- "Po~
aipeöiv, auxÖMOxov u. a. Anaxagor.
A 66 (L. XLVn, 10 vgl. 12).
XCIX vi(i? C
\)6<;. bvo Thaies (?) B 2 (I 13, 11). 4) — xb neXav toO uöaTO<; opp. ?röp
ußpfretv akt. u. pass. Gorg. B 11 (II Emped. A 69» (I 211, 43).
2Ö1, 14 ff.). verde, Prophezeiung Anaxag. A 1 (I
ö ßp k;. ußpeu)? Trpeitouoai ßdoeK Dämon 376, 8) im Kalender Demokr. B 14, 7
B 9 (L XXXVI, 38). 6 (II 64, 24) vgl. öftiup Sp. 620, Iff.
\)yl€ia dpiLiovfa Pythagor. B (I. XLV, 4) uiö^. tOüv ui^uuv Tiv(i (eöiuKe) Gorg. B
öTiMCla ebd. XLIV, 25 vgl. auch An- 11* (II 2ö7, 2).
tiph. B 81a (II 306, 11). uXri öud^ Pythagor. B (I. XLII, 23, 2)
uTieivov t6 edXAov eap Pythagor. B hei Weltbildg. Leuk. A 24 (II 7,23ff.)
(I. XLIII, 1). 10 des Menschen Demokr. B ö, 2 (IL
iifi'!^' ö dviuTdruj aiQir\p Pythagor. B XIII, 38).
(I. XLIII, 4). uXiKÖv opp. noiTiTiKÖv (Anaxag.) A 86*
uYpctiveiv 8. UTPO?- (I 394, 3f.).
\)fp6v opp. Eripöv Pythagor B (I. XLII, u|ni^v. ar\neb6v€c, üueoi XctttoT^ icepiexö-
23, 12 f.) t6 ufpbv Hripm'veiv u. umgek. 15 inevai Demokr. B 5, 1 (II. XI, 14)
Hippokr. 12 C 1 (I 109, 25ff. 110, d. ersten Zuiia ebd. Z. 21 vgl. XIU,
22 ff. vgl. Z. 32. 108, 1) TiOp uYpöv opp. 12 toO Xenupou Orph. B 12 (U 172, 6)
ööiüp Hiipöv ebd. 106, 1 t6 u^pov = d. pLr\Tpa (Demokr.) A 151 (II. X. 16)-.
■naxvc, alerip Pythagor. B (I. XLIII, iina{epio<; ßi'o^ Gorg. B 11» (11 258, 1).
12) kot' eiriKpaTeiav uxpoö <p6ivö- 20 uudpxei kxQpdc, Antiph. B 44 (11.
TTiupov fifveaeai ebd. XLII, 23, 13 XXXVII 11, 8) anavra Gorg. B 11»
omnia ex umore creari . . . in umo- (II 258, 10).
rem resolvi Thal. A 13 (I. XIX, 20) unepßafveiv. uTrcpßäg (xöv xpovov
i\ tOüv u. aÜT»<pi(n?, Meer- und Sumpf- Gorg. B 11 (II 251, 1).
entstehg., Entstehg. d. Ziüia Demokr. 25 Onepexeiv opp. eXXeftreiv Hippokr. 12
B 5, 1 (IL XI, 15, 8 ff. 17 ff.) u. in C 1 (I 110, 23 ff.).
Tieren ebd. 5, 2 (11. XIII, 32) vgL uTrepyi6j(JTov überliefert Gorg. B 11»
6, 3 (XIV, 8) bei Embryobildg. Hip- {II 262, 1).
pokr. 12 C 1 (I 107, 12 ff. vgl. IC^, uirepopöv. irev(a? imepopujv Gorg. B
Iff.) Pythagor. B (L XLIII, 22). 30 11» (II 262, 26).
ufpöxri?. öcXrivaiai Demokr. B 5, 3 uirexiu Xöyov Gorg. B 11» (11261,26).
(H. XTV, 6). uTtoöeoK Erfindg. (Protag.) C 1 (H
u SaxöpiZoc;. ■xf\ Parm. B 15» (I 162, 233, 33 vgl. 9).
22) vgl. piZa. uiTOKa6i'2€iv v. Atomen Leuk. A 24
uöpoTrat*1^- oupavö^ Emped. A 51 35 (11 7, 10. 22).
(I 209, 7). \jiToXa|Lißdveiv Öeöv Xenophan. A 13
u6u)p aTtetpov (öxoixeiov) Thal. A 13 (I 44, 4) eoxai xä ovxa, ola äv mro-
(I 10, 25) drittes Element Orph. A 1 Xctßujöi Anaxag. A 28 (I 381, 40.
(IL XXin, 16f.) Pythagor. B (I. viTro^iiiuvi^öKeiv. uirofivViau) xivd xivo?
XLII, 23, 7) - Entstehg. Demokr, 4o Gorg. B 11» (II 261, 26) i)nk\iyr\aa
A 60» (II 27, 38) — in und auf t^I, ebd. 262, 17 \i-no\xvY\(Sal xi ebd. 264, 1.
Entstehg. d. Züjia, Wohnort d. Tiere unoxiGevai. xd üiroKeiVeva in der
B 5, 2 (H. XQI, 7 ff.) xb ubtup utto- Sprache Demokr. B 5, 1 (IL XILH).
ar&v Leuk. A 24 (II 7,27) — ij/uxvi unoupfilM«- dvxi ^efdXwv u. öXff«
Trupb(; Km ubaxo^ ouTKpr|Oiv exouoa 45 xP'IMOTa Xaiaßdveiv Gorg. B 11» ^11
Hippokr. 12 C 1 (I 106, 19 vgl. 1) 257, 6).
Ernährung d. Menschen (opp. irOp) ö^. Zu Sp. 628, 2 vgl. I. XXIIL 34. —
ebd. 106, 24. 107, 32. 108, 3 ff. 5 bi' Fruchtbarkeit (Demokr.) A 151 (IL
öbaxoc; öpäv Pythagor. B (L XLIV, X, 14. 18).
Y
Gl cpXoS CII
OöTcpa Tuiv i\\ii6\u)v Demokr. A löl (pQlveiv opp. edXXeiv Pythagor. B (I.
(II. X, 22). XLIII, 2 f.) <pe{vov (peivÖTiDupov ebd.
uöTCpoi;. CöTCTOv KOI irpuiTOv (xpövo^) <peiv6nu)pov Entstehg. Pythagor. B
Skythin. 12 C 3 (I 112, 23). (I. XLU, 23, 13£F.).
uqpnTeiööat. Zu Sp. 628, 27 vgl. B 5 cpQiaic, k6o|uou Leuk. A 1 (II 2, 9).
6, 1 (IL XII, 26). . (pGÖTTOi Theorie Dämon B 7 (I.
uqpiaxdvai. uiiup \jnoöT<Jv Leuk. A 24 XXXVI, 24).
(II 7, 27). qpöoveiv. cpeovf^oai toic, Xe^oiuevoi^
Gorg. B IIa (II 261, 27) — ei'&ujXa
<paiv€iv. Tct ctTriöTa kci äörjXa <pa{ve- lO eEievai toü? q)eovoövTaq Demokr. A
cöai Tot^ tfiq b6ir\(; ofifiaaiv Gorg. 77 (IL IX, löif.).
B 11 (II 263, 7) <paiv€Tai m. Inf. (peovep6(; Gorg. B 11=' (II 262, 26).
Antiph. B 44 (IL XXXIV 6, 4) m. qjGövoi; dist. KOKOTexvfa, iravoupT^o
Part. ebd. XXXVII II, 18. 25 OmTv Gorg. B 11» (il 256, 2).
dbfKoi^ q)av€t0i Gorg. B 11» (II 263, 15 qpöopct köomou Leuk. A 1 (II 2, 9;.
19) qpaviiTUJ coni. cXöeTu» ebd. 260, qpööpo^ opp. Tpoqpö? Hippokr. 12 C 1
44. (I 108, 2).
qpdvai opp. etvai Gorg. B 11 (II 250, qpiXaXXriXfa d. ersten Menschen De-
16) uj^ av (pi^iq B 11» (II 260, 17) mokr. B f, 3 (IL XIV, 16ff.).
(pjioaim av KOI (pr{Oac, oOk av vjjcu- 20 q)iX{a Erkl arg. Pythagor. B (I. XL V, 5)
oai'nTiv ebd. 262, 7 f. m. Inf. q)Tf\ic, fteoiuoi cpiXiOi; ouva^tuToi (Protag.) C 1
(■wechselnd m. Xi-^eic, liiq) ebd. 261, 5 (II 234, 4).
tf>r\a€i<; iaux^ ehd. 260, IQ (pr\a€i ric, WC, qpi'Xio?. xni qpuoei qpiXiuGTepa dist.
ebd. 257, 4. oiKeiÖTcpa Antiph. B 44 (IL XXXLU
qpav€p6? opp. d<pavri^ Hippokr. 12 C 1 25 3, 20).
(I 108, 27 0".) 51 C 2 (I 431, 13) (p. (piXöviKo^ [-veiKo<; Hdss.) epw<; coni.
TevoMevo^ Gorg. B 11» (II 257, 15) (piXorim'a dvfKrjTo^ Gorg. B 11 (II
q>av€pa KOKÖTrit; coni. •fvuipiMO(; ebd. 250, 22).
263, 24 qpavfpäi »|;»i<puji ebd. 255, 14 (pi\0Txe.vQr\c,. tiööo^ Gorg. B 11 (II
dXi^eetav coni. Ka0apdv ebd. 263, 16 so 252, 3).
aixiav ebd. 263, 24 dbiKi'av Z. 30 qpi'Xoq. -uuv öpq)aviöeeiöa Gorg. B 11»
<pav€p6v ÖTi ebd. 260, 23 Tevrioexai (11261,19) napaCxriö^B 11» (II 263,2)
qpavepdv ebd. 263, 23 qpavepd y^voixo ßor)6€ia(; ebd. 263, 4 q)i'Xou<; luqpeXeTv
äv ebd. 258, 1 fjv dv ebd. 257, 3 (opp. iioXemoi) ebd. 259, 9 KaKa)(;
6\\iic, q)av€pu)v Hippokr. 12 C 1 (I 35 uoieiv (opp. ex6poO ebd. 11 ßXdirreiv
111, 6;. (opp. kxQpoi) ebd. 261, 8 Tipoöiödvai
q)aOXo(;. Ttpö^ qpauXouq 6iKaoxd^ Gorg. ebd. 269, 19 xo\c, exQpdic, Tcapaöiödvai
B 11» (n 264, 2). ebd. 260, 1.
(p€pei opp. €X€i Gorg. B 11 (II 260, q)iXoöo<p{a opp. cykükXio jaoöiiinaxa
26) 6 qpepujv opp. bexeceai B 11» 40 (Gorg.) B 29 (II 266, 24).
(II 257, 13) dveu xoö qpepovxoi; ebd. tpiXoxexveiv (Protag.) C 1 (11233,26).
266, 21 xö 9€p6)uevov ebd. 267, 10 — q)iXoxinia. i^XOov vnb qpiXoxiiniaq dvi-
<p€p€ bY\ m. Konj. Aor. B 11 (II 252, ktixou Gorg. B 11 (II 250, 22).
5 u. ö.). qpXaöpov Ka"i dpiöxov irpdi; xi Hippokr.
qpeüfeiv. qpeufouöiv eKirXafcvxc^ Gorg. 45 12 C 2 (1112,3) opp. daxeiov ebd. Z.12.
B 11 (II 254,4) k(v6uvov (peufujv ebd. tpXeße^ beana y^v%f\<; Pythagor. B (I.
269, 16 ünMiav (peiJTOvxe^ ebd. Z. 17 XLIV, 16).
Traxp(6a tpv^iuv ebd. 260, 3. (pXöE. qpOuq = Xenxo^epeöxdxr) xoO q)U)-
<piinri ovÖMOxoq Goig. B 11 (11260,7). xauToO<;(pXö?Emped. Aö7(I.XXXI,2).
cm (poßepö? CIV
«poßepä i66vT€^ Gorg. B 11 (II 254, 8). qpuXaKri. wuKvaf Gorg. B 11» {II 257,
q)6ßo<; vöriiua cnreaßecre koi ^Ei^Xaoe 1 Ij äiravTa irXtipri qpuXaxOüv ebd. Z. 29
Gorg. B 11 (II 254, 9) q)ößov iraööai vgl. Anm. qpuXoKai Aioi; <poßepa( (Pro-
ebd. 251, 25 öia töv (p. töv dwö rfi«; tag.) C 1 (II 233, 25).
övpetuc; ebd. 254, 5 q)6ßov f\ Tr6vov f\ 5 qpuXaL dpiö^öv xPIMi^tiuv q)uXaKa (eu-
Kivöuvov qpeuTUiv B 11" (II 259, 14) pij&v) Gorg. Bll^ (11262,16) qpüXoKaq
(p6ßO(; abgelehnt Demokr. A 1 (II toO &iKa(ou (= v6^ou(;) ebd. Z. 13.
13, 30). ■ (puXdxTeiv. iril»^ eqpöXaEa (xpiiinaTo)
<popd d. Gestirne Demokr. B 5, 2 (II. Gorg B 11^ (U 257, 15) xö öOüiaa toO-
Xni, 6). 10 |ubv (puXdEare ebd. 263, 17. töv alOJva
(p p et Z 6 1 V. qppdöov Gorg. B 11» (II 260, 11). udvTa (puXdTT€ö6a{ riva Antiph. B 44
(ppeve«; Seelenteil Pythagor. B (I. (H. XXXVII 11, 6).
XLIV, 8 ff.). cpOöa = dnp Diog. C 2 (I 431, 6).
<t)p€U)puxiKd [Demokr.] B 300, 8 (I qpuoiKÖv coni. Xotik6v Xenoph. A .%
128, 9). 15 (I. XXn, 33).
cppiKTi irepi'qpoßo? als Wirkg. d. Poesie cpvaic,. döavdxou KueopOüv q)iiö6U)^ k6-
Gorg. B 11 (II 252, 2). ömov dyilpuDv JÜurip. 46 A 30 (1 382, 10)
qppoveiv opp. Xeteiv Hippokr. 12 C 1 edvaxov r\ cp. Tcdvriuv Kaxe^iricplaaTo
(I 111, 16). ol (ppovoövxe? syn. ol Gorg. B 11^(11 255, 14) vgl. Sp. 648, 29.
cpp6vi|Lioi Gorg. B ll'i (II 261, 15) dv- 20 Kpe(xxou^ xOüv Tf[c, tp. i'jöovdiv ebd.
öpOüv €iti jLieYotXoK; fxe-fa q>povoi5vxa)v 258, 22.
B 11 (II 250, 20). Späte Terminologie wie in Thal.
qppovniLiaxot; eEeaxricfav Gorg. B 11 (II A 22a (I. XIX, 28) auch im Nachtrag
254, 8) ev xiJüi q)povri|uaTi ev6Ypai|;€v nicht aufgenommen. — ä 6pili|iiev,
ebd. Z. 12 cppovTiiLidxujv ä\Kif\ B ll-i 26 eyei qpOoiv ... tiv cKaoxov exuxe Gorg.
(II 258, 11 vgl. Anm.). Bll (II 253, 22) doirXov b\bovc, qpiiöiv
q)p6vr|öiv df)p irapexcTai Hippokr. 51 (Protag.) 01(11233,2) (puOK; dv6piu-
C3a (I 432, 3 ff.). ir{vri, dvBpiUTTOu Hippokr. 12 C 1 (I
qpp^viiaoq. ixeaux; Gorg. B 11" (II 258, 109, Iff.) q)uöei Kai yevei Gorg. B 11
27) xoüq aoqpouc; dvöpaq vojui'teiv dvon- 30 (II 250, 11) (puoi; opp. v6|Uo^ in
xouc; 11 qppovi'iuouc; ebd. 261, 13 ff. — mannigfacher Variation Antiph. B 44
xb (pp6vi|nov dedvaxov Pythagor. B (IL XXXn 1, 22ff.— XXXVI). —Mit
(I. XLIV, 13) im Aer Hippokr. 61 C 3» Sp. 652, 10 vgl. 649, 1.
(I 432, 9). q)UT6v in d. Seelenwanderg. Emped.
(ppovxfq coni. voTina Aristoph. 61 C 1 35 B 117 (I. XXXIII, 6) qpuxd B 154«: (?)
(I 430, 19). (I 280, 22) xd cpuxd Ima Pythagor. B
q) p 0 u p 6 ^. Sp. 645, 6 einf. : voOc; irdv- (I. XLIII, 15) Entstehg. Demokr. B 6, 2
xu)v 9p. Anaxag. A 2 (I 377, 23). (U. XIII, 12 ff.).
<J>puYiov auXeiv Dämon A8 (I. XXXV, q)u)vfj döriMO^» öUYKexuM^vti Demokr.
28). 40 B 6, 1 (IL Xn, 9) (piuvnv ftinpepaioaxo
(p\5€iv Iwia u. a. v. yf\ Demokr. B 6, 2 (Mensch) (Protag.) C 1 (II 233, 32).
(IL Xin, 26). — Zu Sp. 645, 26 vgl. cpuipäv. (eepujpdenv) Goig. B IIa (n
jetzt L XXin, 2. t6 (pu6|aevov Er- 257, 28).
nährung 51 C 31» (L XLVIII, 22) — (püü^ opp. (Jköxo(; Pythagor. B (L XLII,
(xd Tf\c, cpvaewc;) qpuvxa Antiph. B 44 4ö 11) Definition Emped. A67 (I. XXXI,
(11. XXXII 1, 30. 32) 'n:€9UK€ m. 2ff.) xö qp. uoXeiuei xoiq xoiouxoi(;Gorg.
Inf. Gorg. B 11 (H 251, 8. 254, 18) B 11* (II 267, 12) upö? q>. dreiv
q)i5ö€i Ttdvxa udvxe^ ojitoiiu; ireqpÜKO- (Protag.) C 1 (LI 232, 30 vgl. 233,
|uev Antiph. B 44 (11. XXXVI 2, 12). 19).
»|i€u6ii<; CVI
I
ä\ata Entstehg. Anaxag. A 86 (I,
XLVn, 15 ff.).
aXeiTÖv m. Inf. Gorg. B 11 (11 251,
38; Ol) xaXeiTux; ebd. 253, 21.
xaXxeüeiv Sp. 655, 42 zu streichen,
vgl. I. XXXni, 30.
XoAk6<;. k6(T|liov x^^t^oö koi ai6t^pou
önXfreiv Gorg. B 11 (II 264, 1) k€v-
xeiv öiöiipa» 11 xö^'^'Jf" Akusil. B 40»
(n. XXVII, 30).
apäv evepT^oaaeai opp. Xumi Gorg.
B 11 (il 251, 26).
xapaKTf^p€(; öiaXcKTuiv Demokr. B6, 1
(n. XII, 14).
xeiMÄZeiv Demokr. B 14, 7 [U 64, 25)
xei|uaZ:6|üi€voi opp. ckövtcc Gorg. B 11»
(n 267, 24).
X€i|Lia»v Entstehg. Pythagor. B (I. XLII,
13) verderblich für die ersten Men-
schen Demokr. B 5, 1. 3 (il. XU, 20 ff.
XIV, 21) X€i|na>va äjuOvai (Protag.) C 1
(H 233, 7).
Xei'p Verbindg. m. exKeqpoXoc; Hippokr.
51 C 3a (I 432, 4) öuvepToi Demokr.
B 5, 1 (11. XII, 27) em to'k; x^pöiv
(v€vo|LioT^9ilTai), a bei 6päv Ka\ a ou
Ö€T Antiph. B 44 (II. XXXIII, 3, 9).
XepoaToQ. Zujia Demokr. B 5, 2 (II.
XIII, 34).
X€0|ua coni. peöjxa (t^iepoc;) = äve^oc,
Diog. C 2 (I 431, 9).
Xnpa Antiph. B 81* (II 306, 11).
XripaMo\T»1?Demokr.Bö,2(II.XIII,20}.
xeövio^ 'EpM'K Pythagor. B (I. XLIV,
20).
Xi'piuv Tit. [Epicharm.] B (1 116; 130,1).
xXouvric; Sp. 669, 31 zu streichen, vgl.
I. XXIII, 12.
Xpeia 6i6(iöKaXo(; Demokr. B 6, 1 (II.
Xn, 26).
X p f^ na. iLiaXiara xPHMCtTwv Akusil. B 40^
(II. XXVn,31 vgl. Anm.) %p6a ÄTiop-
pon XPIMÖTUJV (v. 1.) Gorg. B 4 (II.
XXIX, 6) — Vermögen xpilM^TUiv TrXf|-
80^ Gorg. B IIa (II 268, 11) epaoGeic;
ebd. 258, 19 öeTöeai ebd. Z. 21 cpiiXaS
ebd. 262, 15 xP'll^aTa Xajußdveiv ebd.
267, 7. K€KTninai ebd. 258, 20 Atto-
ßoXoiv ebd. 260. 2 öiTröXXuöiv ri XP*!"
luara f\ auröv Antiph. B 44 (II.
XXXVn I, 28).
^XPf^vai. xP>^ ™- ^^^' i^ Gorg. Hei.
u. Palam. öfter. XPH^ m. Inf. ebd.
5 259, 23 — TidvTa Kora xpe^wv Herakl.
B 80 (auch I. XXV, 3;.
Xpf^OÖa». xP'J'Jit' äv äv9pujTio^ jnaXiOxa
eauTüti 5u|Li(p€p6vTW^ 6iKatooüvr|i An-
tiph. B 44 (IL XXXn, 1 12) Tou(;
10 auTf\i (sc. Tfli ööErp) xpiuMevouq Gorg.
B 11 (II 262, 18) xpu»M€voq, ^xy] xpoi-
laevo? B 11« (II 267, 16).
XpriffiiLtov 6i<; Antiph. B44 (II. XXXVI
I, 6) m. Dat. Gorg. B 11* {II 263, 29)
15 %pr\a\iia ebd. 263, 8 — xa TTpb(; xöv
ß(ov Erfindg. Demokr. B 5, 1 (11. XII,
16 ff.).
Xpovo^. edv Y€ 6 xpövoc, ixi] €iriX(urii
Anaxag. A 1 (I 376, 10) 6 rrpö xoö
20 Y^veöBai xP<5vo? A 34 (I 383, 6) €v
xuji irapövxi xp6vwi Gorg. B 11 (II
254, 8) xöv XP- TÖv xöxe vOv UTT6pßd<;
ebd. 250, 25 qppdaov xöv xP- coni.
xöirov, (xpÖTTOv) B IIa (II 260, 12) xöv
25 oXifbv XP- "^oö noXXoO öoqpiuxepov
riY^iööcti Kpixt'iv ebd. 263, 9 xöv irXeiiu
Xp. dm|U6ivaxe ebd. Z. 18.
Xpiö|na XeuKÖv, lueXav Emped. A 69^*
(I 211, 42) €K uoXXüJv xP'Ji'M'^TUJv Kai
30 <JW|Lidxujv €v öüüjua koi öxf^ina (vgl.
Sp. 665, 43) omepTdaaöeai Gorg. B 11
(n 254, 14).
Xoipa. Ttäoav ujpr]v, näöav X'^PIv
Hippokr. 12 C 1 (I 105, 13) xiwpiv
35 eKoaxov q)uXd(yöei xfjv eoiuxoO ebd.
106, 7 f. vgl. 24 ff.
Xuipeiv. xoTTOi öuvdjucvoi xiwp»1<J«i ^ai
oxeHai Leuk. A 24 (II 7, 27).
40M;atJ€iv V. d. Elementteilen Emped.
A 34 (I. XXX, 34) vgl. eniniaueiv.
vpaOöK;. ou»|ia \\iavaioc, Hippokr. 12
C 1 (I 111, 5).
vpeuöeiv. xoik; )Li€|Liq)0|ievou(; vpeuöo-
45 jLievoug kmb€ila<; Gorg. B 11 (II 260,
10) n^euoafunv B 11* (11 262, 8).
ijjeu6)i(;. 6i' d|Liq)6x6pa Gorg. B 11* (II
261, 18) KOXTiYopr||Lt€vov ^ie\)br\ coni.
&6ivd ebd. 261, 28.
CVII ^J;6u66^apTU^
iu(peXi|aO(; CVIII
(I 431,15) ev tfAixpwi €«4;€ivXenopban.
A 17 (I 44, 22) övc^oi ^ivxpol Demokr.
B 14, 3 (n 63, 22) 14, 7 (11 64, 42flF.).
H/uxpÖTTiq öea)Li6(; ArcheJ. B 1» (I.
XLvni, 1).
ihbe folgendermaßen Gorg Bll (II 251,
xiievboyL&ptvpac, cupetv Gorg. B 11»
(II 260, 22).
^Y\ fftiaixaaiM öviJfKri*; Gorg. Bll (II
261, 5).
t|»f^q)0(;. (pavepäi Tfji ^i. TrdvTDuv kote- 5
iprjcpiaoTo v^l «puö»?) Gorg. B 11* (II
255, 14).
\ii 6q>oc,. CKofi \[i6(pQV Hippokr. 12 C 1
(I 111, 4). 28).
x\ivxr\ Defin. Thal. A 22^ (I. XIX, 28) loiuöai dem Charakter entsprechend
(Unterschied v. luii^) Pythagor. B (I. Dämon B 6 (I. XXXVI, 18).
XLin, 15ff.). — Zu Sp. 672, 1 vgl. DuBeTv, eXKeiv toutö Hippokr. 12 C 1
jetzt I. XXV, 36. — Entstehg. im (l 1C6, 2ff. 26 ff.).
Körper (coni. 0106)101^) ebd. Z. 23 vgl. uiveiv. toToiv tüveo^evoioi koi toToiv
Anm. — Dreiteilung in voö?, <ppeveq, 15 oiik uiv. (Herakl.) 12 C 5 (I 113, 19).
9u|uö(; ebd. XLIV, 8 äpxr\ ebd. Z. 10 i)üi6v. uüiOLv öitexeoeai Pythagor. B (I.
Tpocpii ebd. Z. 13 bto\i& ebd. Z. 15 XLV, 11).
Xöfoi tjjuxn^ ävfjLioi ebd. Z. 14 <i6pa- liuioTOKeiv tck; oeXriviTifca^ Y^^vaiKO^
Toc ebd. — ÖTaefi \\ivx^ ebd. XLV, 1. Herodor. 32 A 20 (I. XXXVIII, 8).
neOeiv Tr}v ni. ebd. XLIV, 28 vgl. 20 uüiotokiuv dnexeoeai Pythagor. B (I.
XS-^oc, H/uxnv 6 Tteföai; Gorg. B 11 (II XLV, 11).
263, 1) Tieioac, koi dTiaTTiöaq ebd. 251, aipa ondpou Demokr. B 14, 7 (II 64,
22 bola Mjuxn«; Gorg. B 11 (II 262, 7 25) ax €k Aioq iDpai (Protag.) C 1 II
vgl. Anm. u. Z. 10. 16) (ifvori^a ebd. 233, 6) Einwirkg. auf är\p Hippokr.
264, 23 äfxi'vota (Demokr.) B 6, 1 25 51 C 3* (I 432, 16) ilipai lOriMtpivd
(II. XII, 28) anapTiiMaTO coni. bclY\c, Demokr. B 14, 7 (II 64, 21).
ÖTtoTTinaTa Gorg. B 11 (II 252, 9) -rriv tüpavöq s. ovpavSc,.
bolay ötj|LißouXov i^x vj/uxfii Ttapexov- -^liu^. Zu Sp. 682, 17 ff. vgl. Lortzing,
TOI ebd. Z. 16. — Wirkg. d. Poesie
(i'feiov TiäBri^xa bia tOLv Xofuiv tTiaöev 30
11 \\ivxr\) ebd. 252, 5 Entstehg. von
• Geearg u.Tanz KivoiJ)uevr]c tu)^ ific, \^. ,
Dämon B 6 (I. XXXVI, 38) V^^irkung '
d. 6\\iic, auf \i)vxr\ Gorg. B 11 (11 253,
24. 254, 3. 21). 35
Seelenwanderg. Pythag. 8^ (I. XXI,
1) Pythagor.B(LXLIV,17ff.)Emped.
B 117 I. XXXIII, 6).
Hl u X i K 6 (;. Qep^6iY\c, Demokr. B 5, 3 (II.
XIII, 19). 40
\^ 0x0^ V7irkg. auf Z(u\a Demokr. Bö, 3
- (II. XIII, 27) Beginn im Jahre B 14, 3
(II 63, 18) 14, 7 (n 64, 26).
Bcrl. Phil. Woch. 1912, 164 ff. - iLq
nach Punkt also Antiph. B 44 (II.
XXXVII II, 8) in dem Grade wie ebd.
XXXV 6, 27 i^Xee iL«; f|X0€ Gorg,
B 11 (II 265, 2) — XeteK iw«; Gorg.
B IIa (II 261, 6) eiöevai lü«; Protag.
B 4 (n 229, 30).
döTiep. Sp. 682, 25 1. öitDuöirep.
luqpeXeiv opp. ßXduTeiv Hippokr, 12 C2
(1 111, 27 f.) Antiph. B 44 (IL XXXIII
4, 21) Gorg. B ll'' (n 259, 10 vgl.
261, 9) opp. kokOl'^ iroielv ebd. 259. 12
akt. u. pasa. opp. ßX^Tireiv, ßXdnre-
oGat Antiph. a. a. 0. XXXVII 11,
31 ff. t{ av uj(p€Xou|nriv äirö ... Gorg.
B IIa (II 267, 16).
V uxpö? aiBrip opp. eep^id^ Pythagor. B
(I. XLIII, 12ff.) TtveOna Hippokr. 12 45 uüqpeXiMov opp. ßXaßcpöv Hippokr. 12
C 1 (I 111, 6) coni. lyDXPov 61 C 2 C 2 (I 112, 12).;
NACHTRAG ZUM STELLENREGISTER.
CX
NACHTRAG ZUM STELLEN REGISTER.
AcEiLLES l8ag. in Arat. ed. Maass
18 (p.31,28) 71Bla(II202,8j
14 (p.33,17)
15 (p.34,29)
(p.3ö,l)
1 19 (p. 46, 20)
121{p.49,4)
1 24 (p. 65, 24)
1 31 (p. 67, 27)
Lelianus V. H.
Vini7 9, 2b (141, 13;
Letius de plac. phil.
1 17, 1 (D. 315) 1 A 13* (1 10, 26)
66B12(m72,2)
21 A 51 (1209, 5)
2,17a(I19,lAnm.)
2, 21 (1 19, 20)
46 A 77 (1392, 28)
55 A 91 (n 32, 39)
18A44MI145,29)
n 1,2(D.327)
mi,5(D.340)
ni2,l(D.340)
II13,1(D.341)
n 15, 4 (D.345)
n 21, 5 (D. 358)
ni 1,4(D.365)
nill,4(D.377)
lA 13b (110, 28)
2, 17a (1 19^ 1)
1A13<'(I10,29)
lA17a;Ill,20)
II 13, 15 (D. 343) 32A18(L
XXXVin, 2)
18 A 40* (1145,1)
lA 17b (111, 24)
18A43*(I145,14)
XXVII, 40;
IV 2,1(D.386) lA22a(LXIX,27)
V 30, 4 (D. 443) 18 A 46 I. XX VII,42)
Albertus Magnus Ethica ed. Jammy
ll,3(IVp. 4) 55B309fn.XXI,36)
Alex, in Metaphye. A
38, 28 30,6(1
XXXVn, 9)
Ammianus Marcellinus
XVI, 5, 8 79 A 16 (U. XXX, 36)
Aristid. Qüintil.
ni4
AWßTOPHANES
Aves 1694
Nubes 645
Vespae 420
26a B 7 (L
XXXVI, 21)
76 A 5a (n 237, 13)
25a B 9 (L XXXVII,
1 Anm.)
76 A 5a (II 237, 26)
Aristoteles 'Aö. iroX.
27,4 25aA6(LXXXV,17)
— de anima
A2. 405b 19 46 A 100(1
XLVII, 23)
— de gen. an.
8 8. 747a 29 55 A 151 (II. X, 20)
— de caelo
r 4. 303a 25 55 A 60^ (II 27, 35)
ra 305al 21 A 43a (L XXX, 36)
r 7. 305b 1 55 A 46a (II 24, 24)
— de gen. et corr.
B 7. 334a 5 21 A 42 (1 207, 20)
B 7. 334a 26 21 A 43 (1 207, 22)
H 9. 327a 16 55 A 38 (n 23, 4)
— Metaphys.
0 3. 1046b 29 74 A 17 (II 224, 23)
— Meteorol.
A 7. 344b 31 46 A 11 (LXLVI, 10)
A 12. 348a 14 46A85(LXLVn,15)
— Physica
r 5. 205a 3 12 A10(I 73,30)
r 7. 207b 35 2, 14 (1 17, 24)
[Arist.] probl.
1, 14. 802a 38 55 A 151 (II. X, 17)
Arist. rhet.
r 9. 1410b 3 13 B 20a (L
XXVn, 11)
Athen aeus Deipnos.
II57F 32A20(L
XXXVin, 7)
III 100 D 57 A 1 (n 141, 4)
XI 505 D 76 A 15a (H 239, 24)
Xn 622 A 9, 2a (I 40, 42)
XIV 628 C 25a B 6 (L
XXXVI, 17)
XIV 656 D 11 B 21 (I. XXn, 42)
Athenaeus mechan. ed. Wescher
p. 4 32 B 23 (L
XXXVin, 37)
AUSONIÜS
26,74 66A1(ILXXTTT,16)
CXI
NÄCHTRAG ZUM STELLENREGISTER,
CXII
Calumachus fragm. ed. Pfeiffer
9, 118<^ 1 A 3» (1 6, 29J
Catalogus astron. ed. Maass
Wil. Philol. Un-
ters. XII, 121 70 A 3a (n. XXVI, 5)
Cicero
de leg. n 11, 28 68 A 7 (H. XXV, 12)
de orat. III 33,
132 25aBl(I.XXXV,32)
Clemens Strom. (Stählin)
I 2 (II 4, 3) 12 B 13 (I 80, 18)
[Clem.] Recogn.
VIII 15 (D. 250) 55 A 57 (O. 26, 30)
Codex Atheniens.
1249 s. XVini". (?)
21 A 57 (L XXX, 44)
COLUMELLA
1X14,6 55 6 27^11. XV, 20)
Cbateüas ed. Wellmann
18, 14 55 B 300, 4a (II
126, 25)
[Demosth.] Erotikos
or. 61 § 46 35 A 5 (l. XXXIX, 9)
DiO DOKUS
17,1 55 B 6. 1(11X1,15,1)
IV25, 1 67 A 9 (IL XXV, 3)
DioG. Laertius
II 19 25a A 7 (L XXXV, 25)
Vlll 24-33 46 B (l. XLII, 24)
DioxYSius Halicarn.
Isae. 19 76 A 32 (II 242, 16)
Epicurus
Zuiurcöoiov fr. 62!»
(118, 19 Us.) 55 B 32 (IL XV, 41)
TTepi q)i5(yeuu^ pap. 1056
(ed. Gomperz Wien.
Stud.l p.27ff.) 55 A 69 (IL VIII, 29)
Epiclr. Pap. 1413 ;Crönert
Kolot. 104&01) 55 A 72 (IL Vin, 39)
Etymologicum Genuinum s. v.
Tuvn 65 B 122a (II 84, 23)
EüRIl'IDES
Hypsipyle (Ox. Pap. VI
n. 852 col. 3, 8 p. 36;
col. 2 p. 70 Hunt)
66A9a-b(II165,
25 ff.)
EusTHATiüs in Homer.
M 62 p. 1712 65 A 87a (IL IX, 23)
Florilegicm Vatic.
armeno - borgianum
[Rendie. d. Äce. d. Liu'
cei V voL 22, 650j
13 B 12 (L XXVII, 1)
Galenüs in Hipp. aph.
VIKXVIII A8K.) 21 A 77 (I. XXXI, 19)
— in Hipp, de nat. h.
Corp. Med. V 9,1
p. 27, 22 21 A 34 (I. XXX, 30)
— de plac. Hipp, et Plat. ed. Müller
V 4ö3 25aA8(I.XXXV,27)
[Galenus] histor. philos.
18 (D. 610, 15) 66 A 1 (II. XXIII, 16)
Galenus de simpl. med.
X 1 (XII 288 K.) 55 B 300, 13a (H
129, 33)
(Xn 250 sq.) 55 B 300, 7 (II 127, 3)
Gnomologium
Barocc. 199 55 B 302 (IL XXI, 26)
— Vatic. 743 ed. Stembach
n. 166 76 B 29 (II 266, 23)
n. 167 76 6 30(11266,27)
GOLDPLÄTTCHEN
Y. Eleuthernai [B.
0. heU. XVn
121. Comp. 37)
66 B 17a (II 176,1)
— V. Rom
(Comp. 43) 66 B 19» (II 176, 27)
Harpükration s. V.
Mouoalo? 67 A la (II 179, 8)
Hermippus de astrol. (Joann. Katrar.)
n 1, 4ff
p. 33, 15 Kroll 55 B 5, 2 (IL XIII, 3)
Himer. 30 Cod. Neap.
(Schenkl. Herrn.
46,420) lA IIa (19, 33)
36 (ibid. 426) 9, 2c (141, 17)
Hippocuates de arte
11 (VI 20 L.) 55 B 11 (II 61, 9)
— Epid.
VI, 5, 1 (V 314) 12 B 115 (L XXV, 35)
— Lex.
2 (IV 640, 4) 55 B 33 (IL XV, 45)
— de morbis
IV 34 (VII 544) 51C3b(L
XL VIII, 19)
IV 51 (Vn 584) 12 B 125 (L XXVI, 5)
NACHTRAG ZUM STELLENREGISTER.
CXIV
SiPPOCBATES
de morbo sacro
16-17 (VI 390) 51 C 3^ (1 432, 1)
- de nat. inf.
31 (VU 640)
55 A 151 (IL X, 13
▼gL Z. 3. 12)
j- progn.
II 3 (II 132, 1)
18B1,37(L
XXVni,33)
IiPPOCR.] Epietulae
10(1X322)
55 B 166 (IL
XVn, 11)
llPPOLYTOS
X 11, 3 (p. 270,
18 Wendl.)
12B67,LXXIV,29)
AMBi^ in Nicom.
Bd. Pistelli
p. 116, 1
43,3(1343,16)
- Protr. ed. Pistelli
p. 106, 18
46 0 6(1360,23)
[SHO DAD ZU PauL
ad Tit. 1, 12
(Eorae SemüieaeX: The
Com. of 'I.
of Merv
Vol. IV Cambr. 1913
p. XIIfF.)
68 B 1(11. XXV, 16)
lisiDOK. Orig.
[ 139,1
14 A 2 (1131, 20)
ISOCRATES
15, 235
25» A 3 (L XXXIV, 9)
lULIAMS
or. ni 162, 2
Her«.
1A19(LXIX,24)
Laürentius Lydus de mens.
nS 35^,8(1339,27)
rV12 32 B 20a (1318, 9)
LUCRETIUS
V1186flF. 65 A 76 (IL IX, 1)
Mabtiänüs Capella
II 110 56 B 300, 7 (IL
XIX, 41)
Melampus TTepi naX|ju>v (D, Beür. %,.
Zuekungsl. I Abh. d. Berl. Ak. 1907)
18.19 80 B 81» (II 306, 6)
Nemesivs de nat. hom.
247 Matth. 56 A 142 (IL X, 4)
Olympiodoeüs in Plat. Gorg.
[N. Jahrb. Suppl. 14
[1848] ed. A. Jahn)
S. 112 76 A 10 (H 238, 24)
OsTRAKON aegin. 12319
( Wilamowitz Berl. Sitx.-
Ber. 1918, 743) 12 B 13 (I. XXUI, 33)
Papyrus Berol.
ii,2 [Berl. Klas-
sik. V 1, 8) 67 B 19a (n. XXV, 9)
— Greek Pap. from Gurob
[Cunningham Memoirs
n. 12 Dublin 1921)
66B23(U.XXIV,15)
— Oxyrhynchos ed. Grenfell-Hunt
IX n. 1176 45 A 20» (I. XLVI, 21)
XI n. 1364 80 B 44 (IL
XXXI,33flF.)
Xm n. 1609 21 B 109* (L
XXXII, 33)
n. 1611 73ß40a(IL
XXVII, 8)
XVn. 1797 80 B 44 (IL
XXXVI unt.)
Vgl. auch Vol. Hercul., Epicur.
Pap., EURIP., SCHOLIA.
Philodemüs TTepi 'EmKoüpou
B c. XI (Bassi Miscel-
lanea Geriani p. 620)
11 B 34 (L XXIII, 6)
— de musica ed. Eemke
I fr. 11. 13 S. 7 26» B 3. 4 (I.
XXXVI, 4. 6)
IV 33, 37 S. 104 25» B 2 (I. XXXV, 36)
— de pietate ed. Gomperz
34c p. 7 73 B 9c (IL XXVII, 6)
46» p. 18, 8 73 B 9» (IL XXVIl, 4)
60, 16 p. 32 73 B 9» (IL XX VII, 1)
2cp. 63 21 A 33 (L XXX, 27)
— rhetor. ed. Sudhaus
I 43 col. 19, 2 74 A 1 (IL XXVIII,
15 vgl. 17)
II 49 (Suppl. S. 42)
78 B 7» (II 281, 26)
[Philoponus] in Ar. de gen. anim.
123,13 21 A 87 (1221, 14)
PHILO.STRATÜS
ep.73 76 A 35 (II
XXVIII, 36)
— Imag. I 7 12C3,1(LXXVI,34)
— V. Apollon. Tyan.
12 46 A 6 (L XLVI, 6)
19 12A1(LXXIII,17)
cxv
NACHTRAG ZUM STELLENREGISTER.
CXVI
Photius lex. A S. 106,
23 Reitz. s. v. dva-
ßtl(Jo^al 55 B 144a (h 87, 24)
Plato
— Alcib. I118C 2oaA5(LXXXV,13)
— Charmid. 161 B 81 B 41" (II.
XXXVIII, 19)
— Ciatyl. 398 B 12 B 25 (I. XXIII, 38)
— Euthyd. 286 B C 74 A 19 (II 224, 38)
— Lach. 180 D 25» A 2 (I.
XXXIV, 26, 3)
197 D 25a B 6 (I.
XXXVI, 28)
— Legum VIII
p. 840 A 45 A §267 (I. XLI, 18)
— Phaedo 61 E 32 A 1» (1 301, 32)
— Phile b. 43 ü 80 A 6 (II. XXXI, 9)
— respubl.
III 400 A 25a ß 9 (L
XXXVI, 33)
IV 424 C 25aB10(L
XXXVII, 9)
PiiiNius Nat. bist.
II 14 11 B 24 (L XXII, 44)
XXXVII 197 55 B 300, 14 (II.
XX, 38)
PLOTINÜ8VI9 71 A 7^(11201,13)
Plütarchüs Vitae
Lyc. 20 60 A 6 (H 160, 13)
Pericl. 4 26a A 4 (I. XXXV, 1)
9 25a A 6 (L XXXV, 21)
Sol. 12 1A8(LXIX,13)
— Moralia: quaest. conv.
1 10, 2 p. 628 C 65 A 17* (II 16, 18;
V 7, 6 p. 682 F 55 A 77 (II. IX, 14)
— de prim. frig.
21 p. 954 F 47B la (LXLVII,42)
[Plut.] de mueica
16 25aB5(LXXXVI,14)
Plot. de Tirt. mor,
7 p. 448 A 65 A 36* (H. VIII, 24)
PoRPHYRiüs quaest. Homer.
zu I 383 (1 138,
18) 60 B 13 (II 154, 3)
— Vit. Py thag. 18 4, 8 (L XX, 27)
Proclüs in rem publ. ed. Kroll
p. 128, 8 21 B 164 (L
XXXm, 34)
Proclus
— in Timae. ed. Diehl
p. 114 21 B 164 (I.
XXXni, 36)
— in theologiam ed, Portus
65 18B1,31(L
(XXVni, 24)
PsELLüs de lapid. 26 (Ide-
ler Physici I 247, 24)
21 A 89 (L XXXI, 27)
Satyrüs b. Pap. Ox. IX
ScHAHRASTANi ed. Cureton
S. 262, 1—3 21 B 117 (I.
XXXIII, 4)
ScHOLiA in Aescb. ed. Dind.
Prom. 88 (III
181,30; 46 A 86* (1394, 1)
— in Aratum ed. Maass
172 (p, 369, 24) 1 B 2 (1 13, 11)
— in Ariatid. ed. Keil Herrn. 66, 60^
II 80, 16 Dind. 46 A66 (LXLVII, 10)
— in Basil. ed. Pasquali [Qött. Nachr.
1910, 94 ff.)
2 65 A 67 (II 26, 29,
3 14 A 3 (1 132, 13;
21 65 B 300, 8 (II 128, 8)
22 21 A 61 (I 209, 6)
26 18 B 15a (I 162, 22)
— in Basil. Hexaem.
Cod.Marc.68 61 A 16* (I 418, 37)
— in Dionys. Thrac, ed. Hild.
p. 183, 1 2, 31 (I 21, 24)
p. 183, 10 67 A 10 (U. XXV, 6)
— in Hom. Oxyrh. 1087, 40
(Ox. Pap. vni
p. 105) 11 B 21a (I 62, 3)
— in Plat. Phaed.
61 E 32Ala(L XXVII, 16)
Sexeca Nat. quaest.
V 2 65 A 93» (II 33, 16)
VI 12 47 A 16* (I 413, 8)
Servius in Vergil.
Aen. XI 186 1 A 13 (L XIX, 18)
Sext. Empir. Stellenregister S.738 dnd
die Stellen VII 389 und IX 361
unter die Bücher adv. mathemar
ticos einzureihen; ebd.
VII, 14 11 A 36 (L XXII,31)
CXVII
NACHTRAG ZUM STELLENREGISTER.
CXVII I
liMPLicius de caelo
p.94,4
p. 522, 14
Phys.
p. 140, 18
p. 458, 23
p. 1123, 21
SoPATER Rhet.
VIII 23 W.
12 A 10 (I 73, 31)
1 A 14 (1 10, 39;
19 B 3 (L XXIX, 34)
1 A 13 (1 10, 23
46 A 45 (I 387, 2)
gr.
76 B 31 (IL XXX, 11)
EPHANüs Byzantius e. v.
Ai6aTTo\i(; 60 B 13^ (II 153, 34)
'Oa 25* AI (L XXXIV,
25,2)
lABO I p. 29 24a, 2 (I. XXXIV, 12)
I p. 94 18 A 44» (I.
XXVII, 35)
XVII p. 790 24^ 1 (I. XXXIV, 4)
SüIDAS 8. V.
aiiTiKO 21 B 154" (I 280, 19)
Syrunüs in Hermog.
I 11, 20 Rabe 76 A 29 (II 241, 34)
vgL76B6(ILXXIX,10ff.)
Tertullianus de anima
14 12B67a(I.XXIV,32)
45 18 A 461» (I.
XXVII, 43)
Theo Sinym. ed. Hiller
p. 198, 18 2, 26 (I 20, 20)
Theophrastüs hUt. plant.
V 3. 4 22, 3* (I 283, 21)
— de sensu
59 (D. 516, 9) 21 A 69* (I 211, 42)
— fr. 171, 12 W. 55 A lö5b (II. X, 25)
Theophtlactüs (Migne P. G. 126 col . 493)
32 B 23 (I.
XXXVIII, 46)
66 B 12^ fll 166, 29)
12 B 12öa (I 102, 5)
ep. 71
TiMOTHEUS
Pere. 234
TZETZES
ad Aristoph.
Plut. 88
— ad Hesiod.
(Gaisf. Poet. gr.
min. III 58) 55 B 5, 3 (IL XIV, 2)
— in Exeg. Iliad. ed. Herrn.
p. 42, 17 21A66[LXXXl,12)
Valerius Maximüs
VIII14ext.2 59A11(ILXXII,29)
Volumina Hercul. coli. alt.
I 132 ff.
VIII, 58 ff. fr. 1
jetzt auch
fr. 4
Xenophon Mem.
1 1,11
IV 4. 16
62 A 7 (IL XXIII, 2
54 B 1* (IL VII, 30;
4, 13 (L XXI, 10)
73H 2a (I 218, 30)
80 B 44»» (IL
XXXVIII, 3;
Drack von Breitkopf & Hftrtel, Leipsi«.
WORTINDEX
ZEICHENERKLÄRUNÖ.
Die Zahlen vor der Klammer bedeuten die Nummern der Be-
richte (A) oder der Fragmente (B) oder der Imitationen (C), die
innerhalb der Klammer die Seitenzahl.
Fettdruck der Zeilenzahl einer Stelle z. B. Xenophan. B 1, 1
(44, 16) bedeutet wortliches Fragment.
Fragezeichen hinter dem Autor bedeutet unsicheres Fragment.
Eckige Klammem z. B. [Herakl.] bedeuten unechtes Fragment,
Bunde Klammem z. B. (Herakl.) bedeuten Imitation.
^ vor dem Stichwort bedeutet, daß nicht alle Stellen der wort-
getreuen Fragmente verzeichnet sind.
* (nur in wichtigeren Fällen gesetzt) bedeutet Konjektur.
ff. ist selten gesetzt; jede Stelle ist in ihrem Zusammenhang
nachzulesen.
Pythag. bedeutet Pjthagoras.
Pythagor. bedeutet Pythagoreer.
Die in Klammem stehenden Seitenzahlen sind die der zweiten
Auflage, die in dieser vierten am Bande wieder abgedruckt sind.
dß^ßaio«;
äfaB6(;
üßeßaioi;. tuxi Demokr. B 176 (417,
16).
äßioq = TToXuv ßi'ov K€KTii|i€voq Antiph.
B 43 ;697, 11. 13).
dßouXi'n des Menachen Demokr. B 119 5
(407,24). .
üßpofJuvrj. dßpocfuva^ |xa96vT€<; Xeao-
phan. B 3, 1 (46, 16).
äfa6ö<;. nuKTr)«; äfaQ6c, Xenophau.
B 2. 15 (46, 7) dtaeöv Xdfov Emped. 10
B 131, 4 (212,4) (äpxovreO trctvu dta-
eoi Demokr. B 266 (433, 1) oök äf.
tiCtpTuc; Krit. B 44 (626, 29) — d.faQ(\<i
ao<piT]<; Xenoplian. B 2, 14 (46, C)
npflStq dYctOn opp. -(pauXti Demokr. 16
B 177 (418, 1) ij»uxti<; ä'^aQf\<; B 247
(429, 2) — dYaöoJV epfiuv Emped.
B 112, 2 (205,9) — Kpe(TTuuv besser
8. d. — Ttxvn M€y' dpeivtwv Mus. B 4
(485, 1) vuxrjv d|u€(vu> TiGevai Demokr. 20
B 187 (419,20) vuxn öoqpiuxdTri Ka\
dp(0Tn Herakl. B 118 (78, 13) X<5tou^
dp(öT0U(; opp. Tct ai'öxiöTa Demokr.
B53i (400, 11) — f\fr[aaaQai äpiarri
[arapm'c6(,) Parm.i?) B 20 (125,16) — 25
dYae6v (^öTi) m.Inf. Xenophan. B 1, 24
(45, 12) Demokr. B 61 (401, 7) a^civov
m. luf. Herakl. B 110 (77, 1 7) (Kpunreiv)
B 96 (76, 1) Demokr. B 277 (434, 14)
KP6Ö0OV Kpunxeiv Herakl. B 109 (77, 14) 30
vgl. KpeiTTuJv — ßeXriov irpi^Oö« tc
KQi bidr« Demokr. B 191 (421, 9)
ßcXTcpov m. Inf. B 114 (406,12), ßcX-
jiaxoq t6 öiI)|no Krit. B 32 (623, 10)
apiOTOv m. Inf. Demokr. B 189 (420, 8). 35
TÖ 6.jaQ6v im Verhältnis zu
KOKÖv. Vgl. Sp. 3, 10. 38 ff. draeöv
KOI KUKÖv dpxaf Pythagor. Alkm. 45
Di eis, FT%gm. d. Torsolu'. III.
B 5 (271,27.34) t6 dtaeöv toO irc-
trepao^evou (tö kokov toö dncipou)
B 7 (272. 3) TÖ fteEiov dyaeiv B 30
(276, 47) — KaKov oyöSöv (€Tro{ri<''6v
^6ü) Herakl. B 111 (77, 18) df. koi
KOKov iy6oo\) ev B 58 (70, 14) äf. koi
dXr]Ö€? Tiäöi TiüuTÖv opp. r\b6 Demokr.
ß 69 (402, 1) aber d<p' d)v TirfaQ6, dwo
TU)V «UTÖfV Köl Tut KOKfi B 172 (416, 18)
Kaxd eE d-raeuiv (puexa« ktX., toi^ drf.
Xpf\oQai KOI TTpo? rh koko . . . ♦dAKf^t
B 173 (416, 24) oo<p6^, o^ . . . Ai qtai-
vcTtti KCl edTi KUKd, . . noii^<j»]i dyaöä
q)afv€ö6a{ t€ ko» clvai Protag. A 21*
(532,34) dTaed- uJ(peXl^a A 22 (533, 15)
TOV ^TTIU XAyöV KpClTTUJ ffOI€lV A 21
(632, 28. 27 vgl. aber Demokr. B 177
S.418 1) Protag. C2 (542,81) biaaoi
X6foi 'tr€pi TU» äf. KOI Tui KOKü) Dialex.
83, 1 (635, 20) — KOKov dvr' dTaeoö
Demokr. B 93 (404, G) coiii; Ödcaiov,
opp. ÖÖIKOV KOI KOKOV B 261 (431, 21)
fciZriiuievoiöi TdfaOa jnöXi^ itapaTfvcTOi
opp. Kam B 108 (405, 17) juetö t«I»v
dtaSaiv ^öu)q)povoO|H€v, iv fee toT^
KaKoi<; ^ndvripev Tljrasym. B 1 (677, 7)
OlXei TU kokCui dvT\ tuiv d^6iv6vu>v
Antiph. B 58 (601, 26).
(t6) d^aeöv, (toi) dyaOd »bsol.
Tdraeöv Kae' avrb Epich. (?) B 3 (91,5)
ö Ma0d>v Tdr- ebend. tö t^Xciov d^a-
eöv ToO lueXXovTO^ Kpieffov Demokr.
B 295 (438, 6) dy, *avTÖ? ^f^ti6va
B 302 (446,16, — dTö8d B 255 (430, 16)
»jiuxric dyaSd <^p. öki'jvco^ B37 (399, 1)
vcÖTHTo^ opp. Y*^pcio^ B 294 (438, 4)
eitieufirjTfjv TU)v K<iXa)v Ka» dt- Dialex.
83, 1 (630, 4) eit; är^aBä koi vöfti^a xpf^-
1
ööai TUJi dYaölJüi 83, 3 (631, 8) tö Tc\f\- utipioi, iav apiaTO<; t^i B 49 (69, 6) api-
öoi; Tuiv ÖTaOaiv üßp(2€iv noiet Thra- axoc, 'AxiXXeu? Hippiaa A 10 (681, 22).
sym. Bl (077,0) — eXm'fecc; ou uav- dTa9oq)aviiq. dY0i9o9avt€(; coni. k(-
TaxoO draeöv Antiph. B 58 (601, 19) ^br\\o\ Demokr. B 82 (403, 6).
TtavTeXeia t«öv dY<i6iJüv (£ue0Tu») TeXo<; 5 ÖYdAXeöeai. xakx]iaw dtaXXöiLievoi
Diotim. A 1 (466, 5) — tuji GeüJi (opp. Xenophan. B 3, 5 (46, SO).
dvepuuiroi) KaXct trdvTa xai äfaQa k. äYaX|ua. ttf6Xixaaiv cuxovrai Herakl.
biKoia Herakl. B 102 (76, 21) tüuv wo- B 6 (62, 17) älinl. B 128 (80, 11) ivat-
vuiv tnuXoOoiv TOYOtG' oi öeoi Epich. ßeeoaiv dTuXiuaaiv iXdöKovTO Emped.
B 36 (95, 13) oi eeoi 6i6oöoi räfaQa, lo B 128,4 (210, 80) Aibq nkv-d^aX^ma,
nicht Tci KOKO Demokr. B 175 (417, 11) cauxüüv bk dvae»^|naTa Gorg. B 6 (557,
anders Pythagor. I) 2 (283, 10) oti dv 20; (6vö|aaTa) dTdXjjaxa q)tüVTievTa
d^aGöv TrpdööiiK;, eeou^ . . . aiTiü» Bias töüv öeCüv (?) Demokr. B 142 (410, 6)
73'i 3 (523, 9) ötuji 6 eeö^ m wavTC- vgl. Pythag. 55 B 26 (395, 14).
küjc, ßouXerai dYaöä 6i66vai ... Antiph. i5 dYaXjuaTOTroi{a Hippiaa A 2 (679,13).
B 54 (600, 28) — ev riii toiv äfaQibv ÖYav. rj . . OYcrv xPIV^^TtJuv 0uvaY«iY»l
ouGToix^ai TÖ ev Pythagor. B 6 (272, 2) Demokr. B 222 (425, 3) (ppovu»v ciYav
vgl.Sp.l,37f. — efcf-upiöKouöiv diaeivov Krit. B 25 (621,0) Mriöev OYav (mhil
Xenophan. B 18, 2 (49, 18) fidv9ave nimis) c. 73^ 2 (519, 30. 520, 3 vgl.
TÖ d|.i6ivov Thaies 73* 3 (522, 7) — 2ü 520, 5 Anm.) Solon (521, 5) Cbilon
jüCTpov dpiCTov Kleobul. 73-'v 3 (520, 11) 81 B 7 (616, 8. 11).
TÖ Ytvvf^aav TrpuiTOV dpiOTOV Phere- dYanöv opp. bebiivai Thrasym. B 1
kyd. A 7 (506, 27) tö KdXXiöTov koi (577, 3).
dpiOTOv m ev dpxn» ^^vai Pythagor. dYaitui (?) Demokr. B 271 (433, 14 vgl.
B 11 (272, 35) dpiOTov eubaiixovia C 4 25 Anm.).
(280, 20 vgl. 27) TÖ jLieY'öTOv tu»v tv dYY^'OV. Trjv yh^ «wanep dYY^iov tuiv
dvBpumoi^ dYaSJjv . . . t^v öiKoiodu- q)uo|Li€vurv unoXaiLtßdvovTeq Aegypt,
vTjv Tbrasym. B 8 (679, 2). 60 B 7 (460, 33). musikalisch abge-
6 dYoeöi;. TTepi dvbpöq dY- Koi stimmte Gefäße Hippas. 13 (31, 31ff.)
€ufeai'|Ltovo(; Tit. [Archyt,] S. 264, 10 tö 30 dYY^Ta des Körpers Emped. A 74
YevecSm dYoeöv (Herakl.) B 135 (80, (165,23) 79(166,28) 6taipou|nevujv tOöv
27) dvöpa dY- <pa{ve<J9ai Hippias A 2 ev ttii aapKi dYY- Philol. A 27 (239, 11)
(579, 1 8) upciYHaT dvöpö^ dYa9oO dSia ' ou^TceiiXe fjaevujv dYY^fujv (Demokr.)
Demokr. B 35 (398, 22) YivoiOKeiv dYo- C 5 (448, 42) vgl. avpvfi, «pXe«|».
eoö B 229 (426, 7) |uuj|U€iu|Lievu)v (pXau- 30 dYY€Xo<;. 9eüüv irdvTWv ('Ipi«;) Akusil.
piuv ö dYct9ö(; ou noiciTai Xoyov B 48 Bö (513, 16) fXiuaaa, ^lvxi\c, axfi\o<;
(399, 22) dYa9öv «Tvai xpn n ^meiaQai (Demokr.) C 5 (448, 26).
B 39 i399, 6) — öX(yoi dYoeof (oi äfxo<;. ouö' . . €? aYYOöö' d^ßpo^ eaep-
ttoaXo; kckoO Herakl. B 104 (77, 3) x^xai Emped. B 100, 12 (201, 1) oYYca
)uime'iö9ai Tou? dY- opp. Touq kokoui; 40 Auöj] x€ip eupc Krit. B 6 (615, 15).
Demokr. B 79 (402, 20) <p9ov€Tv Toiq oyciv. dXX' df Emped. B 4,9 (174, 18)
dfaGol«; opp. kukoIc, Hippias B 16 17,14 (178,11) 21,1 (180,15) d 5' oYe
(585, 21) rt\iove<i eE doKrjöioq dYa9oi Parm. B 4, 1 (116, 10) Emped. B 38, 1
i\ duö (pucfio? Demokr. B 242 (428, 8) (186, 20) vöv b' oYe B 62, 1 (191, 17).
i^ eK )ueXeTTi(; TrXcioui; ti (pv)0eiu<; dY- 45 <pp£v' el<; eXni'öa oyciv Krit. B 6,16
Krit. B 9 (616, 17) 1^ t&v dY- tpiq (De- (616, 25) fjt oöö.; OYei Herakl. B 71
inokr.) B 302 (446,8) — 01 dpiöxo» opp. (72, 19) ßfjdav OYOuaai Parm. B 1, 2
Ol iroXXof Herakl. ß 29 (66, 17) elc; (114, 8) (oOpavöv) OYOua' €Tt€6r](Tev
ÄTudv 6
'Av^fKri B10,6ll23,l) (pOXov..aTouoa (403,2) — tok dvonofoK; (opp. <ppo-
Ka^a(J^^v^Jüv Emped. B 74 (194, 4) v€lv] Emped. A86 (168,39) — tu) dito-
uUic, €E 'Aiöao . . . ^evo(; dv6p6(; B pou|iicviü , . Km aTvoouncviu Philol.
111, 9 (204, 20) t6 Kiv€ÖM€vov wc, tö B 11 (243, 9].
Kiveov äyei ftiotiGtvai [Philol. ] B 21 5 dtvo^. 6&mivXenophan. B 1,7 (44,22).
(24S, 1) ayoi = i'jtoito Anliph. B 44 dfvOvat. *dTvu|aeva(; to^ Mopcpct^ tu»v
(597, 16) — XOna<; a-^iOQax B 49 (598, axnn6nwv Demokr. A 135 (378, 36).
20) passiv, dvfip afcxai otro itatftö^ Vgl. KaTorfvuvai.
Herakl. B 117 (78,10) oiriu«; äEexai oTviwiuoöuvrj Demokr. B 175 (417, 14;
€u {^ TToXiO Demokr. B 252 (429, 16 lo Antiph. B 104 (606, 4).
vgl. 18) TÖv €<; TÖ 6€0v HYiievov B 181 dTvu»Mtuv = drvoOJv Antiph. B 106»
(418, 16).
ufeXaaro^. Herakl. B 92 (75, 14).
afkvr\Toc,. Oeö^ Thal. A 1 (ö, 44; k6-
aytoc, Xeuophan. Parin. Meliss. 11 A 37 n
(42, 37 vgl. 111, 4) Okkel. 3 (264, 25)
(to öv) dfevnTov eöv Km dviiiXeOpov
eöTiv Parci. B 8, 3 (118, 40) to dye-
VT1T0V TOÖ ÖVTO^ €Ö€lH€ McliSS. B 1
{143,4) B8 (147,5) vgl. A 20 (137; 20
(606, 8) — uXavotTa« dYvu»|iiova, ouf
YvoiMova bk dXXnXoiöi . . . Hippokf.
12 C 1 (82, 4) opp. Tvaijuiiv exovTa
(83, 27).
dTvtüa(rj(?) opp. tvüiok; Hippokr. 12
C 1 (86, 15) Herakl. b. Luk. 12 C 5
(86, 41) vgl. Nachtr.
äfviucTO? KOI nööi fvwax6<i (XiQoq)
[Demokr.] B 300, 18 (444, 30;.
974'' 22 u. ö.) TÖ iräv y^v^töv dTCvriTOV dyopeuctv opp. ötuunäv Thrasym. B 1
Herakl. B 50 (69, 11) dtevriTov Pann. (576, 20).
A 7.(107, 13) 8 (107,21) 23 (109,4) äfopi^. ei<i dfoptiv 3farA-r Xenophan.
Meliss. A 10 (142, 12) dtevnTa: otoi- B 3, 3 (46, 18).
XCia Emped. B 7 (175, 11) önoioMCpfj 26 dxptoi; ö^ißpo^ Mus. B 22 (488, Ä7) —
Anaxag. A 41 (300,45) xpovo^I^eraokr. dtpiov opp. »iiiepov Entstehung Hip-
A 71 (364, 44) coni. oft d<peapTo<;, pon. A 19 i225, 22. 25).
dt'öioq. Vgl. "(IfveaBai. a-fpoiKÖ^. fniKpöv dxpoiKÖTcpoi Eevo-
ÜYHpuj^. dncipovAnaximandr. 11(14,1) q)dvri<; Km MeXiööO(; Aristot. 20 A 7
Xpovov dtnpaov Orph. B 13 (477, 10). 30 (141, 14).
äT»i<;. kukXov (dvaKTo<; = rjXfou) Em- dtpÖTcpo^. 9r]pu)v d^poTepiuv Emped.
ped. B 47 (188, 26). B 9, 2 (175, 21).
äfiare.la. töi; dy. Totq €v toii; i€pol<; dtunvoöTo^. ouk dtu^vdoTiui qppevi
iano6baO€ v. Pythag. 4 (22, 41; vgl. Krit. B 21 (619, 22).
öuöfa, Upöv. 35 dxx^iv. *dYXouö' auTÖv (sc. t. Xeovra)
dYKiöTpo€i6ri^. dTO|iO(; Leuk. (De- (i(; ... ßii^c; 'HpaKXne{rj<;) Epim. B 2
mokr.) A23 (347, 20) Demokr. A 37 (494, 24'.
(369, 23). dTX«ßaöin Herakl. B 122 (79, 6).
ÖTxoq (oeXnvrjO I^ö^okr. A 90 (367,13). dTuiv. ev dTÜüvi (dvöp&v) Xenophan.
üTKuXdfinTK- Kpövo<; Epim. B 19 40 B 2, 18 (46, 10) plur. B 2, 7 (46, 20)
(497, 9).
ÖTKuprißöXiov ödXou Km irXdvnq (6
oMcpoXöO Demokr. B 148 (411, 11).
ÜYXaoqpüJTK; fterba [Demokr.] B 300, 2
(440, 14]. 45
äfXiUTxia Antiph. B 97 (605, 25).
dTvefa V. Pythag. 9 (24, 39).
dYvoelv TÖ olKnia Demokr. B 80
npo€6p{a 6v arfwai Vit. Herakl. A 2
(57, 3) £K Tujv dtuiviwv (sc. Tuiv paijJiui-
biKüiv) CKßdXXcoeat Herakl. B 42 (68,
13) oyOüvc^ €k MeydXuiv XuTrriiidTiuv
eOeXoum iiapaYiveö9ai Antiph. B 49
(599, 1) Twi TUIV TTuöiW dx^vi £rit.
B 51 (628, 3) Y^MviKoC fiiuöiKof, noXc-
HiKol Dialex. 1,6 (636i,18) df. luuaiKöu;
1*
öTWvfri
7, 4 (647, 2) öict XoYuuv oiTiüva«; Gorg.
B 11 (559, 6) — übertragen €iiiTuxir|v
dYüJvoc; jucöTriv Kai (ppovriboc, Demokr.
B 275 (434, 7) nkfac^ äf. f&noc; Antiph.
B 49 (598, 15). 6
difwvir\ opp. fp6mjjiaxa, noutfiKti De-
mokr. B 179 (418, 8). Vgl. Nachir.
zu 12 C 23, 24 (85, 15. 16).
äfwviZeiv dxiuvftovTai dXXi^Xoi^ De-
mokr. B 279 (435, 17). lo
ÄTiuviaiiia Gorg. B 8 (558, 7).
dYWviöTiKri TC£p\ XÖTOU^ Piaton 78'>2
(525, 3).
äöaiiiawv (|üOeo^ Emped. B 62, 3 (191,
19). 15
d 6 a ti ^. v«5kT d6at^ Farm. B 8, 69 (122, 8) .
d6a|LidvTivo<; (opp.odpKivo<;)dvnp Ano-
nym. Iambl.82,6 (633,4) 7,15(635,12).
äber]roc; = iiiribevö^ öeöi^evo? (Qcö^)
Antiph. B 10 (593, 1). 2o
döeXqpeö?. naQr\ixaTa, tu toO övtoc;
■npiuTtöTa bio dbea (dpi9|uö^ u. jaefe-
Go^} Archyt. B 1 (258, 12).
dfeeXtpi^ CQKeavoO) Akusil. B21(515,16).
äbf.\(p6<; Plur. (8€«I>v) Orph. B 8 (475, 1 8). 25
dbcaiTOTO^. \v-m\v Demokr. B 290
(437, 16).
dfciiXoc- d&rjXov ei Demokr. B 295
(438, «) — ToO d6. coni. mcXXovto^
(draOoC) B 295 (438, 7) abr]ka coni. 30
atreipa, äq>a\i\ Philol. B 11 (243, 7)
coni. dirtöira Gorg. B II (559, 4) ö»jiu;
Tuuv d5:^XuJV rä qmivöjjievti Anaxag.
B 21» (322, 12 zitiert von Diokles v.
Karystos Doxogr. 441» 17) danach Tf|^ 35
T&v döiiXiDv KaToXt'jij>€UJ? Tflt (paiv6fi€va
(KpiTi^piov) Demokr. A 111 (370,31) =
Diotim. 3 (466, 8) vgl. d(pav»i<;. dörj-
Xov ahlav dv0pum{vuii XofKTlnuE» Ana-
xag. (Demokr. Stoik.) A 66 (306, 7j 4o
TiToi oi)9€v cTvai dXiiOe<; f\ ifj^tv t oöt^-
Xov Demokr. A 112 (370, 39).
d6iiXÖTri<; (sc. ecöiv) Protag. B 4 (537,
82).
döfiMOCFuvii. H'UX'I? dÖTjjuooövrjv De- 45
mokr. B 212 (423, 20).
d6ia(p€T0<;. opp. bia\p€r6v Herakl.
B 50 (69, 11) el döiaipcrov tö «v, ouGev
&v ei'ti Zenon A 21 (130, 12; döiatperov
TÖ öv Meliss. B 10 (149, 5) vgl. ötai-
pcTv — dfttaipera ai6|üiaTa (koI tö kcvöv
dpxa() Ekphant. 1 (265, 30) 2 (265, 38]
ähnlich (= axo}ia) Leok. (Emped.) A 7
(344, 34 ff.) 9 (345, 13j 13 (345, 40) 14
(346, 10) 15 (346, 21) u. ö. Demoin-.
A49 (361,35) 60 (363,6) 101(369,25)
u. ö. döiafpcTOi oqtaipai A 104 (369, 38)
ebenso to döiafpcTa (irXf^pe^ A 3) Kai tö
KCVÖV (dpxafj Metrod.v.Ch. A2(451,4).
daidöTCTov Antiph. B 24 (595,20.21).
dbiKclv. r,v ... \ir\re KXcitTrii lai^TC
döiKfii Demokr. B 2.53 (430, 4 vgl. 5)
dötK€ovTa, ÖeXovTo dbiKeiv (ZAia) B257
(431,2.3) — Doxographisches. d6t-
K€iv öiKci'ujq Hippokr. 12 C 1,24 (85, 16)
KOVUJV kai KU/XUTrjp Tt&V dölKOUVTtUV
(6 XoTiö|n6<;) Archyt. B 3 (262, 18fiF.)
(TUvaiKo) üj^ T]KiöTa 6eiv döiKeiv Py-
thagor, C 5 (281, 18) koXöv töv döi-
KCOvTa KwXijeiv Demokr, B 38 (399, 8)
ö dfnKiJJv Toö döiKou|uevou KaKoiaijiO-
v£OT£po^ B 45 (399, 16) dtaeöv . . . tö
lir\bk cBeXeiv (dbiKciv) B 61 (401, 7)
^XÖpöc; ... 6 ßoi)X6jLievo^ (döiKclv) B 89
(403, 20) laoOvoi GeoqpiX^Ci;, oook; ex-
Gpöv tö dömeiv B 217 (424,12) oq &y
napd vö^iov diroXörii . . ., döixei B 262
(432, 4) dfeiKCiv Touc; dpxovToe; B 266
(432, 20. 433, 8. 4) döiKoujuevoiöi tijuuu-
p€lv xPn B 261 (431, 19) ^niTTiöeiÖTa-
T0<; irpö^ (ptX(av ö irXciaTa döiKcIaGai
öuvdiievo^ [Demokr.] B 302 (446, 11)
d6iKOU|iievo<; biaXXdöOou Xilon 73» 3
(521, 30) YVu&MJli iKavöq , . . ^kiöto öv
, , . döiKriGefr)^ Krit. B 45 (626, 4),
d&iKfa, döiKiav juicKiv, tuacßeiav <pu-
Xdaö€iv Kleobul. 73 '3 (520,14) bi66vai
fe^Kriv KOI rlaiv Tfjg äbiKia<i Ajiaxi-
mandr, 9 (13, 8) = dpieM<5<; (5) Pytha-
gor, B 22 (274, 41 vgl. Anm.) = rk
XPn covTO irapaTp^TreaGai opp. biKX]
Demokr. B 256 (430, 19) äbiK{t)<; ripiia
B 215 (424, 7; eH döiK{rj<; xpiiMöTO iro-
pil€w B 78 (402, 18) xöv clpyinevov d6i-
K{n<; iiwö vö^ou B 181 (418,16) döiKf^v
(puXdSaoeai, d^uvaoGai B 193 (421, 15).
I
ctevao«; 10
6iKo<;. ööiKOv Kai koköv opp. feiWov Epich. B 1,6 (89, 21) cte'i erepa ^€TaEu
kui dyaeov Demokr. B 261 (431, 21) tOüv övtiuv Zenon B 3 {135, 1) det f\y
äöiKov = TÖ evavTi'ov tt^c; q)ucreiU(; oti t^v kui dei €OTai Meliss. B 1 (143, 6)
A 166 (383,38) n ptixopiKri iT€ieoO<; vgl. B 2 (143,10.14. 144, 1) 3 (144,6)
ftriMioupfo«; TTiaTeuTiKf|<; uepi tö bl- 5 7 (145, 16) 8 (147, 16) danach cotxv
Koiov Km aöiKov Gorg. A 28 (551, 7) » . . vöv Koj (dei) eorai [Melisa.] B 11
öfKoiov Kai ciöiKov qpuöei 21 B 135 (149, 11) Kram — dei u»v (6 kirra
;213, 2) nepi öiKa(oii Kai dbiKou bia- äpiQ^dc,) Philol. (?) B 20 (247, 9) toO
öoi Xöyoi Dialex. 3 (641, 4) — äbiKoc, dei 6ecvT0<; . . toO dei ^eTaßaXXovToq
(pe6vo(; opp. biKaxoc, Hippias B 16 lo [Philo!.] B 21 (248, ö. 6) de( kari |ui€l-
(585, 21) — dbiKU)^ öuaTuxovjvTujv, euTU- tov (eXaffcrov) Anaxag. B 3 (314, 17.18)
XoiivTujv Gorg. B 6 (557, 20. 21) vgl. novra iaa ad B 5 (316, 7) d(eO eori
fctKaioi;, dSiKeiv. (voO^ B 14 (320, 6) toö dei oük dEiol
äbiv6c,. dbivf|iöiv UTTÖ TrpauifeeöiJiv epef- äpxnv Zt^Telv Aristot. v. Demokr. A 66
öa; Emped. B 110, 1 (203, 34^ 15 (364, 8) de\ MeXXeiv B 81 (403, 8) def
abmioi;. coni. äXi|jaEpimen.A5 (493,3). ti bxaXofiZeoQai xaXöv B 112 (406,6)
dftÖKijLioi; (opp. 66ki|lioc) dvi^p Demokr. ib? dei ßiujcr6]U€voi B 227 (425,20) —
B 68 (401, 20). dei Klvo^J^€va Leuk. A 10 (345,23) vgl.
dftuvaoia Antiph. B 83 (604, 24). d€iKfvr)TO(;.
dSuvareiv. döuvaxet 6' ouöev 660^ 20 dei'öeiv. tj Xefovre«; f\ d€i6ovT6<; Ar-
Epich. Gn. 23 (94, 10). chyt. ßl (259, 14) — oi cEuj KOipoO
ab\)vaTo<;. öifftv di. Epich. Gn, 29 (94, ^f^öiv äeibovaiv, Kr\v ireirvuMevrjv de(-
23) döuvaxov m.Inf. Philol. B 6 i241, 9) bmaiv . . . Anaxarch. B 1 (458, 5).
Archyt. B 3 (262, 11) döüvaxoi opp. «eiftrj^. tö äeibec, opp. efiqjave^ Auf-
eqpiKTof (eXiTiöe«;) Demokr. B 58 (400, 25 enthalt der Seelen Parm. B 13 (124,1)
21) |nf] eTTißvjjLiei dftuvara Xilon 73* 3 vgl. "At&rit;.
(521,28). deiecfToG (vgl. eieaTtu) Antiph. B 22
i&uTov. <l)epöeq)6\'Ti(; dboTWv [Emped.] (595,14).
B156, 4 (218,7). äeUoio^;. iröp deiZujov Herakl. AU»
deeXeueiv. deeXeuiuv Xenophan. B 2, 30 (59,24) B 30 (66,21) — deßujov (p/anto
21 (46, 13). scdum) Bolos 55 B 300, 3 (440, 29) vgl.
'^dei. aiev Xenophan. B 1, 24 (45,12) Plin. XVIII, 17.
Emped. B 17,13 (178,10) = 26,12 deiZuuiuv. deiZtiovra (besser dei Ziiovxa)
(183, 9/ alei . . . eöxai, ötttii . . ti<; aiev KCpauvöv Kleanthes heraklitis. 12 0 4
tpdbr]i B12,3 (176,29) r|V€K€<; aiev 35 (86,31).
B 17, 35 (179, 12) oööov 6' aiev . . ., deiKi'vrixot;. xö ttov Hippas. 1 (29,24)
xööov aiev... B 35, 12 (186,5) ale( 7 (30,46} — deiKivnra coni. dneipa,
Xenophan. B 26,1 (50,22) Parm. B 15 eXdxiöxa (dpxoti) Leukipp. A 17 (346,
(124,10) Emped. B 108,1 (203,11) vgl. 35) — deiKfvaxov opp. dentaee; stets
Z. 34 Mus. B 4 (485,1) *aiei Demokr. 40 bewegend [Philol.] B 21 (248, 9). Vgl.
B 174 (417,5) — dei. Kpf^xec dei vjjeu- Kiveiv, Ki'viTm«;.
OTa{ Epim. B 1 (493, 30) ÖMoiov anaE denraöri«;. opp. öcikCvotov [Philol.]
xe ehf.iv Kai dei Xe^eiv Zenon B 1 B 21 (248, 2).
(133,10) €(, äei [Pilol.] B 21 (248,9). dei'peiv. iraxfjp <piXov uiöv d€(pa(; (J<p(i-
XoTou övxo^ dei (oder dei dSüvexoi 46 Zei Emped. B 137, 1 (213, 84).
TiTvovxai) Herakl. B 1 (61, 31} (k6- defcpuXXov erkl. Menest. 5 (219, 44).
ö^oq) i^v dei KOI eaxiv koi eöxai irOp devao?. kX€o<; devaov Herakl. B 2^
B 30 (66, 21) dei x(i&' i^v (xd itdvxa) (66, 17) ttOYdv devdou <pu<J€U)< Pytha-
11 deSeiv
12
gor. B 16 (273, 28) i^Xiou ßtev devaov
Hippokr. d. vict. 51 C 2 (341, 1) ncpi
T devduji pcujUttTi TrXriprii; (Xpövo?)
Krit. B 18,1 (618,31) cüAotiav devaov
KOI del Iwaav An. lambl. 82,5 (632, 22). 5
de He IV. öiuqppoauvr) rd Tcpnvd defei
coni. em^eftova iroiei Demokr. B 211
(423, IG) pLr\ri(; dcEerai Emped. B 106
(202, 25).
depio?. AlT(ai dtpioi Tit. Demokr. A 33 lo
(357, 31) = B 11c (389^ 29) nöp ^epiov
Hippokr. 12 C 1 (83, 14). — ij/uxn
d€p(a Anaximen. A 23 (20, 43). Vgl.
di^p, deput^n?-
ä€piubr]C,. v^xn Anaximen. Anaxi- 15
roandr. Anaxag. Archel. Diog. 2, 29
(17, 17) u. ö. — Toö (dtpaiftouc) bia-
Xwpia^öc, (GdvoTOc;) Emped. A 85 (167,
48) — (oüpavov) TÖ TTVJpOu6€^ Kai t6
depil)6e(; ev eKarepuii tüjv rmiaqiaipfwv 2ü
trepuxovTa Emped. A 61 (161, 41) —
TÖ dep. opp. aiöepiov fiepo? Entstehung
von ßpovTn Auaxag. A 84 (309, 1) v.
dvanvon (— dnp) Emped. A 74 (165,
23 ff.) V. edvaTo<; Diog. A 29 (332, 43) 25
TÖ d. (= dnp) M^p0(; TOÖ K(io|uou Aegypt.
60 B 7 (460, 26). Vgl. di^p.
d€T6^. deTo? u. xcAiuvT] Demokr. A 68
(364, 26) T«0 d, Td öcTä nikcrva B 22
(394,20) Tp(a fuev tikt€i (u»id) . . . Mus. 30
B 3 (484, 28) aquila als Traumbild
Antiph. B 80 (604, 12). — Sternbild
Demokr. B 14, 3 (391,14).
dri6(a. fXwaaa i'jöovf^i; koi dii6(ri? Hip-
pokr. 12 C 1 (85, 13) i^öovai . . . ti'k- 35
Touoiv dribia? Demokr. B 71 (403f, 6).
driöuiv. TU)V XiYupOöv, KUKvou Kai driöö-
vo^, €v uiiifii KOTd iu{)Liri(yiv i|Liae»iTai)
Demokr. B 154 (412, 18).
djiÖTic;. öufffvcöeoi d*i0€a Emped. B 40
22,8 (181,21).
dfjvai. dv€|uu)v , . . devTUJv Emped. B
84, 4 (196, 32).
aiip. 1^ diip Anaxag. (?) A 92 (310, 46
vgl. Anm.) — i^epoq Emped. B 17, 18 45
(178, 15) riepa Demokr. B 30 (397, 20)
C 6 (448, 3) — coni. ai8r^p Anaxag.
B 1 (313, 84) 2 (314, 4) 12 (319, 4)
parodierend Piaton 46 A 47 (304, 6) —
dist. atönp Anaximen. A 8 (19, 14)
Parm. A 37 (111, 14) Anaxag. A 70
(307, 15) Emped. A 33 (159, 13. 16 wo
aieiip = nOp) B 38 (187, 1 . 2) A 49 (161 ,
21 ? 30. 32) Metrod. v. L. 4 (326,23) —
ai0Tip und di^p wechselnd Emped. A 30
(158,28) vgl. B 53 (189,16.20) Anaxag.
(Aristot.) A89(309,33) Hippokr. 51 C3
(341, 18) — dnp für alenp(?) Emped.
B 100, 13 (201, 2) coni. -rrveOiua Ana-
ximen. B 2 (21, 19) = TTveOjua Emped.
B 100,15.21 (210,5. 10) dist. Hippokr.
51 C 2 [340, 29 ff.). Vgl. aienp.
Element, dpxn Anaximen. A 4
(18, 7) B 2 ^21, 15) dnp dn€ipo<; A 1
(17, 37 vgl. Anm.) 7 (18, 31) infmi-
ius A 9 (19,17 vgl. Z. 20, 24) dueipo?,
wp\attkvo<i A 6 (18, 23) ejT'J? • • • toO
dau)|udTou . . ., dva^Kn auTÖv dtretpov
clvai KOI TrXouOiov [Anaximen.] B 3
(21, 30) ujroK€i|U€vn q>(iai<; . . . äit€ipo(;,
üjpiöiuevn Anaximen. A 6 (18, 12) —
TÖ TTÖv A 8 (19, 12) OToixeTov 20 A 5
(139; 975»» 24) — OTOiyelov Emped. AI
(153, 31) [anima) A 21 (150, 33) 28
(158, 6) 33 (159, 11) 37 (160, 6) <pO<T€i
Ka\ TÜxn» clvai A48 (161,9) (ai0iip)
A 30 (158, 28) ■f\€po<; dirXeTov un»o(;
B 17, 18 (178, 15) vgl. aierip — rröp.
Tn, drjp Tut ovTa Ion A G (221,31) nöp
KOI drjp dpxa( Oinop. 5 ^230, 8) oCik
evftlxeTai (tö dncipov) XefCiv dpxnv,
dXX' eKcTvo ODi öujüißeßnKcv, töv dlpa f\
To apTiov Aristot. 45 B 29 (276, 36) —
TrdvTUJV dpxnv Kai öToixeiov (ungenau)
Archel. A 7 (324, 36. 38) Anaximen.
Idaios Himeraios Diog. Archel. 50
(S27, 29) — TrpuiTOV OTOixeiov wupS^
iu€v TruKvoTcpov, dcpo^ J>€ XeiTToTepov,
uboTOi; }ikv XeitriTcpov, d€po<; bk mjK-
vÖTcpov ■ 6 Tt€pt€X€iv TTavTCi; Tou? oupa-
vou<;, drcctpov ov Idaios (?) (327, 33) —
öToixeiov Diog. 50 (327,43) 51 A 1 (328,
26) 4 (328, 40) dnp anetpoc, A 6 (329,21)
ebenso dpxi^ A 7 (329, 26) vgl. B 3
(335, 12) B 6 (337, 1) udvTUiv Xcirro-
licpeöTaTov cTvai koi dpxnv A 20 (332,8)
10
I
pov elvoi KOI ä(ftiov A ö (329, 12 ff.) re-
rum materiem A 8 (329,39) — ^€TctEü
ifvphc, Ka\ äipo(i rb ötoixcIov rlQtaQai
A 6 (329, 17) vgl. A 4 (328, 41) c. 50
(328, 9) — (tinp) ey iravti ^veivai ko»
lOTlV Ovhk tV 5 Tl Hn M^T^XCl TOUTOU
Bö (330,23) dftiov Kai äedvarov otöfza
B 7 (339, 17) ^ifa koi lox^pöv Km
• d(6i6v T€ Kui dOdvaTov koi iroXAd el66^
B 8 (339, 20) vgl. Sp. 13, 18 — (depo^
q)uot«;) olov Ttavanepiüifa tidvTuuv lOüv
öTOixeduv (?) Leuk. A 15 (346, 28).
Gott. Fn ö* oviö' 'Afjp oü&' Oupa-
v6(; i^v Orph. A 12 (472, 9j 'Afip koi 15
NiiE dpxaf Epimen. B ö (495, 14. 17) —
df^p 9cö(: Anaximen. A 10 (19, 19) depa
KOI voOv TÖv öcov Archel. A 12 (325,6)
dnp ee6<; Diog. A 8 (329, 33) 6 evTÖ^
drip oioedv€Ta» .uiKpöv Av }x6piov toO 20
ecoO A 19 (331, 28) uitö toutou ttov-
xa^ KüßcpvctoQai Km itdvruiv KparcTv
B 5 (335, 20) Tü»v itdvruiv bvvaaxr\<;
C 2 (340, 29) =--= Zeu^ (bei Homer) A 8
(329, 33) C 2 (341, 9) 4 (341, 23) vn
TÖV 'Aepa c. 74 C 3 (543,8) gegen Piog.
dvaTe(vavTe<; Td<; xt'P<*<: tvToOOa oO
vOv i^epa KaXeo^ev . . 'irdvxa (<paoiv)
Z€Üq j-iuÖeiTai .... KCl ßaöiXeüq oötoc
Tujv TrdvTiuv' Demokr. B 30 (397, 20)
lupiler quem Qraeci voeant aerem;
qtii ventus est et nubes etc. Epicb. Enni
53 (97, 25) — "Hpa Vit. Parm. A 20
(108,30) = 21 A 23 (157,14) — 'Ai6uj-
vcuq Emped. A 1 (153, 33) 33 (159,
17. 26) B 6 (175, 9) "Hpn qjcpeoßiot;
A 33 (159, 13 vgl. Anm. 159, 10) Nn-
OTi6o^ arYXr|(; {\i.kpr\) =■ €v fiev dcpo^,
Iv Ö€ uöoToq (?) B 96 (199, 18) 'Mc-
Havftpo^ b. Homer Metrod. v. L. 4 (326,
23) "Hpa Theagen. 2 (511,24) vgl. oben
Z. 24 und Sp. 14,16 'Aenvd Aegypter
60 B 7 (460, 36).
Kosmos, Meteora. acpaipav -rtc-
pi(puf)vm Tuii TTCpi xrjv tt\v dcpi Anaxi-
Toandr. 10 (13, 36) — dpafwatc ^"d
ndicviuOt^, Vtrwandlungsformen Ana-
ximen. A 5 '18, 13) 6 (18, 24) 7 (18,
di^p
14
2.^
30
35
45
35) 8 (19, 12) 9 (19, 17) öXov xbv kö-
öfiov irvcOfio Km drip ncpicxe» B 2 (21,
18) — (u6u)p) dvaOu^ll(^^€vov dtpa
duoxcXcToOai Herakl. A 5 (58, 17 an-
ders 58, 20) vgl. Emped. A 49 (161,
32) Anaxag. A 45 (303, 21) drjp V\\
xöv nupb^ edvoTov, ufciup 1S\\ xov dc-
poc; edvaxov B 76 (73, 8) drjp m^TMO
irupö^ Km Tf^<; Parm. A 35 (110, 46)
YH? diroKpiaK; A 37 (111, 12) — cl . .
€öTi Y^ ''o^ uftoip Km drip, c^vai xPH
xoioÖTOv, olöv ir€p TÖ irpOfiXov t&oEtv
l^^»v Melis3. B 8 (147, 10) — dnÖKfJi-
OH Eroped. A 80 (158, 30) 49 (ik,
21. 30) vgl. 53 (162, 11) {»Tpö^ dfjp
Tixdv t^6' aiei^p B 38, 3 (187, 1) Ixi . .
oupavöv cKpunxcv diip . . . (?) B 154
(217, 2) — CK Toö oKxaebpou xöv depo
TCTOvevai Pythag. 32 A 15 (237, 10)
(pöopot xoO KÖOfiou . . . Tr€pioxpoq)fit
xoO d€po(; Philol. A 18 (237, 34) di^p
(xä? ö<pafpa^ öuiina) B 12 (244", 1) —
Tidvxa drjp xe K«i aiGrip koxcTxc . . .
Anaxag. B 1 (313,34) dr'ip xe Ka\ aiefjp
dnoKpivovxm dnö xoö noXXoO xoö ite-
pi€xovxo(; B 2 (314, 4) 6 dnp T€ KOi 6
a»9r)p ol dtroKpjvdiüievoi: nepixdiprjoi^
B 12 (319, 4) Lage im All A 1 (294, 1)
depa<; . . . aixiuifievo^ (ei«; tö 6iaKo-
(T|U€iv) A 47 (304, 6) eK itupö^ di^p, eE
depoq dbujp A 45 (303, 13) iE ööaxo(;
7ro|uq)oXuYiZ:ovxo^ dt^p (303, 21) eöxi xi
(6 dnp) A 68 (306, 21) dfip miKvöv koi
TOx^i dist. aienp A 70 (307, 15) = 65
A 135 (375, 4) — Entstehung aus üfciup
Archel. A 1 (323, 20) 4 (324, 8, (t^)
uttö xoO depo(;, 6 fie unö xf^? xoO in>-
pö<; irepicpopä^ Kpoxeixai A 1 (323, 20)
— iTUKvoOiaevoe; Kai dpaioiJ|U6vo? yev-
vnxiKÖ? xuiv Kocffiuiv Diog. A 1 (328,
26) 5 (329,13) Entstehung (?) A 9 (329,
40) ei . . . Y'l xai uöu'p Kd\ d^p ... ei
xoüxwv XI nv exepov xoO ex^pou, . .
ouxe |Li{oYCö9ai dXX^Xoi? i^ftuvoro oüxe
. . . B 2 (334, 11) gegen Emped., vgl.
auch obenZ. 10 ff. — Entstehung Lenk.
A 17 (346, 36) 24 (347, 35 ff.) Demokr.
A 1 (352, 27) — |üi6po(; xOjv oXujv Aegypt.
15
a^p
16
60 B 7 (460, 22. 26. 36) - aerias temp-
tasae domos v. Archyt. A 3 (251, 17)
oüpavö^ il äipoc, <Ju,uiraTevTO^ uxrö
rcvpbc, Kpu(JTaX\o«6«W(; {aerem glacia-
ium] Emped. A öl (161, 40] — €v ko- 5
9apujTepuui depi cpepecreai (töv r^Xiov)
Herakl". A 12 [ö9,10) toO hkpoc, ci'Eav-
TO^ Tf^i ToO i^Xfou 6p^f\l eiriKAief^vai
■xhc, äpKTOU«; Emped. A 58 il62, 35) —
dvTairwaei toO trpöe; toT^ äpKXOK; depoc; lO
rpoiTTjv i^XCou •^ijvi.aQai Anaxag. A 72
(307, 21) (t. äepaj Tf^<; Vjiuepaq ciZv.v . . .
96p|jaiv6)aevov v-ah xoö i^Ai'ou A 74
(307, 40) — (fiAiov) TÖV depo troiflöai
bia<pavf\ Archel. A 4 (324, 14} — Ent- 15
stehung der rpovcai Tiiog. (?) A 9 (329,
4ö) Tiupi (VjXiuji) Tcveü|Lia (dnp) xpoqpti
0 2 (340, 39) — (nXiov) ditweoOvra
dqp' eauToO koi dnoTrXriTTÖiafvov -ftuk-
voOv TÖV depa Demokr. A 135 (374, 20
16) — (T]\iöv} dipoc; Tpu'ra Metrod.
A 20 (452,20) (riÄio;;) itüp iemvefxo-
jaevov TÖV Tiepi Tf]v ff\v ufpöv depa
Antiph. B 26 (595, 30) — aeh\v'q öu|li-
fiif n<; eE depo;; Kai iiijpöq Parm. A 37 25
(111,14) öeXj^vii df)p aiiV€aTpajiuevo(; . . .
Eraped. A 60 (162, 41. 43) — (dcfTpa)
iT€piXrjq)6evTa uirö depoi; Anaxiinandr^
11 (14, 9) mXniiata depo<; 18 (15, 37)
Entstehung d. xpönal Anaximen. A lö 30
(20, 6) \gl. oben Z. 16 — döTpa Ent-
stehung bei d. upiuTH 6i(icKpi(Ttq Em-
ped. A 53 (162, 11) vgl. Archel. A 4
(324, 12) (dfip) öUjUTrepiXaiißctvujv xd
döxpa . . . T^v vöv fiepi^opdv aüTüJv 35
juexeujpov ifpuXarxe Leuk. A 24 (347,
36) — ffpi tu d€po(; öxou)Lievrjv Ana-
ximen. A 6 (18, 27) (Kai xd dXXa döxpa)
A 7 (18, 40) 20 (20, 34) vgl. dfip ffic,
6xr\^a Diog. 0 2 (314, 5.7 vgl. Z. 13) 40
xöv depa iöxup^xaxov övxa tpepeiv erro-
XOU!tiev»iv Trjv fHV Anaxag. A 42 (301,
33) —' kiTtviw^axiZeiv xöv depo xöv
KotTweev Anaximen. A 20 (20, 29) vgl.
i'ff^v) dvexoMCVTjv uirö xoö utroKeiuevou 45
depo«;, ov k-amiutxaxiZei . . . Anaximen.
Anaxag. Demokr. 46 A 88 (309,28) —
ffiv MH Koxd TTdv jaepo«; ncpiex^cTÖat
6nö depoc Xenophan. A 32 (41, 20) tS
depo<; ka\ iTupö< xf]v ■xi\v övurcaffi'vcu
A 47 (43, 34) yadi«; TTelpa<; . . . *r\€pi
•npoönXdZov B 28, 2 (51, 8) OTreipov xö
ßd9o<; xfje; y^? xat xoö depo^ 20 A 5
(140; 976» 33) — xf]v frlv xoö ttukvoö
Kaxappu€vxo<; depoc; ■fefove.vai Parm.
A 22 (109, 1) — depat; xe koi fioic^
iTXe(öxa5 eI6ov iDemokr.] 6299(439, 13)
— (vuS) = iiiiKTÖv ki depo^ Kot öXi'you
T(\]p6<; (i'iiaiö<pa(piov) Emped. A 30 (158,
33) r}jii09atp(u>i tuj» xoö äipoc, xoO
6ep|uo|niYo05 trenXripuinevwi A 56 (162,
21) öKoxeivö? 6 df]p 'vukxö<; €pri|uairi<;
. .' B 49 (189,1) — dveiLioq Entstehung
Anaximandr. 11 {14,17) 24 (16,32)
Anaximen. A 19 (20,25) Emped. A 65
(163, 10) ä^p v€<peXr)Tep€T»l<; B 149
(216, 7) vriv€M(a erkl. Archyt. A 22
(257, 6; äv€M0(; Anaxag. A 42 (802, 8)
Hippokr. 51 C 2 (340, 31) <ifip x^i^k'
pioc; yiMTai Demokr. B 14, 3 (391, 12;
eTncT(at Metrod. v. Ch. A 18 (452, 13) —
Entstehung v. vkcpi] . . . Anaximen. A 17
(20,13) TpK A 18 (20,19) Metrod. v.Ch.
A 4 (451.15) u€xoi)(; Kaxd depo«; xpOTrnv
duoTeXeioGai Aegypt. 60 B 6 (460, 8)
oxav Y^-vuJvxa» ^v xifii akpi ÖMßpoi Kai
TTveuibiaxa uTrevavxfa dXX»iXoi^ Antiph.
B 29 ^596, 8) — aetapioc, Anaximandr.
28(17,11) Anaxag. A 42 (302,10) (aierip)
A 89 (309,33) Metrod.v.Ch. A21 (452,27)
— Ttpöq xou^ uTiö depo^ 4Xu)6ou^ ße-
ßXa)a^evouc; [Demokr.J B 300,11 (:442, 21)
1^ Koxd xöv depo dvy^noXfa C 7 (449,20).
Mensch, Seele. äv9puJTro<; Ana-
ximen. A 22 (£0, 41) oiov TJ i}»uxti . •
dfip ovöa öUYKpaxe't i^fid«;, koi oXov
xöv KocTjuov TtveöiLia koi d^p nepiexei
B 2 (21, 17) drip d»i cppovoO|i€v (Ana*
ximen. Diog.) 21 A 76 (I60, 43) xii^xnv
elvai xd ev xu»i depi Huojiaxa r\ xö
xaOxa Kivoflv Pythagor. B 40 (279, 9)
vgl. ev xilii depi iroXuv dpiöfiöv xiöv
xoiouTiuv & KoXet voOv Kai »|iux*iv De-
mokr. A 106 (370, 9) xö li\v, cppoveiv,
xd^ al(j9nöei(; xuii depi dvairrei Diog.
A19 (331,4flF.) B 3 (335, 12) dvBpujTroi
I
KOI xä äX\a Z'jjia . . Zu'jei rxui äipi B 4
(335, 14) vgl. B 5 (336, 16) A 29 (332,
40) TTOVTIJUV TUlV ZuüllüV 1^ H'OXH TÖ aÜTÖ
cöTiv, d»ip öepiaoTcpo^ juev toO eiw, toO
laevToi Tiapct tJji i'jA.fu» troXXov ij;uxp6- 5
Tcpoq B 5 (336, «) vgl. A 20 (332, 7)
C 1 (340, 16) (dr^p) = vyuxn •<"» votiök;
B 4 (335,15) TroA.Xoi rpönoi xai . . toO
depo;; Ka\ toö vo/)mo^ B 5 (336, 1 fT.)
vgl. B 6 (336,19) dnp voöc, ßpoTüiv C 2 lo
(341, 9) T. Ima fJieTf.xf.iv tö.9 vor]ToO
KOI depoc; A 30 (333, 10) vgl. A 19 (331,
41) C3 (341,16) Ursache von Y\bovr\
und AÜTiri A 19 (331, 30) von AnGn
(332, 3) — dnp im Auge Empeu. A 86 15
(168, 12. 24) = feuchte Nachtluft opp.
<f>\jjc, am Tage (168, 26) Spiegeibild-
entstebung A 88 (171, 32) vgl. Diog.
A 19 331, 11. 25 ff.) 6Tepoiuj(ji€^ . . .
Tf]bovf\c, Kai xpoin^ au€ipoi B 5 (336, 5) 20
— TUTToöö6ai (tov depo) auaTeXX6)Li€-
vov UTTÖ ToO öpujfjAvov Kai TOO öpojv-
T0<; Demokr. A 135 (373, 29) duofidT-
xerai ujcnrep Kr\p6c, (373,43) xriv naxu-
Ti-|Ta ToO depo^ aiTiÖToi npoc; t6 25
<paiveaeai }.\iXav (378, 47 vgl. 377, 39)
ä»ip Träger d. eviirrvia A 77 (365, 45)
(uI€öt6^ [dbvjXwv] 78 (366, 7) vgl. ÖKOoa
dvd TÖv riepa irXdZiei rjiuca^ ivöaX~|Lioiat
öiaXXdööovTu C ö (448, 3). — rpun'ti 30
ii^X"^) Entstehung Anaxag. A 106 (312,
19) Archel. A 1 (323, 23) Demokr. A
128 (372, 23; 55 A 135 (375, 6) — dKorj
Entstehung Alkm. A 5 (101, 19) Em-
ped. A 86 (168, 29. 31) icieidem, 2 35
327,5) Diog. A 19 (331,9. 23) 21 ,332,
14) Demokr. A 135 (374, 24) — öocppn-
ok; Entstehung Anaxag. A 92 (310,
41 ff.) Kleidern. 2 (327, 5) Diog. A 19
(331, 5. 16) — ovux€<; Entstehung Em- 40
ped. A 78 (166, 6) — dvaTrvori und
eKTtvon Entstehung B 100 (200,10) vgl.
alGrip.
Verschiedenes, (öevöpea) k^i-
neööqpuXXa koi enite&ÖKapna xeGnXev ... 45
Kox' nepa navT eviauxöv Emped. B 78
194, 29) Tgl. Hippoh A 19 (226, 24)
depo TrdvTwv ix^iv ötrcp^axa Anaxag.
dOau^aaxia 18
A 117 (313, 18) — lxeO(; ?Xk6iv xbv
d€pa dl«; evövxoq h/ xOüi w6axi depot;
Diog. A 31 (333, 16) C 2 (341, 3) vgl.
Anaxag. A 115 (313, 16) — Kcpaxo
Entstehung Demokr. A 163 (881, 27)
K\i\\ivbpa: depo(; 6yko<; (wechselnd na.
aienp) Emped. B 100, 13 (201,3) vgl.
Anaxag. A 68 (306, 22) 69 .306, 23) —
ai (toO X{6ou) d-rcöppotat xöv em xoi<;
ToO cibr\pov TtopoK; dTrujöoOcfi Kai ki-
voööt xöv etniTiuiuaxiCovxa auxouc;
Emped. A 89 (171, 38) — xol<; löxupa»;
cpepofievoK; (ßeXem) fjoXXov OfraKoOei
6 dr'ip Archyt. B 1 (259, 18) — (Schall-
■wirkung) i|Joqp6i xf^q Ke^XPO^^ oxioOv
|itepo(; (Zenon) Aristot. 19 A 29 (132,
26) — Vgl. TtvcuMa, alönp.
dea,ußrri Demokr. A 169 ,384, 11) B 4
(386, 29} 215 ,'424, 7) vgl deai-.uaaxfo.
deajißo?. aocpdi Demokr. B 216 (424, 8).
d9dvaxo^ opp. 9vrix6^. 60a 6vr)X0i«Ji
dadvaxoi ev€t|Liav Mus. B 7 (485, 14)
MoTpai uödvaxoi Epimen.B 19 (497,11)
Cr]\iem dGavdxou MvrjUTii; Herakl. (?)
B 126» (79, 22) d9avdxoiöi i^viöxoiai
Parm. B 1, 24 (115, 0) — xö direipov
Anaximandr. 15 (14,42) 0viix' eqjuovxo,
xd TTp'iv |ud6ov dedvar' etvai (Elemente)
Emped, B,36,14 (186,7) (dnp) dOdva-
xov (öujfia) coni. d{&io>' Diog. B 7
.339,17) 8 (339,21) ipuxn Thal. AI
(3, 23) 2 (7, 1) (xT^v vuxrv) eoiKevai
ToT^ dBavdxoK; (sc. dörpoK;' Alkm. A 12
(102, 25) 6 tt60o<; dö. ouk €v deavdxoii;
öu))Lia0t Zf\i Gorg. B 6 (557, 33) Bvaxd,
oi)K d9. (ppove'iv Epich. Gn. 20 (94, 2)
ai libovai Gvrixat, ai ö' dptxai d9. Pe-
riandr. 73» 3 (523, 17) ~ dGdvaxot
9vnxo( und urogek. Herakl. B62 (71, 1)
d9avdxoi(; aXXoiöiv öjmecJxioi (dv9pu)-
Tioi) Emped. B 147, 1 (216, 1) xou(;
dvGpaiTCOu? €0€ö9a» d9. Magier 60 B 6
(459,35) vgl. B7 (460,41) x6v (sc."lTr-
TTuiva) d9av<ixoi0i Oeoicriv löov ^irofnöev
Moipa [Hipp.] B 2 (226, 16) vgl. 9€6<;,
öa{|Liuiv.
d9au|iiaax(a. ü|ivei (d. i. döajaßi'vjv) v.
Demokr. A 168 (384, 2).
19
döeiLifcTTio?
20
ci9€^(cfTio<;. epT« Xenoplian. B 12, 1
(48, 18).
aQeoc, V. Hippon 1 A 13 (9, 17) 26 A 4.6
,223, 32. 39; 8 (224, 3. 4) 9 (224, 6) B 2
(226, 14) V. Theodor. 74 A 12 (630, 21).
d9€(J<paT0(; coni. lepii (qipriv) Emped.
B 134, 4 (212, 24).
döetwpiiToc = aQia-voc, Aotipb. B 67
(602, 28),
'AOrivä. 'A6rjva<; tö xpiTWvov Philol.
A 14 (236, 47) tov dlpa TrpoöotYoptOöai
'A0riväv Aegypt. €0 B 7 (4üO, 36) bei
Homer qpuaeiu? uirööTUöK; Metrod. v.
L. 3 (326, 14) Texvn 6 (326, 34) bei
Homer = qjpövr.cfiq Theag. 3 (511, 25)
TptTOTtveia Tit. (= q)pövriai(;; Demokr.
A 33 (357, 15) = B 1^ (385, 25. 386, 2).
Vgl. Reg. IL
aeiKTo<; KOI öi|»€i KOI '4;a\50€i Hippokr.
12 C 1 (83, 21).
ö0\titii?. Angriff dagegen nach Xeno-
phan. (11 B 2) Eurip. 11 C 2 (63, 25).
ööXov. öeivov oieOXovXenophan. B 2,5
(45,18) SeXa Tioieiöeai xAv öttXuuv
Gorg. A 1 (514, 24) — coni. Tt|ua{ An-
tiph. B 49 (599,3) äeXov opp. KÖXaöna
Krit. B 25, 3 (620, 24).
äQpexy. aGpei iraörii iraXdiurii, Tif^i bf\-
Xov eKOöTov Emped. B4,9 (174,18)
<i9pei . . . ^vavTiov af ia k\jkXov B 47
(188, 2G) lKuf\c, fiepoc; *dGpn(iavT€qB2,3
(173, 20).
äepofZeiv. Züif\q . . |Li€poq d9po((JavT€^
(? ctGptiaavTei; Scalig.) Emped. B 2, 3
(173, 20) — TOV r^Xiov ck |LiiKpu)v ttu-
piö{ujv d9poiZo)a€vtjuv Xenophan. A 33
(41, 28) d9po{r€a9ai Leuk. A 10 (345,
25) 24 (347,25) vgl. d9poia|aö?.
d9poiO|aö^ Emped. A 30 (158,34) Leuk.
A 24 (348, 8).
dGpöo?. (tov iTtpi efKeqjdXov depo)
d9pouv clvai koi <yi5,u)i€Tpov Tf^i döjuf^i
Diog. A 19 (331, 6) d9p6ov . . tloikvai
Triv qpujvnv Demoir. A 135 (374, 33)
d9pouv opp. TÖ £{(; inaKpd &tav€vr||Lie-
vov (375, 36).
d9u^eiv, dGufioOfftv Antiph. B 102
(605. 82).
ä6up^a. Tta{6üiv d9^Jp^aTa toi dvGpui--
TTiva öoEdö^uxT« Herakl. B 70 (72, 17).
d0u>io<; Demokr. B 257 (431,8) 260
(431, Ift).
5 ai m. Opt., Hauptsatz Fut. Archyt. B 1
(259,10) dafür ai be k« (259,12) ai' ko
m. Konj., Hauptsatz Fut. B 1 (260,
14.16). Vgl. d.
oTa. kK . ainc Emped. B 21, 6 (180,20)
10 aitiq Xdotov Mevoq B 27,2 (183, 23)
vgl. -n).
aitCoxoq. Ai6<; . . b6|uoi aiTiöxoio Em-
ped. B 142, 1 (215, 7) Erklärung (Mus.)
B 8 (486, 1).
15 aiTXr]. N»iöTi6o(; aiYXriq Emped. B 96, 2
(199, 18).
AiYOKepux; Sternbild Demokr. B 14,3
(391, 17) Epim. B 24 (498, 7).
ai&etor9ai. TroTepa Kleobul. 73^3 (520,
20 11) oirep wdXi(TTa Tiqv dpcTrjv ouvexc«,
TÖ alb. Demokr. B 179 (418, 9) ^ijiöev
Ti inäXXov rovc, dv9pij6irou(; at6€Ta9ai
euJUToö . . . euJUTÖv miXiöTO alb. B 264
(432,9.11).
25 dfÖTiXoc;. rieXioio Xa|a'ird6o<; epy' d(ftiiXa
Parm. B 10,3 (122,23) irOp dibTjXov
Emped. B 109, 2 (203, 20).
"A i b ri c,. ii "Aibou Kol AiGepo^ to udvTO
67 B 14 (486, 28). — El«; "Ai&ou KCTd-
ßaöK Tit. Pythag. 5 (28, 15) vgl. 66
(470, 1. 11. 17) — ujuTÖi; 'Aftn? mi
Aiovvaoc, Herakl. B 15 (65. 2) ai <|»u-
Xai domivTai Ka9' aiÖJiv B 98 (76, 7
vgl. Diels HerakliO S.40 Anm.) 'Mbr\<^
Ok6to<; und ^aoc, Hippokr. 12 C 1
(81, 16) TpiTtuvou YWJvia "Aibou Pbilol.
A 14 (236, 30 vgl. 237, 4) Trjv xöovfnv
oXriv cruvexei Zwriv (236, 33) — i^ ^v
aibou Kpföi? Pythagor. C 4 (281, 9) —
itavTax69€v ö|uiofa i^ cl^ dibou Kaxd-
ßaöic, Anaxag. A 1 (294, 21) 34» (300,
12) — TTcpt T&v ^v 'Aibou Tit. Protag.
A 1 (527, 2) vgl. (539, 13 Anm.) Demokr.
A 33 (357, 14) B 0^ (384, 29) B 1 (384,
35) C 2 (447, 35) — lf\v i96Xouat bii-
MOTi dfbeu» Demokr. B 199 (422, 9) —
Vgl. Reg. II.
dibi0(;. TÖ CK ToO dibfou ■f<5vi|iiov Ana-
30
40
45
21
^^Rxiraandr. 10 (13, 35) tö direipov coni.
^ Xenophan. A 36 (42,24) tö näv Parm.
A 7 (107, 11) coni. ctKfvTiTov A 22 (108,
43) coni. arfivryroy, oO Y^vöficvov A 23 5
(109, 4. 7) vgl. Metrod. v. Ch. A4 (451,
11) TÖ €v coni. oireipov Zenon Meliss.
19 A 30 (132, 39 = 142, 27) vgl. 21 A
32 (159, 5) — apx»iv tc Kai TtXoq exov
ouft^v ouT€ d(ftiov out€ oiTCipov Meüss. 10
B 4 (144, 10) (tö öv) di'ftiöv eOTi Kai
aireipov B 7 (145, 3) vgl. A 5 (136;
974^ 1 ff. 137; 974'» 7 ff.) ei ixr\ kfivixo,
iOTiv 66, di'&iov av dr\ (138; 975» 36)
hoc quod esset infimluni . . . et fuisse 15
scmper et fore A 9 (142,5) d eOTU) Turv
irpaTjuöTiuv d(5toq eöoa Philol. B 6
(241, 3) — (tö 6v) d{6iov r\ ycvtitöv
r\ d(6iov KOI Y^vriTÖv Gorg. B 3 (562,
Jl) — Tot luev Tcvö^eva, Tct ö' d(&ia 20
Emped. 20 A 5 (138; 975» 38) — ee6<;
Kenophan. A 1 (34, 19) k6<T|lio? coni.
dTtviiTo^, aq)9apT0<; Xenophan. Parm.
Melißs. 11 A 37 (42,37 vgl. S. 111,4 u.ö.)
K^öiuov evgpYCiav di'&iov Ocui [Philol.] 25
B 21 (248, 7) ecojv Hii^qptaiua iraXaidv,
diötov Emped. B 115,2 (207,8) xp6vO(;
Demokr. A 71 (364,45) — (dnp) di'öiov
KCl dOdvoTov ( (TA|ua ) Diog. B 8 (339,
17.20) vgl. A5 (329,12) — Kivnö^ 30
Anaximandr. 9 (13, 13) 11 (14, 4) 12
(14,22) 17 (15, 37) vgl. Anaximen. A 5
(18, 15) opp. cpeapTrj Herakl. A 6 (58,
26) — TTjv ö€Xrivt}v KOI TO uirep toü-
Tr|v ex€iv d{&iov q)uaiv Alkm. A 1 (100, 35
23) — TÖ öuvd^€l iü(; 6v XPH Tißevai
cm TU)v di6{u»v Archyt. A 24 (257,22).
Vgl. de{.
aiftoiov. uMvcov äiajita atöoioiatv He-
rakl. B 15 (65, 1) alöoTov öitepiuaTo«; 4o
KaTaßo\a<; t€ kui fcwriöioi; (dpxd), (<Ja-
>xa(vei) Tav Euvctt^vtiüv (dpxdv) Philol.
B13 (247,15.17).
a i & o 1 0 (;. £€(viuv aiftoloi Xt^eve^ Emped.
B 112, 3 (205, 10). 45
Aiöuiveu^ = dt^p Emped. A 1 (153,33)
33 (159, 17. 26) = -pl (159, 14 vgl. 169,
10 Anm.) B 6,2 (175, 9): Vgl. Reg. II.
aienp 22
aiöa»(; Respekt Demokr. B 179 (418, »)
aiftoö^ eZcuKTOi -nihaxc, Krit. B 20
(619, 20) — Ai6u)(; Protag. C 1 (542,
15 ff.).
dfciv. dtiüv Xenophan. B 7, 5 (47, 23).
aTeciv. dEunr ai66|n€vo^ Parm. B 1, 7
(114, 13) trupö(; . . al9o|Li€voio Emped.
B 84, 2 (196, 30).
aiOcpio«;. tö aiQcpiov ou)^a(?) Herakl.
A 8 (68, 34) — (pXoTÖ«; aiOepiov nOp
opp. vuKT dÖan Parm. B 8, 56 (121, 17)
ciör^i 6' aiöcpCav qpuöiv T(i t* ev aiöcpi
ndvTa önfiaTo B 10, 1 (122, 21) alGe-
piai(!) TtuXai B 1, 13 (114, 19) aiGepiov
[xivoc, 7r6vTovÖ£ öiuikci (öafiitovai;) Em-
ped. B 116, 9 (207, 16) aieep(a t»1 («£-
Antri) Pythagor. B 37 (278, 36) — al-
öcpiov M^po<; (Gcpiiov) opp. dcpi'uöci;
(vuxpöv) Anaxag. A 84 (309, 1) aclhe-
rium calorem incsse [in scmine) A 109
(312, 29) Ta dir' olecpi'ou ßXaOTdvTa
Yovf^i; Eurip. 46 A 112 (313, 1) — ev
aiecpitui ^ü|ußuji TrdvTUJv cpuaiv €fi-
TrXeEavT« Krit. ß 19, 1 (619, 8). Vgl.
ai9iip.
aiöiip. Verhältnis zu dnp s. d. und
unt. Z. 44 ff. — övoiidret alGcpa dvTt
trup6<; V. Anaxag. A 73 (307, 86) 84
(308, 45) vgl. Emped. A 33 (159, 13. 16).
Gott. Aienp Orpheus B 12 (476, 31
vgl. 476, 36 Anm.) B 13 (477, 16) Mus.
^ B 14 (486, 28. 29) Akusil. B 1 (612, 25)
3 (513, 11) Z6u<; = aienp (tö noioOv)
Pherekyd. A 9 (507, 5) vgl. Eurip. 46
A 112 (312, 39) Emped. A 33 (159,
13. 16) = 'ATOiueiüiviuv Metrod. v.J.-. 4
(326, 20. 22) vgl. 3 (326, 17).
Element, aiöepa aiefjp (auSei)
Emped. B 37 (186, 18) {jöaTo<; Tofn?
T£ KOI ai0epo<; TjcXfou T€ Ktpvai^evujv
B 71, 2 (193, 17) aielpi ita|H9av6a)vTi
(in alua u. a&pl) B 98, 2 (199, 32)
aiGepi aiGepa biov (6Tru>7ra^€v) Emped.
B 109, 2 (203, 20). Emped. selbst ge-
hraucht zur Bezeichnung des Ele-
ments nur einmal dr|p (B 17, 18
S. 178, 16). sonst stets alGrip (dnp
außerdem nur B 38 8. 187, 1 ynd (?)
23 aienp
24
B 100, 13 S. 201, 2) vgl. damit Emped.
A 30 (158, 28) 49 (161, 20. 30). Wei-
terer Gebrauch unten Z. 13 ff. — o tö<;
atpalpac, oXKa«;, tt€|liktov (öüujaa) Philol.
B 12 (244, 10).
Kosmos. Entstehung Anaximen.
A 8 (19, 14) aiOrip cxTreipoc; Xenojjhan.
A 47 (43, 30j aiGepoq ö]ußptov vbiup
B 30, 4 (51, 11) — aie. dviuTctTUJ Parm,
A 37 (111, 4) Tot €v aiöcpi navTa öii-
juaxa BIO, 1 (122,21) aiGnp Euvo?
Entstehung B 11, 2 (123, 6) — oupavö«;
Entstehung ans aiöiip Emped. A 49
(161, 21 ff. 32) Karex cp\lna fjn'fiW ei^
alelp' i<KU)VTai) (Elemente) B 9, 1 (175,
20) TiToiv . . ai9r|p a^plxjwv irepi ku-
kXov UTravTa 38, 4 (187, 3) nicht 6a-
\ii\X6q B 39, 1 (187, 4) outuj ouveKupöe
Geujv Tore, TroXXoKi 6' aXXwc; B 53
(189, 28) laaKpfjiöi Karä x0<iva bveto
}iilai<; B 54 (189, 26) alG^p bei äva-
nvon und KX^ijiuftpa B 100, 5 ff. (200,
19) dafür dTip(?) B 100, 13 (201, 2)
aieepoc; peü^xa B 100, 24 >201, 13) peu-
laara ... rot t aiöepi vatricrovrai B
111, 8 (204, 19) alGepo; cjiißaXe bivmc,
B 115, 11 (207, 17) TÖ TTdvTiuv vomiuov
bia . . eupu|Lte6ovTO(; ai0epo<; . . xera-
xai . . . B 135 (213, 17) — depa? x€
KCl aie^pac; aixiuuiievo? {de, xö öia-
Koöneiv) V. Anaxag. A 47 (304, 7) dist.
d.ip A 70 (307, 15) = 55 A 135 (375, 4)
6 TcepiKeffievoq: ouöfa, iTep)6ivriai<;
A 71 (307, 16) Entstehung v. dc^paur^,
ßpovxn A 84 (308, 45 ff.) vgl. Sp. 22, 27
V. aeiaii6<; A 89 (309,33) irdvxct drip xe
Kai aiGfip KOxeTxe d|a<pöxepa direipa
covxa B 1 (313, 34) dqp x€ koi aiörip
ditOKpi'vovxai dnö xoö TroXXoö xoO ire-
pieXovTO^ B 2 (314, 4) 6 dr^p koi ö
ulGfip Ol dnoKpivö|uevoi (ireptxuipriöK;)
B 12 (319, 4) xö dpaiov . . . eEextupri-
Ö6V de, xö irpööiw xoö aiGepo^ (opp.
^■^) B 15 (320, 14) — (€i<; xöv r^Xiov)
dirö xoö aiGepoi; dKXive^ evarroöTTipf-
Zovxai Diog. A 13 (330, 9) xö Gepjudv
= aiGiip Hippokr. 51 C 3 (341, 18) —
Kaxd xöv aiGepa diroößevvuoGai (xd^
xüjv dvaxpcxovxiuv aarepiuv qpavxa-
aia<;) Mus. ß 17 (487. 10).
ai6p{a. öi6ßXr]xov oubev (otov }ir\ xö)
irap' ai9p{Ti<; öxef eiv . . . öeXaq Demokr.
6 B 162 (412, 2).
aiGpiot;. oupoi; aiGp(ou Aiö^ Herakl.
B120 (78,17).
ai0poßdxTi(; 'Aßdpiboc; eTrwvujuov 21
A 13 (165, 7).
10 alina. aiiaciTi |aaiv6]U€voi Herakl. B 5
(62, 14) Bestandteile Emped. B 98, 6
(200, 2) iraxO, Xtitxov Entstehung
Philol. A 27 (239, 10) ev . . . xf^i xpo-
<pfii iu6pia ai'iuaxoc; y^vyi^xiku Anaxag.
15 A 46 !303, 33) xoiq anloic; itaptoirap-
xai A 104 (312, 11) — xö xopiTov
ai|uaxo(; == fJTrap jDemokr.] C 6 (448, 31)
atiua = ivuxn Emped. A 4 (154, 26)
vgl. Krit. A 23 (613, 8. 7) oImo irepi-
20 Kapbtoy = vÖTiMa B 105, 3 (202, 19)
ai|aaxo(; ev -neX&feaai ebend. (202, 17)
vgl. 14 A 1 (102, 16) = 21 A 76 (165,
43) A 86 (168, 42) xö f,T€^oviKÖv ^v
aijuaxi A 30 (158, 39) vgl. A 97 (172,
25 44. 46) o^uxrjq xi\c, xoO aTniaxc? (popdq
A 86 (169, 3) — (ai|ua) . . . tiuov eitXexo
XeuKÖv B 68 (193, 7) a'i|uaxoq xriKO)ne-
vou Entstehung v. ibpdjc, und ÖaKpuov
A 78 (166, 8) — aijua (xepev) bei
30 dvatTvo»! und ckttvoii Emped. B 100,
6 ff. (200, 20 vgl. Z. 5ff.) a{|ia KXaSao-
ö6|uevov 5td yviiuy/ B 100, 22 (201, 11)
dvaxujpnöei xoO aT|iaxoq dq rac, ai|Lx6p-
pou<; qpXeßac; urrvov YiveoGai Alkm.
35 A 18 (103, 16) — Entstehung v. r^öovi'i
und Xurrn Diog. A 19 (331, 31) —
o-nipua = olna d(pp«&6e^ B 6 (339, 10)
vgl. (337,4) A 24 (332,23) Parm,(?) A
18 (124, 30) — €K xoö aijuaxo^ xoO
40 Tuqpujvog TTGVxa xd ÖOKvovxa Akusil.
B 37 ;517, 26).
alfiaxiKÖq. vkx] aifiOxiKTi koi irveu|ua-
xtK»i Nahrung des Embryo Emped.
A 79 (166, 28).
45 a!|Liax6€K. AnpK Emped. B 122, 2
(209, 10).
al^6ppou?. (p\e^e<; Alkm. A 18 (103,
16).
S5
aloeaveoeai 26
^BiOXo^ coni. (mou^aw5^uÖO(; Demokr.
^^ 104 (405, 7).
aivciv loben Xcnophan. B 1, 19 (45, 7).
aivtYHOTLü&y)(;. -u)6üJ<; äTToq)a(veö8ai
Tcic, fvui,ua(; v- d. iraXaiof 18 A 19 5
(108, 22) -wbx] (cTPö^f) V. Epimen.
A 2 (491, 13) -di6n^ itapdboöK; v. Phe-
rekyd. A 12 (507,16).
aiviKTiic; von Heraklit Timon 12 A 1
(55, 4). 10
aiv 6c,. (a\vf\c, 'E)K<aT)Ti(; Emped. B
*142, 2 (215, 8).
ail. dvaTTveiv Karä ra üito Alkiu. A 7
(101, 33} A;H [Capdla) Sternbild Mus.
B 8 (485, 16. 19) Epim. B 21 (497, 20) !.■>
24 (498,14) Demokr. B14,4 (391,34).
aio\6ötupo^. 'Epivue<; Epimen. B 19
(497, 11).
aioXöxpujc. vuE Krit. B 19,4 (619, 11).
aipeiv. iji\pa be x^'P* • • ^^^'^ Parm. Jo
B 1, 23 (115, 5; — narcp' utöq eAa»v
Emped. B 137, 5 (214, 2} aipeüvrai ev
dvTj'a TtdvTiuv B 29 (66, 16) imep re
buvaniv otip€ia6ai koi tpuöiv Demokr.
B 3 (386, 16) 6 Tci vuxfi? dToGä aipe- 25
ofi€vo^ xd 9ei6Tepa «ipeexai B 37
(399, 1. 2j rjöovfiv atpeioeai B 207
(423, 8) öupiiOT dv eXeööai (-idXXov ^
Xpuodv Herakl, B 9 (63, 7) — passiv,
ein TOUTDui riip^Grji (6 apxmv) wq B 265 so
(432, 18). Vgl. aiperö^.
ai'peiv. KairvoiQ öiKriv dpOevre^ Em-
ped. B 2, 4 (173, 21) — viKiiv, irpo-
cöpiav apoiTo Xenophan. B 2, 1. 7 (45,
14. 20) ffKeXo<; npao B 6, 1 (47, 11). 35
aipeOK. 'IX(ou Dialex. 1, 9 (636, 27}
vgl. ctXuKJi^. aipeocu)^ xai cpuTTJ? fd
irdGii (KpitVipia) Diotim. 3 (466, 11).
aipetöj. rj . . ircvdi tt^^ . . . eCiSatjuo-
vJriq . . . aiperiüTEpri Demokr. B 251 40
(429, 14).
aiao. ^v fjiepci aii<Tn<; Emped. B 26, 2
(182, 24) — (pXoTÖ^ möa Parm. B 12, 2
(123, 19) uöaTO(; . . koi ibcot; aloav
€xovT€<; Emped. B 62, 5 (191, 21) vuh 45
naxo? alaav B 110, 10 (204, 9).
aiaddveoeat. ouk alaedvovrai xct aurot
wpaTTOvxc^ Thrasym. B 1 (577, 16) —
€v xfjt ijiauaei alaGcevcoGai ooui. 6pf)v,
OKoueiv, d6|iiö(J0aj, tcvtööai Demokr.
B 11 (389, 23) = (ppoveiv Parm. A 46
(112, 15} Emped. B 106 (202, 21) vgl.
14 A 6 ;101, 16) öirfK€xpf\a8at xt)i
'xoö aicrÖeJöai' cpuivf^t Kaxd 'xr^<; x^\ii-
Uric;' Hippokr. 81 B 39 (625, 21) dist,
(ppoveiv Alkm. A 5 (101, 16) opp, Hu-
vi'riai B 1» (103, 26^ ä xwi dXXiui <3w-
uaxi aloedvexm dist. a xf^i fvi^MIt
TiTvuOöKei JCrit. B 39 (625, 26) — xov
v€Kpöv ijiuxpoö, <JitJJTTfi<; aiö9dv€ö9ai
Parm. A46 (112, 19, vgl. Demokr. A 117
(371, 24) Entstehung v. utP<5tt^<; Hip-
pon All (221,26} uitdpxciv öid xpv
xoö ai|LtaTo<; cpuaiv Krit. A 2'i (613,4),
Vgl. aföenun;.
a\aQf\x6c,. xd ovra elvm xd a\~
oerixd Mövov Parm. A 24 (109, 17)
oüöev napct xd aidGrjxd Hippon A 9
(224, 7) vgl. Pytbagor. B 22 (274, 26)
23 (275, 1) aiöGnTÖv ou9ev eöxa» (üitj
aicf9avö|H€vov Protag. A 17 (532, 6)
oux€ xöv Trep'i xilrv aiöö»]Xujv Xö^ov
Trdvxrii ffap£X(|biiTavov 35^ 5 (264, 36] —
T^tröpei öid x6 xujv aiö9T|XU)v ckoöxov
KaxT)topiKÜJ<; xe iroXXd XeyeaGai xm
|Li€piO)iaii (opp. xf^v civ^)xr\v) Zenon
A 21 (130, 18} dndvxujv xuiv aiöö. dei
^e6vxwv KOI €iTiöTniLiri5 ouK ouörj^
Kratyl. 3 (342, 4) — iixxfj r) 6iaKÖö|UJi-
<n?: voepa, döörixi^ Anaxag. B 14
(320, 4) — aiöGTixd vöjnuji = h6lr\\ Kai
nd9eöi xotq i^^excpoi^ Leukipp. De-
mokr. Diog. 51 A 23 (332, 19) = Leu-
kipp. A 32 (349, 4) irdvxa (xd aiöGnxd)
iTd9i] xf^c; aiö9n<J€u»^, ouftcvö«; eTvai
(pumv Demokr. A135 (375, 12. 33 ff.
opp. Piaton) vgl. A 119 (371, 40) xö
alöö. trpb^ dXXo xai ev dXXoi?, xö ax^\ia
Ka9' auxo (376, 39} ^k xf^^ auvdftou xiöv
dxöjjiujv (m6aac, xdq aioörixd^ woidxri-
xaq, <püO€i oviftev etvai Xcuköv . . A 49
(361, 19) \xx\his {ntoKelc0at cpuaet aJoGri-
x6v, xüjv . . . dx<5|uiwv Tt6.ar\c, aioOrjxfl?
Troi6xTjxo? epiiiLiov exououiv q)U(jiv A 59
(363, 2) vgl. A 135 (377, 4) B 9 (388, 21)
ndvxa xd aiö8»ixd ^nxd iroiet A 119
27 aioQr\aic,
28
(371, 37) — iLiEYCÖo«; axf^fia 6uva|iiv,
€5 dJv Tct aiöG. Ekphant. 1 (265, 31) —
^K ToO naGruaoTiKOö äpi9|Lioö xaq aiaQr[-
tck; ovoiac, rythagor. B 9 (272, 21)
vgl. B 10 — XPo« — aitopporj . . otyei 5
cnjMlieTpo«; koi aiö8r]TÖ? Gorg. B 4
(Ö56, 2) vgl. ai'aOriöK;.
aiöGriöi^. TTepi voö koli aiaQaöia<i Tit.
[Archyt.j S. 234, 10 TTep» a\<fQr\amv
Tit. Demokr. A 33 (357, 24) = B 5^ lo
(387, 30j — Tct iroTiirfTTTOvra irori xav
aiaerjöiv Arcliyt. B 1 (259, 8j.
We s e n u n d We r t. Kap&(a ipuxf^<;
KOI aiaQ^aioc, (dpx<i) opp. vöou Philol.
B 13 (244, 14) ijiuxn = voö^ (ETriOTi^jari 15
b6la aicenöi^ Pythagor. B 15 ;273, 30)
Tuq aiöönöeiq ijieu6el^ Xenophan. A 32
(41, 13) Xenophan. . . . Zenon 11 A49
(43, 46) Pythag. Emped. Xenophan.
(44, 3) Parm. A 49 (112, 31) Anaxag. w
Demokr. 46 A 96 (311, 20} (Demokr.)
Metrod. v. Cb. (Protag.) A 22 (452, 30)
vgl. A 23 (452, 34) — 0106*101^ uttiotov
opp. XÖTo<; Herakl. A 16 (59, 42;
aia6ii(j€i<; ^li] OKpißeiq opp. Xoxo«; Parra. 25
A 1 (106, 4) Tä<; aiöO. €KßdXX€i ex Tfj<;
aXrjeefat; A 22 (108, 46j (mh^ vwuöv
6|u|iia . . . dKouf|v KOI fX&aoav, Kpivai
bk X6tuji B 1, 36 (115, 18) noXAä kotc
Trjv ai'öGTiöiv qpavxÄZeoöai opp. Xöxot; 30
Meliss. A 6 (137 ; 974»» 6) vgl. A 8 (142, 2j
14 (142, 31) B 8 (148, 1 ff.) -^ otcivu)-
iToi iraXd.uai . . . Emped. B 2 (173, 18
vgl. Z. 11) aber tö bi kK6arr\<; aiaöii-
<J6tü<; XaiißavojLievov itiCfTOV . . toO X6- 35
t ou to\;tujv eTiKiTaToövTOt; B 4 (174, 12)
vgl. A 86 (168, 40) angustos sensus
(= öTcivuuTroi iraXdnai), inbecillos ani-
mo8 (= -rroXXo bk biik' Ipmaia, rd t'
d|LißXuvou(Ti n€plnva<;\ brevia ctirricula 40
vitae (= iraOpov Zu)f^? f epoq dGpriöav-
Tcq uÜKujiopoi . . . ditetrrav) Cicero v.
Emped. Demokr. Anaxag. A 95 (311,
19) üu d<paup6TT}Toc aüxdiv oi) 6uva-
Toi €öM€v Kpfvetv xdXriel^ Anaxag. 45
B 21 (320, 4) — £X€»v X6tou?. oixive?
•jipö^ xr^v aioSriöiv 6|hoXoyoum€vo Xc-
irovx€(; oiiK dvaipi^oouai oöxe f eveffiv
KxX. Leuk. A 7 (344, 19] xö opoivö-
Mevov Kaxd xr\v «lOÖnOtv 4S dyttyKT^
dXne€(; (Demokr.) A 112 (370, 40) vgl.
A 113 (370, 47) 6x6 juev dvaipci xä
«paivd^eva . . . Kairep uireöximevo^
xai(; aioGnocai xö Kpdxo? xf^<; trfoxeu»^
dvaeeiva» B 9 (388, 15 ff.) xä<; aiö9.
Xexoycra<; irpöt; xfjv fiidvoiav 'xdXatva
«ppiiv, Ttap' i^iuuiv XaßoOaa xä<; irfaxei?
rmea? KaxaßdXXei^;' B 125 (408, 18]
6uo fvwöe««;» Trjv M€V b\a xu»v alöörj-
tfeu)v (okox(t]v), x^v bk b\a xf^^ öio-
vo(a^ (TvriöM B 11 (389,12; daher
sensus tencbricosi B 165 (415, 19) Ke-
lativität A 112 (370, 35] 130 (372, 46;
134 (373, 18) 135 (375, 40. 376, 42j -
(o dpiöiLioO Kuxxdv vj/uxöv dpjudZujv
ai(T0naei rrdvxa Philol. B 11 (243, 12)
ai'öG. = €iriöTii|Lir| Herakliteer 53, 3
(342, 29) — tpuxriv \v(\bk>/ itapd xd<;
aiööriaei^ Protag. A 1 (525, 25) dXXoi-
oOoGai uapd xe TJXiKiac; koi nopd xd^
dXXa^ KaxaöK€ud<; xüüv öuuiidxiuv A 14
(531,15) vgl. Demokr. oben Z. 15 ff. xd
uiroTTinrovxa xali; aiöG. eöxi irpaYiuaTa,
xd bk )xy\ ouK toxiv ev xol^ «löeoi xfjc;
oxioiac, A 16 (532,3) aiöG. = cpavioaia
B 1 (536, 27) oObev bia<pepeiv xfjv dX^-
öeiav Kai xö xfii aioGriöei cpaivdjievov
(Demokr.) Protag. 65 A 113 (370, 48;
eKOöxov uttö xf^^ \b\ac, aiöGricjeuJt; 6cpe{-
X€i KpiveöGai Gorg. B 3 (554, 27) —
bxiQx)\xia öpeHi? aiaGncTeuuc; r\ xoO |jfj
aiöGdveaGai Pythagor. D 8 (288, 20.
290, 6; a\aQi\ai(, . . . xö eöv koi xö
ecrö]ii€vov npoopeonevTi Demokr. C 4
(447, 42] — aloGnöEK; d. <puxd (?) Pro-
tag. A 21» (533, 4;.
Zahl, Entstehung. b\ enxd
OX^Mdxwv oi aioOnoei^ dv6pii(>mut
Hippokr. 12 C 1 (85, 12; — irX€(ou^
aiöGnoei^ xüüv alö9r|TU)v Demokr.
A 115 (371, 16) nXcfou? xu»v ircvxc
A 116 (371, 26) — xüji 6^oim Parm.
Emped. xüji evavxfuui Anaxag. Herakl.
18 A 46 (112, 8) = 21 A 86 (168, 4) =
46 A92 (310,18) ödEeiev dv x&i ü|lio{uji
Diog. A 19 (331, 4) ou öiop(Z;€i nöxepo
i
airia
30
Toi^ hav-zloic, r\ roXc, itnoioic, (tu)1 &K-
XoioööOai, Tü/i traffxeiv) Demokr. A 135
(373, 20) — -näoaq aioö. iipb<; tov Cf-
xiqtaXov Alkm. A 5 (101, 25) vgl. ce-
rebntm unde omnes sunt setistts Ana- 6
xag. A 18 (312, 28j - nopoui; bi iBv
ai aioQ. Alkm. A 5 (101, 26, wapä rixq
aviiaejpiac, tOüv nöpuiv Parm.(?) Em-
ped. Anaxag. Demokr. 18 A 47 (112,
23) Porenlehre Emped. A 86 (168, 8 ff.) lo
87 (171, 14) Demokr. A 135 (377, 37.
378, 40 ff.) — sine {corpore) non potest
titi scnsibus {aninia) [Philol.] B 22
(248, 26) — a\oQr\aeic, tüji depi dvo-
irrei Diog. A 19 (331, 4) — eT€poj- 15
waiec; toö öiuiiOTO^, Entstehung durch
€i6u)Xa Leukipp. A 30 (348, 45. 47) —
aiö0TiO€i(; xivä^ f\ iner aloGi^ueoi^ ttiv
rjftovfiv KCl Tf)v Xümiv Emped. Ana-
xag. (?) 21 A 86 (169, 41) näaa itexa 2o
Xiiirn? Anaxag. (169, 47) 46 A 92 (310,
31) Merä növou A 94 (311, 15) vgl.
Demokr. oben Z. 2. Vgl. q)a(veö6ai,
q)avTa<Jia, dArjöeia.
aiOenTIlplOV. KOTO TÖ Ji€Y€Oo^ <TU)V if,
alaQr\Tr\pi\JJv) xr]v aiöOnöiv Anaxag.
A 92 (310, 36) aiöBnTiipiiuv ndOn (De-
mokr.) A 135 (377, 18).
aloeriTiKÖc;. töv öeöv elvai . . . itööi
Toiq fiopioK aiöerjTiKOv Xeuophan. 30
A 33 (41, 27) — iropoi aiö0iiTiKo{ He-
rakl. A 16 (60, 12; (rä vexpä) dci bia-
q)avü)<; tivoc, . . . aia6r|TiK0Ö fierexci
Demokr. A 117 (371, 23) aioeriTiKUi-
T6pa Tct ixdZiu SOüia Anaxag. A 92 36
(310, 35).
aloetiTÖ^ 3. aloedvcaeai.
aioijLio^. u6u)p Emped. B 100, 15. 21
(201, 4. 10).
Siiatxa. u^vcov äiafJM aiöofounv Herakl. 40
B 15 (65, 1).
ctiaaeiv. ou . . dTro vuiroto bdo icX(!i&oi
dfööovToi (n6ö€^ Toöva, (irjöco) Em-
ped. B 29, 1 (184, 11) = 134, 2
(212, 22). 4!v
uiaxp6<i. Alöxpn opp. KoXXiOT«/» Em-
ped. B 122, 3 (209, 11) aiöxpo^ opp.
KaX6<; Biaa 73» 8 (523, 1) — iti9.'iKiuv
6 KaXXiöTo«; aloxp6c, . . . Herakl. B 82
(74, 7) — moralisch: tö fefKOiov xai
t6 aiöxpöv vö|Liu>i Archel. A 1 (323, 16)
= A 2 (323, 31) vgl. KoXov ko» al-
axp6v: öigooi Xöyoi Dialex. 2,1 (638,1)
vgl. besonders 2, 19 (640, 4) — aioxpöv
. . . drfvoeiv xä oiloi'ia Demokr. B 80
(403, 1) — Kepöo<; aioxpöv Periand.
73» 3 (533, 16) Zr]^{av alpoO ^äXXov
Ti K6pbo^ aiöxpov Chilon 7*» 3 (521, 24)
vgl. aicfxpä Kipbt] r:p6aQe xoö koXoö
r^xcööi Krit. B 15, 7 (617, 8) oaxic,
TÜ)v oi<JXP*J"v f\ xu)v KOKiMV fit) . . ktie-
Qv^r\ae . . . , ouk cöxi atucppwv Antiph.
B 59 (601, 28) eujuxöv aioxuvecreai
Xpeujv xöv aiöxpo epöovxa Demokr.
B 84 (403, 11) |Liexa]ueX6ia m alöxpoi-
öiv tpYnacfiv B 43 (399, 12) xa aiaxpä
XptiMoxa aux6|uaxa KapiroOxai opp. xd
KoXd B 182 (419, 3) — fXvjoaac^ Xü-
OU01V ei^ aidxpoü? |uu6ou^ Krit. B. 6,
10 (615, 19) — aiaxpu»<; eoneipaq, xa-
Kdx; kQipxaa<; Gorg. B 16 (560, 22) —
xö €Xi ai'ffx'o'v» oxi xr|v äaniba än-
€ßaX€ Krit. B 44 (626,28) 5pil»vx€<; xä
aiöxiöxa X6you(; dpiaxou<; döKCouöi
Demokr. B 53» (400, 11).
aiax'J'v€ö6ai. eujuxöv aioxuveöGai
Xpcoiv Demokr. B 84 (403, 10) ud6€
. . . öcauxöv aiöxov€öeat B 244 (428,
12, ... öniut; alöxuviuvxai indXXov ti
(poßdjvxai Chüon 73* 3 (521, 26) ~
hcrba acsehynomene Apollod. 55 B
300, 2 (440, 18) = 61, 3 (462, 29).
AloouTreio?. €meu|Li(Ti ... xpi Aiötu-
n€(n» Kuvi \%fXr\ yivoiaevii Demokr.
B 224 (425, 12) vgl. Eeg. I (S. 737).
aixciv. ufiediv (.\j>fjr\\o\ irapct eeurv alxe-
ovxai Demokr. B 234 (426, 18).
alxia. aixt'ri d^apxi'ri^ Demokr. B 83
(403, 9) emßouXf^c; xai KaKla(^ . . xmo-
o%x\0€\ xd(; aniac, Thrasym. B 1 (577, 1)
alxdiv IxoixJi |Liujp{n? Anaxarch. B 1
(458, 6) — xö dw€ipov xrjv -rrdcrav airiotv
ex€iv xflq xoO 'iravxö(; Ytveö€u»<; x€ xai
<peopä^ Anaximandr. 10 (13, 29) —
r\\av |i£v aux(5|iaxoi, aixirii 6' ouk aüxö-
Moxoi . . . Hippokr. 12 C^2 (85, 40)
31 aiTiäöeai 32
dvdyK»! = alr^a xP1<JTiKrj tOiiv dpxutv vgl. 12 C ö (86, 42. 43) — Lebenszeit
» Eraped. A 46 (160, 45] vgl. auch A 30 fi-fvQvrai Km ou o<pi(yiv einncöo^ alibv
(158, 28) ~ airfa bwa^iKwxipcL [Phi- Emped. B 17, 11 {178, 8) dee Men-
lol.i B 21 (247, 17) Trjv eXXcfirouöav sehen TravTO 6i' aiuivo^ ■napf.oovjax
aiTiav dv€'rrA,iipwö€ von Anaxag. A 41 5 B HO, 3 (204, 2) beK dvGpuWiuv Km
(.300, 43 vgl. 301, 12) abx\\ov aWov t eiKoöiv al'jGveömv B 129, 6 ,211, 10)
äv6pum(vuji XoYJOfiuiui Anaxag. Do- vgl. olov ßfou XaxövTC? aiAva (Kap-
inokr. Stoik. 46 A 66 (306, 7) — mr nouaec) B 154 (216, 27) aluivoc a^iep-
6€.u(av dpxriv exciv rac, airfa«; tu»v vöv Qdc, (empedokleisch ?) B föS ;218,.13).
Yffvo.ueviuv Demokr. A 39 (359, 46) lo aliuvtoi;. rf^«; twv koöuikOüv akuvfa«; 6ia-
AiTfai oupdviai usw. Tit. A 33 (357, 31) ^iovf\c, [Philol.] B 23 (249, 2).
«= Ji lli>ff. (389, 28) Aixfai Ttepi dKat- <iKaip(a. AMai ir€p\ dKoipiiuv koi ^tti-
piuiv . . . (358, 6) = B 26« (396, 14) Kmpiüöv Demokr. A 33 (358,5) = B26e
vgl. Alö0M38O,37) — = dpxaf Ari- (396,14) ~- Hboc, ^meu/ifa; (pauXri^
stot. 45 B 8 (272, 2) 22 (274, 27 ff.) 15 Pythagor. D 8 (290, 9) vgl. rtdvTa koi-
OepfjLbv Kai Vfp6y Archel. A 1 (323, 16) p&i juev KüXd, dKaipim bk aiöxp6 Dia-
u. ö. TÖ 'iTXfjpe(; KOI to k€vov rrpüiTai lex. 2,20 (640,8,.
amai Metrod. A 3 (451,8,. — Vgl dKaipoq. »ifeovaf Demokr. B 71 (402, 6).
aiTioc. dKaXXuiTricTTO^. dKaXXiwmöxaconi.dfe-
aiTiäö6ai. töv xpu^Mevov alTiaödjjfvo«; 20 Xaaxa, djaupiöra Herakl. B 92 (76, 14)
Demokr. B 159 (414, 5). — dboc; Ti\c, dnaT(ekia<; Vit. Parm,
alTioXotfa Demokr. B 118 (407, 9). A 18 (108, 16).
a'iTioc. aiTiov uöhitikov €v koivöv rrjv dKotjuac;. Xpovoi; Krit. B 18 (618,81)
ev fikawi navTU)v \bp\}}xivr\y koi irdapi; iicXCou dKd|iavTo^ var. lect. Eniped.
Yeveaeiü«; aWav 6a{^iovft TiOrjmv Parra. 25 B 115, 11 (207, 17) dvlnurv B 111, 3
B 13 (123, 16) — TÖ TTojoOv a'iTiov (204, 14).
(opp. uXt]) nicht aafgen., vgl. Doxo- aKovOa. napa rr]v vurriafav OKavOav
ffraph. S. 711. •— tö öv Kci t6 hx] öv Diog. B 6 (337, 12 vgl. Z. 18) — ^v
aiTia To^i; Tif^ojaevoi^ Leukipp. A 8 EuvüJi ix6ui aKav8ai oük eveiat De-
(345, 6; aiTia == droMoi Metrod. A 6 30 mokr. B 151 (411, 28).
(451,27). Vgl. aWa. dKav6i«6rj(;. <pXoio( Anaximandr, 30
al^la Emped. B 35, 14 (186, 7). (17, 19).
alarv. (pGopdv koi Tcveaiv €E dncipou dKapf\ = ^iiKpöv f\ oubcv Antiph. B 87
alOüvo^ Anaximandr. 10 (13, 32) kH- (604, 80 vgl. S. 573, 1;.
öiv eE aiujvoq Anaximen. A 6 (18, 25) 36 aKaprca Entstehung Hippen A 19 (225,
(6 k6<3^0(;) biafjiivei TÖv dneipov aiOuva 23).
[Phiiol.] B21 (247,17) f\v kl aiöivoc dKatdX»]irTo^. td Tr<ivTa Xenopban.
KOI el«; aiüjva biaMCvci (so Kranx) A 1 (34, 24) — tö 6v Gorg. B 3 (652.
(247, 19 vgl. 248, 1) Atombewegung 18flF.) = äfvu;ffTOV koi dvcmvöiiTOv
b\h uavTÖ^ ToO aiu)vo(; Demokr. A 49 40 (654, 3).
(361, 30y — a0Tr€TO(; ali6v Emped. B dKaTaXT]H»(a Xenophan. A 33 (41,23).
16, 2 (177, 18) — (K6(y^ov) tewäoeai ÖKaTauXriEia tcXo«; Naasiphan. B 2
Kai iKTTupouireai KOTa xiva«; ircpiöbou^ (465, 41) = 55 B 4 (386, 28).
cvaXXdE TÖV <Ju|iTtavTa aliuva Herald. dKaTan6voTO<; [Phiiol.] B21 (247,16).
A 1 (55, 20. Zitat?) \u<; «pöt; töv E^ifi- 45 aKOT0(;. q)opTi)TO^^ dKCÜrou*; Krit. B 2
iravra aiüjva Hipparch. 66 C 7 (449, 6 (614, 12).
(tö rräv) X6tov alurvu Herakl. B 50 dKelv. larpiKf) . . . v6öou(; dKCCTOi De-
(69, 12) aiuiv iraic; irafeuiv B 62 (69,17) mokr. B 31 (397, 24).
33
äKOU€lV
34
«KeöTiKt^. ev ücpavTiKni Kai a.Ki<s-nKf\i
Demokr. B 164 (412, 17}.
CKTiftcia. dKrjötirjiö» v6oio (bÖTcrovrc?)
Emped. B 136, 2 (213, 20).
uKfviiTOt;. t6 ndv Xenophan. A 36 (42, 5
24) Parm. A 8 (107, 21) 22 (108, 43)
23 (109,8) 20(109,25) 29 (110,19) (tö
ibv] ctKfvTiTov B 8, 26. 38 (120, 5. 17)
vgl. Parm. Zenon J9 A 15 (129, 37)
0€6<; Parm. A 31 (110, 27) vgl. Meliss. lo
A 13 (142, 28) — To TTÖv Melisa. A 1
^ (135.24) 8 (141,20) tö ev A6 (136; 974»
15. 140; 976»> 12 ff.) vgl. A 8 (141, 23)
zu B 6 (147, 40) Emped. A 32 (159, 5) vgl.
auch 45 B 5 (271, 48) — dKfvrjToi Karä 15
kukXov Elemente (= Götter? vgl. Z.IO)
Emped. B 17, 13 (178, 10) = 26, 12
(183, 9) — (ö eTTTä dipiQix6(i Philol. (?)
B 20 (247, 10) — Triv q)€po(ievTiv diOTÖv
Zenon A 27 (131,47) dMvj^Toi^uTtöxepöfv 20
12 C 4 (86, 30) Druckfehler : lies dviKi^TOK
vgl. Nachtrag. — Vgl. KfvrjöKj, Kivetv.
dK|in. ßiou eaAl9ovTO<; iv dx^if^i Em-
ped. B 20, 3 (180, 6).
dKoi^. Allgem. ocraurv o«j>n OKori n(i- 25
Qr\aiq, toötc kfib upoxiiLieut Herakl.
B 65 (69, 28) öpacn? dArjöiviuTlpa
äKof\c, B 101» (76, 18) — ^^öe (f iQoq
. . . ßfaaeuj, vwjjäv oükottov d^^ia Ka\
r\Xr\€aaay dKouj'iv Parm. B 1, 35 (116, 1 7) 30
— |iirj • • • o^iv exuiv rdörex itXcov f\ kot'
dxouTjv t] dKofjv ^p(öouirov uTrep Tpa-
viunara •r\dKsar\<; Emped. B 4, 10 (174,
19) — dKon zur öKOTiri fpiSjai^ ge-
hörend Demokr. B 11 (389, 18). 35
Entstehung. Hippokr. 12 C 1
(85, 12) OKOtjeiv Alkm. A 5 (101, 17)
6 (101,29) 11 (102,18) — Emped.
A86 (168,29 vgl. 170,31) 87 (171,
16) 93 (172, 25) (dKof)) wuftujv, ödpKi- 40
vo(; öZ;o^ B 99 (200, 4) — ou irapa-
bveoQai ki; räv dKoäv tuui; |LieYaXuj<;
Ttl)v \\i6(piijv Archyt. B 1 (259, 5) —
dKouciv erkl. Anaxag. A 92 (310,29.39)
Diog. A 19 (331, 9. 20) 21 (332, 14) 6 5«
(336, 16) Demokr. A 135 (374, 24) —
dKoai Organe Kleidern. 2 (327, 5. 9). —
Vgl. dKOUClV.
Diela, Frapn. d. Vorsokr. Hl.
dKoivt&vriTa Antiph. 8 93» (605, 18).
dKÖXaOTo^. fiQo<; Krit. B 6, 13 (615,22).
dxoXouBeiv. dKoXouOoöffiv (rai? »^fto-
vatc) XOnai Antiph. B 49 (698, 26).
dKÖXouBo«;. TdK6Xou6ov coni. t6 öiko-
XoYOunevov in der Logik Nausiphan.
B 2 (466, 12) dK<SXou8o Antiph. B 84
(604, 25).
äx 0 ^. ctKca {xvvxf\(0 Herakl. B 68 (72, 9).
dKoüctv. absolut ouXo<; iiKoiei (0€6O
Xenophan. B 24 (60, 18) vgl. A 32 (41, 19)
voO<; 6pf^t KCl voOi; OKOuei* rdXXa KW(pd
Epich. Gn. 12 (93, 9) öa(|iu»v . . . vom
t' dKouwv Ktti ßXeTrujv Krit. B 25, 18
(621, 6) — Ka\ trpooSev f\ dKoOöai xai
dKO»;(JavT€«; tö irpon-ov Herakl. B 1
(61, 82) ciKoOffai ouk kmar&nevoi
ovb' cltreiv B 19 (65, 13) dKouoovTC^
KUjcpoTöiv eoiKOöiv B 34 (67, 14) oOk
ÖKououcnv Äorrep dKoüoicv B 128 (?)
(80, 11) 6i<; 84pöo^ KOT^öTTjactv tou?
ttKouovTOi; Gorg. B 11 (559, 15) — €l
öp9il>(; 6puj,u€v KOI dKOuo|a€v Meliss.
B 8 (147, 18 vgl. 17) — iiiivTa xO&i
auTü»i xai lr]\ Kai opdi koi OKOuti Diog.
B 5 (336, 16} vgl. C 3 (341,16) dKotJCiv
(€tr' iXoTTov) Demokr. B 11 (389, 21)
eiöÖTC^ Trjv ftidOediv UKOiiouatv Antiph.
E 63 (602, 19) m. Objekt ouk cmoO
dXXä ToO X6-fou dKOiJöavTa«; Herakl.
B 60 (69, 12) iLv 6€m<; kariv . . . okoOciv
Emped. B 4, 4 (174, 18) i(h q>Qcf£a-
}xev\u . . . dKouaaifiC? Archyt. B 1 (260,5)
(cTlpujv dpxövTwv) TfJ!; froXeui^ itKoueiv
Thrasym. B 1 (576, 23) — 6k6(Twv X6-
You<; f\Kovaa . . . Herakl. B 108 (77, 11)
Kofiiaai fiOGov dKouöa^ Parm. B 4, 1
(116,19) KÖöjiov . . eneuiv dKouiuv B 8,
62 (121, 13) piZiL.uaTa oKOue Emped.
B 6, 1 (176, 8) XÖTou (TToAov B 17, 26
(179, 8) liOeov dKoüöa«; B 23,11 (182,9)
irdvTa XtYCiv \ir\bhf eöcXeiv dKoueiv
Demokr. B 86 (403, 15) ükomz uoXXd
Biaa 73» 3 (623, 6) — uäv xö Xexe^v
. . . dKOuöCTui Krit. B 25,20 (681,8) —
dvrip viinio<; t]kou(J6 [heißt] irpö? öaf)io-
vo? Herakl.B 79 (73,21) — eu, KaKiXjc
ÄKoueiv. 6ia xl acpohpa dYövaKrei
2
35 «KOUÖIO^ 3ß
KOKui^ dKoiJujv; Emped. A 20 (156, 26) iiKj>6no\ii Metrod. B 4 (463, 26).
KOKttiq äKoueiv Demokr. B253 (430,3) oikt»^. (Holunder) f\avKf\c, kökkoi; .. dx-
coni. TTciöxeiv n (430, 6) vgl. B 26ö -rfi.; Emped. B 93 (198, 17).
(432,17; Ttzuerg.? Kranx] KpeTTTOv 'AKTivoYpaqp^n Tit. Demokr. A 33
KöKiü^ dx, rj tCijv ödiv iroirjiudTUJv 5 (367, 41) = B 15^ (393, 14,'.
«KO«}€»v Protag. A 25 (534,17) eu äKxlc,. (ptDq . . . Xd^iireOKtv . . . dreipföiv
dKouejv Antiph. B 49 (599, 9) Doxo- dKTfveooiv Emped. B 84, 6 (196, 84)
graphie s. dKorj. (eiq tov fiXiov) dno toO oieepoq oktI-
dKouöio^. tr6vu)v opp. ckoijöioi De- v€<; ivairooTiripiZovTai Diog, A13 (330,
mokr. B 240 (427, 21). lo 10) — Sehtheorie Hippcurchs schon
ütKOUöiiia. d.Ko\>a}xaTa Pythagor. C (279, bei Parm A 48 (112, 25) vgl. Ejnped.
18) C 4 (280, 9ff.). A 90 (172, 4) radii oetäis profecti Ar-
dKou(T^aTlK6^. opp. |ua9riuciTiK0i Hip- chyt. A 25 (257,30) — xriv encpaoiv
pas. 2 (29,31 ff.) vgl. 10 (31,14) i^ tuiv 6 ri\io<; uoiet [koi del. Kranx] tö tpOu^
dK. qpiXoaoqpia Pythagor. C 4 (280, 9). 15 uyanep (dKTiva) etricpepiov Demokr.
dKöuOTiKÖq V. Pythagor. D 1 (282,5). A 135 (374, 14).
« KP aoia ßXaßepov Thale.a 73=13 (522,6 dXäö9at. tiept Yoiav dXuj|uevov (Mond;
opp. eueSfa" Pythagor. D 8 (289, 19) — Parm. B 14 (124, 6) dXdXrioem (ottö
ÜKpaoirii rdvavTia irprioaovTCc; (Tfii inaKdpuuv) Emped, B 115, 6 (207, 12).
uTiei'ni) Demokr. B 234 (426,19) dxp. 2j *d\au)UK. vuktoi; Emped. B 49 (189,3).
^pvjawq . . . Dialex. 1, 3 (636, 6). uXfeiv. ouxc oXy^i ouxe dviäxat (x6 ov)
«icpaxoi;. rtupoc, dnpiixoio Parm. B12,l Meliss. B 7 (145, 5. 15ff.) ovb' dv x6
(123, 18) ö|Liupvr]<; dxpi^xou Emped. B vfikc, dX^f^crai ftüvaixo (HG, 3) irepi
128, 6 (210, 32; xaupujv dKpnxoiöi <p6- xoö dvidaeai uumoq \6fO(; cm dXYeovxi
vok; B 128, 8 (211, 2) -- td ßöpeia 25 (146, S) vgl. die ParaphrK3e elend. —
«Kpaxa Demokr. A 96 (367, 48). dq)aipoOvTe(; koi xP^J^M^vot üXtoöoiv
dKp(߀ia (vöiLiovi) Gorg. B 6 (557, 15). opp. n&ovxai Antiph. B 53 (600, 4).
dKpißii«;. dxpißeoxepoi |LidpTupe(; He- dX^rjöiüv erkl, Emped.A9ö(172,36.41).
rakl. B 101* (76,19). dXYiv<5ei<;. iruKxooüvriv dXTivöcaoav
dxpißoXQTta V. Prodik. A 9 (564,26). ?o Xenophan. B 2, 4 (45, 17).
UKpixö^ daxpiuv öxXo^ Krit, B 19, 4 dXyuveiv. oKoaa . . . ßi'ov dX^uvei De-
(619, 11) cpOXa Parm. B 6,7 (117, 20). mokr. B 223 (425, 8).
dKpix6x€ipoq. €iXihTo6a Eraped.B60 dXea. (r]Xiov) öineoOvxa irpö^ ^^iöi<; x6
(190, 24). xe qpdj? xai xfiv dXeav Philol. A 19
dxp^aaiq. 'viTrrev6d<;' v. Antiph. 35 (237,38) — €v dXeai opp. ^v KpufiAt
(Rhamn.) A 6 (590, 31). Demokr. A 152 (381, 15j.
dKpoaxn^ (xiliv eHujBev) d. Pythagor. dXetiteiv. dXeT^Zei Mus. B 3 (484,26).
Epich. A 4 (87, 31 ;. dXexuveiv. dXcTUvaxo öaixa Emped.
axpov. oo(p{ri<; ^tt' axpoiöi OodZeiv Em- B 137, 4 (214, 1).
pfed. B 4,8 (174, 17) OKpa iö0)jioio B 40 dXciMMa vgl. xpoqpn [Demokr.] B 302
IDO, 19 (201, 8) dxpa nöXeo^ B 112, 2 (446, 13).
(205,9) — axpa (xd xok ßpax^oöi rcpoa- dXexxopi'^ Epich. B 4 (91, 20).
Tiprnneva) Demokr. C 5 (449, 1). dXexxpuaiva (Protag.) C 3 (543,7).
axpoq. *itop' axpriv (vuööav eXauvo- dXexxpuuiv. juifj omeaQai XeuxoO Py-
fi^vri) Emped, B 46 (188, 23) — (n 45 thagor. C 3 (279, 39) Xeuxöv nn Bikiv
ijiXeH;) axiUrai dxpa Diog. B 6 (337,21) C 4 (280, 42) aber vgl. 4, 9 (24, 44) —
übertr. dxpov iaxpöv . . . xpuTrr€i xpr]|Livö^ cur ante luce>n galli eannnt Demokr.
axpot; [Emped.] B 157 (218,9. 10). A 158 (382, 21).
37
AAnBivö^ 38
äX€KTiup (Protag.) C3 (543,7).
äX6Eav6|aa<; vgl. KU)Xuffave^a^ v. Eiht
ped. A 13 (155, 6).
dXcEiXoTo«;. fpa^ixa'^a Krit. B 2 (614,
10 Tgl. 613, 31).
äXi^Ocia. ßuJ^ö(; 'AXriee«a(;"Vit. Anaxag.
A 24 (2'J8,42i 'AX^ecia koi AiKn Epim.
B 1 (494, 18) vaoi 'Anaxtit; Kai 'AXr]-
Qtia^ 80 A 7 (590, 34) vgl. Reg. U —
eepdireuc dXrieeiav Pitlak. 73*3 (522,
119) 6 dpernv Tiiaüüv irpufxrjv oXtiöeiav
Ti,uai tDemokr.] B 302 (446,15) q)e6vo<;
*Xko(; äXr)9e{u(; (446, 21) — Xotoc; T€xvni
Tpaq)€i(;, ouk dXrjeciai Xexöci'^ Gorg.
B 11 (559, 7) vj<i XtXcKTai xr\<; äXr\Qdac,
uno Krit. B 16, 8 (617, 14. 618, ») i+icu-
bei KaXu»jja(; rriv dX. Xöyu/i B 25, 26
(621. 14).
DoxograT)liie. e€Ö<;oI6€ ttiv dXT|-
Gfiav Xenopk A24 (36, 14) opp. boia
Paim. A 1 (106, 1) 7 il07, 13) 22 (108,
44) 'AXr|9€i)i(; euKUKXeo^ dTp€^€q *^Top
opp. ßpoTwv boEa^ B 1, 29 (115, 11)
(TTtied)) 'AXneei'ni dnn&€i B 4, 4 (116,
22) vorijua d|LX<pi(; dXTi6eiT](; opp. boiac;
ßpoT€ia(; B8,öl (121,13) — €<p' ööov
iKvelxai 6 dvGptutnvo? Xo^o^ Xrinrfiv
uitdpxeiv Emped. B 2, 8 (173, 16) dXrj-
eeirj Tidpa iliuBoi^ l-idXa 6' dpYoAcri . . .
dvöpdöi B 114.1 (206,2) 'AXrje€»n^ Tte-
fti'ov 21 C 1 (218, 25) — d dX^Oeia . . .
öi5fiq)UT0v Tai Tiü dpi9|uüj yeveäi opp.
i|;€06o<; Philol. B 11 .244, 6) — oubev
biaq)ep€iv Tfjv dX^Geiav Kai tö xni
aiöÖJiöei «pmv^MCvov Demokr. A 118
(370, 48) (ii]0€v iLtdXXov €X€pov cxepou
TUTxav€iv tA«; dXneei'a? A 135 (376, 43)
dagegen fiy/eaQai tKaöxov kki dvai
Kox' dXT^eemv (377,3) vgl. (376,41)
npoö^apTupOüv (xfji TVTi<Jirii fywaei) xö
TI10XÖV ei<; dXii9€(a<; Kpfciv, xrjv bk biet
TÜJv aiöBT^öeiuv OKOxdiv dvoii&lei dq>ai-
pou)ievo(; avTi\<i, xö irpb^ biaTviuaiv xoO
dXii9oO<; dwXaveq B 11 (389, 14) vgl.
xoO voO ircpi T. dXn6ciav €xovxo<; opp.
ai'oenöK; A 113 (371, 3) ev ßu9üji Vj
dXnecta B 117 (407, 4) 'AXn9eia f\ Ka-
xaßdXXovxcq Tit. Protag. B 1 (536, 11.
537, 1) vgl. A 21» (532, 90) 24 (534, 9)
xu»v rrpi? xi xrjv dXi^9cictv €lvoi B 1
(636, 9) — TTepi xf|(; aXr\Qda(; Tit. An-
tiph. A 2 (587, 27 ff.) B Iff. (691, 12)
r, vgl. A 7 (690, 34) (xctv) dXd9€iav ti&v
rrpaYMöTuiv €Triöxaö9ai Dialex. 8, 1
(647, 13) 8, 12 (648, 9). Vgl. oXriOi^^.
dXTi9eu6iv def. Herakl. A 16 (GO, 80) —
|a*j ij;€ubou, dXX' dXi^Scue Selon 78» 8
10 (531, 8).
dX»iÖJi(;. ao<pir\ dAr)9ea Xe^eiv Hemkl.
B 112 (77, 20) Ttioxi«; iXr]Qi\<^ Parm.
B 1, 30 (115, 12) B 8, 28 (120, 7) 666;
B 8, 17 (119, 14) övo^ €öxai, oööa . .
16 KoxeGevxo ne«oi9dT€<; . . . €ivai ä\r\9r\
B 8, 39 (120, 18) — ööa <paoiv etvoi
dXnOf^ MelisB. B 8 (147, 12) oü . . dv
M€X€mnT€v, «i dXnöf) *^v (148, 14) —
ün' dqpaupdxr^xo^ (xiuv alöGnöcuiv) oü
20 ftuvoxof 'cöfiev Kpiv€iv xdXf)9€<; Ana-
xag. B 21 (322, 6) — xdXri9e<; €v tüji
<pa{v€o6ai Leuk. (Demokr.) A 9 (346,
17) dX. xö (paivoMcvov Demokr. A 101
(369, 18) 112 (370, 40) (Protag.) A 118
25 (370, 47 ff.) aber dX. ouÖ€v f\ rj^iv t
afcnXov A 112 (370, 39) dahor ease ve-
rum plane negat B 165 (415, 18) ndaav
fpavTo.a{.a.v ouk eTvai «XriGf] Deraokr.
(Plat.) gegen Protag. A 114 (371, 10)
2« dX. ijiiova xä vor^xd Demokr. (Plat.)
A 69 (363, 1) iLirjbcv dX. ckxö^ xu»v
npiüxtuv axoix€iurv Leuk. (Demokr.)
A 38 (349, 6) irdoi riwuxöv dTo9öv koi
dX., V|&ü bk dXXuut dXXo B 69 (402, 2
S6 ffleichf. gegen Protag.) — dXiiOfl irdvxa
Protag. A 1 (525, 26) ßeXxi'w xd exepa
xüüv cxeptuv dXri9e<JXEpa bk ouft^A21*
(633, 2) dX. irdöac; tac, <pavxaa(ai; (Kai
b6Eo(;) A 16 (631, 31) B 1 (636, 8) —
40 ircpi TU» tpeubco^ koi xu» dXa94o(; 6i<T-
(joi XÖTOi Dialex. 4 (643, 4 ff.) — xö
dX. Kai i|i6u&^<; ^v b6lr\\ [Pherekyd.]
B 14 (510, 21) — t( dXT]9^axaT0v; oxi
novtipoi Ol av9pujTroi Pythagor. C 4
4-, (280, 21). — Vgl. dXT^9€ia, <pa{v€0eai.
dXrjGivd^ xoO cövxog dXriöivoO Kpela-
öov ouÖ€v MelisB. B 8 (148, 16) — nn
clvai dXii9tvTiv xuiv övxiuv Xaßdv fv*ö-
2*
39 dA.yiGo|iiuee€iv
40
(Tiv Ekphant. 1 /(265, 29) tö oK. koi
TTieavöv bei Krit. A 19 (612, 20) dv-
öpuuTtwv dXriGivuJv Herakl. (?) B 133
(80, 28).
äXT]Oo|nuee€iv xpf*"v Demokr. B 225 5
(42Ö, 18).
äXri96juu9o^. opp. iroXijXotov Demokr.
B 44 (399, 14).
dXi^xri«; coni. (puyd? Emped. B 115,13
(207, 19). 10
d\{YKto?, €i6€a iräöiv dXifKia Emped.
B23,6 (182,8).
5Xi|iiO(;. bvvani<; Epim, A ö (492,29)
(pdpfiaKa (493, 2).
äXtfio?. TpiÖTO'^TCi; aXi|ua (Pythagor.) 15
E 1 (291, 38).
fiXi^ 6 ttapcXGOjv xpo'vo«; Thrasym. Bl
(577,1) *aXi<; t^mjcjouöi iröXiv Mus.
B 22 (488, 29).
dX {2:61V. äKxcQdc, (n^ioc) Emped. B 41 20
(187, 13).
aXKop (KotKiLv Kai "pipao?) Emped. B
111, 1 (204, 12).
oXki^. xPfl<^9«' • • • *dXKf^i xur Abwehr
Demokr. B 173 (417, 4). 25
dXKuov{<;. Plur. Demokr. B 14, 3 (391,
22) 14, 7 (392, 21).
^dXXd. ouK €|uoO, dXXd toO X<5you dKoü-
aavrac, Herakl. B 50 (69, 12) — m.
Imperat. Emped. B 4, 1 (174, 10) dXX' 30
&re. B 4, 9 (174, 18) 17, 14 (178, 11)
21, 1 (180, 15) abbrechend B 113, 1
(205, 21) — dXXd mov Archyt. B 1
(260, 8. 6. 11. 13) dXXd mi, oüre auf-
dXXriXoTunfa (ti.üv irpuiTUJv awjAdTiuv
Demokr. (?) A 47 (361, 8).
dXXriXtuv. masc. dfiiuveiv dXXi^Xoiöt De-
mokr. B 255 (430,14) dYiuvfZovxai dX-
xyiXoiöiv B 279 (435, 17) omojov toöto
TÖ Oepfxöv o6?)ev6? tüüv Zuuhjuv kariv,
€iT€i oiibk Turv dv6pi6iTU)v (ev? Kranx)
dXXi^Xoi^ Diog. B 5 (336, 9) dXX«iXou<;
dirareueiv Xenophan. ß 11,3 (48,15)
12,2 (48,19) 6dTrTovT€qEmped.B136,2
(213,29) trpöq 6X\Y\\ov(i Thrasym. B 1
(577, 5. 12. 13 vgl. 15) neutr. eeevTo
XWpii; drr' dXXrjXaiv Parm. B8,56 (121,
17) 6i' dXXnXwveeovTaEmiied.B17,34
(179,11) = 21,13 (181,4) = 26,3 (182,
25) du dXX/iXujv biexouoi B 22,6 (181,
19) Ol) K€XtJupiöTai dXXiiXwv Anaxag.
B 8 (317, 7) — &i66vai bkryw mi t(öiv
dXXi^Xo«; Tri<; d6iKia<; Anaximandr. 9
(13, 8) öXXnXotcTi iToeeiTaiEmped.B 21,8
(180,22) dTTavTi«2avTa dXXdXoic au|u.-
Trerrii Archyt. B 1 (258, 16) |a{öY€a6ai
dXXr^Xot^ Diog. B 2 (334, 14) ojuoXoyc^
dXXnXoii; Meliös. B 8 (148, 9) dXXrjXoK;
eotepKTai ö.uoiujöevTa Emped. B 22, 4
(181, 17) irordTopa dXXdXoi^ Phiiol.
B 11 (243, 13) önepiudTiuv ouSev eoi-
k6tujv oXXt'iXok; Anaxag. B 4 (315, 22)
(Zma) ouTe ibkav dXXi^Xoic; koiKdra
Diog. B 5 (336, 19) — €XOi dv Trefpara
irpö<; äXXriXa Meliss. B 6 (144, 24)
9eivei €i<; dXXnXa Emped. B 26,2 (182,
24) Y^vriOeiffac uXaTÖ«; tivujv tiot dX-
XaXa Archyt. Bl (258,15).
nehrüend, Anaxag. B 3 (314, 17) fiifa^b d.\\o-xvdjc,. dXXoxvüuTi xnwv\ Eiaped.
juev oö, dXX' Acre . . , Diog. B 5 (336,
10).
dXXdcr<J€iv. T6irov dXXdcfoeiv Parm. B
8, 41 (121, 2) liopqpiiv dXXdHavra Em-
ped. B 137, 1 (213, 34) — dXXdöcTovxa 40
6ia|biTtep€(; ovbayLO, \r\fei (= btaXXdcr-
covra) B 17,6 (178,3) = 26,11 (183,8).
dXX«xoO Hippias B 6 (584, 19).
fix X in B, dXXo^.
dXXrjYopi'a. dXXiiYopiai iravta eipf^aOai 46
voixilovT€.q (oi diTo Tf\q XeEew^) (Theag.)
2 (511, 15 ff.) — dXXri*ff)p(ai rhet. Gorg.
A 2 (545, 16).
B 126 (210, 6).
dXXo€i6ric. Z*3jm Anaximandr 10 (13,
39).
aXXoGev Emped. B 23, 9 (182,7) dXXo-
Oev dXXa B 35, 6 (185, 32) aXAcBev
noecv Hippon B 1 (226, C).
dXXotoc;. dXXoloi |U€Te(pi)v, tö tppoveiv
dXXoia uapiUTOTai Emped. B 108, 1. 2
(203, 11. 13) dXXofuJv B 110, 6 (204, 5)
dXXoxe dXXo'ia Diog. B 2 (334, 19).
dXXoioOv. dXXotoöxai oKWOTiep (frOp)
(6 eeö?) Herakl. B 67 (71, 17) xö yi-
v€öOai KOI dTcoXXuöBai = dXXoioöaGai
i
^B Anaxag. A 52 (304, 41} vgl. B 17 (320,
^H 26) — (iUoioöo9ai Entstehung De-
^B TOokr. A 53 (362, 47) t6 aloedv6<jeai
(tüji) dUoioööOai, t6 dXX. töji nda%civ
A 135 (373, 21 ff.) TidvTa Trden rf)«;
ai<y8)ioeuic ci\\oiou>x€vri<; (375,34) — tö
o.uoiov oÜK dXXoioOrai tOji ogofiui
Thjophr. 21 A 86 (171, 2). Ygl. dX-
Xouuok;.
dXXotiuTTo?. Yi'yveTai dXXoiumd Em-
ped. ß 21, 14 (181, 5).
dXXo i'oiök;. oi av8paK€<; kct dXXoduoiv
ftidmipoi ■fivovTai Herakl. A 16 (60, 17)
— def. Meliss. A 6 (141; 976'" 31 vgl.
977a 2; — dXXo(u>öiv dvaipel Emped.
A 41 160, 22, vgl. Emped. (Anaxag.
Demokr.) A 44 (160, 44) Demokr. A 49
(361,86) 57 (362,36) iräaav dXXoftu-
<Jiv &id Tropuiv Leuk. A 7 (344, 30)
xdEei KOI 06ö€i dXXo(tJUöiv noioOaiv A 9
(345,15) vgl. A 10 (345, 24) — €v dXXoiuu-
ö€i Yiv£ö6ai TÖ (ppove'iv Emped. A 86
(171,1) TÖ q)pov€iv Kord xfiv dXX. (dp-
xaioTttTTi b6la) 55 A 135 (377, 14) vgl.
dXXo<ppov€iv. — ai<sBt]Oiy = dXXofuJOiv
Demokr. A 112 (370, 40) tö axf\\xoL |ne-
TantuTov kpf&Cf.aQai Kai Tf)v }i.u€T€pav
dXXofiuöiv A 135 (376, 36) nwc, rj Türv
al(jeri<J€uuv dXX. flverai vermißt bei D.
Theophr. (377, 21).
>'fiXXo<;. Tiyxfic, aX\r\<; dXXo juebei Em-
pod. B 17, 28 (179, 5) dXXoq ce aXXou
6€X€Tai B 115, 12 (207, 18) dXXu» upö?
aXXo Philol. B 11 (243,11) dXXuji dXXo
Demokr. B 69 (402, 2) dXXiui iTpö<; dXXo
B 270 (433, 18) dXXwi dXXaxoö Hippias
B 6 (584, 19) — aXXa ^ev — oXXa 6^
Mus. B 5 (485, 6) aXKoQ ohne korresp.
Glied Xenophan. B 1, 3 (44, 18) to
M^v TfXeu), aXXa 6e . . • Emped. B 23, 4
(182, 2) Taöxd T€ — ctXXa t€ iroXXd
B 110, 4 (204, 8) tu Te aXXa Kai oti
Antiph. B 54 (600,17) Tdv m€v *dXXav
Tcxviöv ÖTap Kai Archyt. B 4 (263, 5)
oü&ev dXXo ri Demokr. B 235 (427, 9)
vgl. B 266 (433, 1) ou6ev dXXo ndpcS
Parm. B 8, 37 (120, 1«) — n Q€(Sixb<^
Y\ dXXo Ti Demokr. B 266 (433, 5) —
äXjitupö«; 42
abundierend avöpumoi t€ xai dXXmv
eevea *Gnp&v Emped. B 26, 4 (183, 1)
al|ua . . . Kai dXXti<; eiöea (TapK6(; B 98,5
(200, 2).
6 Doxographie. Wechsel: tu br\
KdyOu xQkc, dXXoi Ka{ vuv dXXot Epich.
B2(90,7) — d pLr\ ev dr] (tö ^6v),
TT€pav€i irpöq aXXo Meliss. B 5 (144, 18)
— €T€po^ Turv aXXuJv (ö €trrd dpiSjüiö^)
10 Philol. (?) B 20 (247, 10) ~ 'dXXo' t^v
{jXtiv KcXeiv Pythag. 36 A 13 (253, 87)
— ILiaOcSvxa irap' dXXuj f[ auTÖv eScu-
p6vTa . . . €Tri<JTd|Liova teveoBai Archyt.
B 3 (262, *6. 8) — ^aXXov t^v aXXiov
15 oauTÖv alaxuvcöOai Demokl-, B 244
(428, 11) d|ueXeovTa<; tü)v e»uUTu»v dXXo
npnoaciv B 253 (430, S).
dXXrji. dXXoTE dXXrii Xenoph. B
26, 2 (50, 23) oXXtii t€ koi |U€t' dXXuuv
20 Herakl. B 121 (79, 14) opp. -rrap' Tjfxiv
Anaxag. B 4 (316, 16).
dXXtJU(; dXXo auSeToi Herakl. B
126b (?) (80,4) opp. ouTuj Emped. B 53
(189, 23) aXXui^ b' oO Demokr. B 250
25 (429, 11) dUujq Te koi Anüph. B 49
(698, 23} — vergeblich HerakL B ö
(62, 14).^
d X X 0 T €. dXXoTC aXXrji Xenophan. B 26, 2
(60, 23) dXX. dXXa Emped. B 17, 36
30 (179, 12) dXXoTe m^v — dXX. 6' aO
B 17, 7. 8 (178, 4. 5) =^ 26. 5. 6 a83,
2. 3) dXXoTC M€v — dXX. 6' airre ß 20,
2. 4 (180,5. 7) dXXoTC dXXota Diog. B 2
(334, 19).
35 dXX6Tpio<;. tpux; (Mond) Parm. B 14
(124, 6) « Emped. B 45 (188, 13) dX-
XdTpi0(; KÖff^o«; opp, dpeTii Anon.
lambl. c. 82, 4 (632, 13) — töv rd dX-
XoTpia wepieptaZöjLievov |n{oei Xilon
40 73a 3 (621, 23).
dXXoTpioöv passiv. Emped. A 95 (172,
37).
dXXooppoveiv. '"Ektuup Ketx dXXoqppo-
veuüv* KaXiI»^ iroii^öai töv 'Ofiripov De-
45 mokr. A 101 (369, 19) vgl. A 135 (374,46).
dXjLiupö^ XU^<^( erklärt Anaxag. A 92
(310,27) Demokr. A 99* (363,47) 129
(372,36) 135 {376,10).
43 6X|Liup6TTi<; 44
AXjüUpÖTTi^ Qa\6.oar](; erkl. Xenophan. d\uTr(a. dXuTtfa^ tcxvti Antiph. A 6
A 33 (41 ,31) Metrod. v. Ch. (41, 32 vgl. (690, 22
S.310,8. 452,15) Anaxag. A 90(310,1) äXtpixov übari Ko\\r\aa<; Emped. B 34
Diog. A 51 (330, 30) Demokr. A 99^ (185, ») — äXtpixa Inmaoaq Vit. He-
(368, 35) 100 (369, 3). 5 rakl. A 3t> (57, 32).
äXo-ftiv, 6{Kri^ dXOTf^i Demokr. B 174 äXuuoiq 'IXi'ou Demokr. B 5 (387, 16)
(417, 7). vgl. ai'pem^.
dXoxfa coni. d(TU|HfieTpia Hippas. 8, 4 ^a.}jia. roimv upia . . . iKU»]uat . . . äjn'
(30, 18). enovrai Emped. B 112, 7. 8 (205, 14.
äXo'ilaxi^ Demokr. B 289 (437, 13). lo 15) ai>.a Kai Demokr. B 181 (418, 19)
aXoyoi;. räc, rd) direipiu koi dvotiTui ä|Lia |aev B 229 (435,15).
Kßi äXdfiu q)ucJiO(; t6 ij/eööoc; . . . eöTiv änaQr\c,. iravTiuv ä\xaQr\c, Demokr. B169
Pbilol. B 11 (244, 9t) — qpuöei Tm (416, 11) 6 tüjv djuaSuiv ttXoOto? opp.
dXofUJt öioiKeiöBai töv Kofffiov Leuk. tOuv ireuaiSeuiuevajv cXui^eq B 185
A 22 (347, 17) ovbkv Z:Aiov dXoxov 15 (419, 15) naibec, äpiaQiec, Yiv6|uevot
Parai. (Emp. Demokr.) A 45 (112, 6) B 227 (425, 22) äpiaQf[ opp. TroAufiaOvi
nX€(ou<; aioGi^ocK itepi rot aXo^a Küw. . . . Kleobul. 73' 3 (520, 13).
Demokr. A 116 (371, 20) em tiIiv dX- djuaOia. djuiaöfriv ajucivov Kpünreiv He-
Xuiv dXoTuiv (= Tiere, syn. iüJia) B 164 rakl. B 95 (75, 1) vgl. Kpunreiv d|ua-
(414, 24) r||Liiv KOivuiviav kw Trpöq rd 20 Birjv Kpeoaov B 109 (77, 14) d|Lia-
dXoTO TÜJV liunuv (Pythagor. Emped.) Girj toö Kpfiööovoc; Demokr. B 83
B 136 (213, 22) — dXoToc; Kard qpuoiv (403, 9).
ö dvOpujTToq Herakl. A 16 (60,19.35) diioEiTog. neiOoOc, äixaiiröc, Emped.
t6 dXoYov Ka8' öXryv xfjv auYKpiGiv B 133, 3 (212,12) kot djuaEiTov Parm.
ToO adj^aro<; bieana^\iivov opp. t6 26 B 1, 21 (115, ^).
XoTiKÖv Demokr, (?) Epikur 55 A 106 d^iaX6uv€iv. d]uciX6üvouaiv opp. öp^y-
(369, 44) — TTepi dXÖTiwv YPam^tJuv koi ovtoi Demokr. B 202 (422, lü).
vaatürv Demokr, A 33 (357, 39) = diiapravcivm. Genet. Demokr. B 228
B llP (390, 14) dXoToi . . , 4XTr(6e(; (426, 4) Antipb, B 68 (601, IS) absoL
B 292 (437, 22). Vgl, Z&iov. 30 Demokr. B 253 (430, 6) XdOpni uMop-
*dXoYXO'J Demokr. B 14, 3 391, 18 reeiv B 181 (418, 15) tüiv rwxaprrmi-
ygl. Anm.) vgl. eüXofXtx;- vujv opp. eu irenoirnuevun» B 265 (432,
dXofxrj?. edvoTOv . . . dXofxriv Emped. 13} — quicunque minus delinquit,
B 10 (176, 13). optimus vir Epich. Gn. 46 (96, 2») —
dXoE. nuKivai^ Terprivrai dXoEiv ^ivujv 35 koi tou<; neXXovxai; (d)japTdveiv) KuiiXu€-
. . repepa Emped, B 100, 3 (200, 17). Periand. 73* 3 (524, 3).
dXouata Pytbagor. E 1 (292, 27) 3 ,293, (djuapTeiv). äuapxriaac, = 6^afnr\aacJ?)
11). (Ne(Kei) Emped. B 115, 4 (207, 10).
&Xq erca-fY] piirf^ifftv k^ucixivoc, rjeXfoio d|LidpTr||ja. omkxeoQai änaprmiamuv
Emped. B 56 (189, 29) vgl. Pythagor. 40 Demokr. B 41 (399, 10) rct oiKnia opp.
C 3 (280,4) — €k dXa ninrei KIeo8trat. xd oGveia B 60 (401, 8).
Bl (502, 19) dXö^ xajLiiai Krit. B 2 djaupxi'a. d^apxiT]!; aixfn Demokr. B83
(614, 12) vgl. edXaööa. (40.3, 9).
dXöoq (A<ppobhr]c,) Parm.;?)B20 (125, d|iiapxuptixuj<; (-ou<;) Antipb. B 93'»
17). 45 (605, 19).
dXtjeiv. x«X€TrfitöJv dXuovre? KOKiSxTiKJiv d^aupfoKeiv. X(5yo<; itpf^Eiv d|Liaup{öKei
Emped. B 145, 1 (215, 21). Demokr. B 177 (418, 1).
äXuK{<; (8aXdxxri<;} Anaxag. A 90 (310,3). d)adup6^. «Xtivriv duaupoxepav (pai-
i
d^opT6(; 46
veoöat Hcrakl. A 12 (69, 11) ötö|ua diu€TdßXTiTO(;. t6 iröv Anaximandr. 1
dMaupöxepov Krit. B6, 10 (615, 19-]. (11, 39) Demokr. A 39 (359, 44) —
aMaupoOv. rac, 6\\iei(; . . . (i]uaupoüa6ai 6e6(; Xenophan. A 36 (42, 3. 21) vgl.
Emped. A 86 (169, 24) t. o«\^vti, irOp A 34 (41, 42) — tö fiev (toO köömou)
Antiph. B 27 (596, 35. 3ö). r. djiiCTdßXaTOV (syn. d(i€Tdßo\ov) tb bk
a^ißTi Demokr. B 29 (397, 11). MfTaßdXXov [Philol] B 21 (247, 28).
d|i*ßXuV€iv. äfjßXuvouat )i€p{)uva<; Em- äpL^ra^okoc,. djaerdßoXov = äMerdßXa-
ped. B 2, 2 (173, 19) -- 110, 7 204, C). xov [Philol.] B«2l (247, 22).
dußXuuJiteiv Empcd. A 86 (168,22) duxirp^roc,. dntTpr]Ta opii. inerpio^
äbnl. A 91 (172, 13). lo Demokr; B 285 (437, 1).
aMßXiufia Antiph. B 38 (597, 2\ ujiieTpoq. t6 ov (= dtreipov) MeÜBB.
dMßXiuiTo.; (dxXuO Krit. B6,ll (615,20). A5(136; 974*14) djxcTpoiOi TTOTOicKrit.
d^ßpo o(a erkl. Demokr. B 25 (395, 5). B 6, 28 (616, 6) — afxhpwc, e-meuueiv
a|LißpoTO(;. eeo^ Emped. B 112,4 (205, Demokr. B 70 (402, S) Kclöerai oük
11) diiißpoTE Moööa B131, 1 (212, 1) 15 ä^tixpwi; Krit. B 4 (614, 2G). Vgl.
6p}XY\ {0\\6rrYroc,) B 35, 13 (186, 6) ^etpov.
ctfißpoTO die Himmelskörper (Kristall- dfiriTiup NIkh,. TTapG^voi;, 6 ktna dp»-
linsen?) des Emped. B 21, 4 (180, 18). Q^xö^ PhUol.(?) B20 246,81. 247, 2.8)
djußiuv Plur. Krit. B 34 (624, 1. 8. 11). Vaiac, uie 'cf\c, dMnTopo(; (Krit.) B 24
d|Li€f߀iv. *erö€' d^€l'ßluv Emped. B 125 20 (620,3).
(209, 28) med. Hippokr. heraklitis. 12 djinxavov iöxi Yeveööai Emped. B 12, 1
C 1 (81, 13) Herakl. b. Luk. 12 C 5 (176, 27).
(86, 42) — vgl. ömiuieißciv — med. dmixavfn Parm. B 6, 5 (117, 18) Pro-
anhvorim (dMefßexai) Pherekyd. B 2 tag. B 9 (540, 8) plur. Demokr. B 285
(508, 14). 25 (436, 28).
OfieiKTO^. cijueiKTa Emped. B 35, 8 a\i\-^r\c,. ev öiodyci koi a.\iv[e\ KeToGai
(186, 1). Töv nXiov Herakl. A 1 (56, 37) voOv
d^enjiiKOöM^rj Demokr. B138(409,22). n6vov diaiyf^ tü>v ovtujv Anaxag. A 55
d|u€ivipuöneiv Demokr. B 139 (409, (305, 3) 56 ,306,6) 100 (311, 41) ^
24). 30 oübev a\f\\ia. . . . 0^x1^6? toi^ dXXoi^
d^€ii|;ipu<JMin- TTepi d|U€H|iipu<JmAv Demokr. A 135 (376, 21) oxi^jaora dfii»
Demokr. A 33 (357, 27) = B 8^ (388, YCöTepot (377, 34).
13) ev d)ii€ivjnpuö^(»ii<; 0 5 (448,4). äniXXa. «piXoööqpujv Xötwv djifXXa?
d^€X€^v. d|ii€Xeovra<; tüjv euJurOJv De- Gorg. 'B 11 (569, 8).
mokr. B 253 (430, 2 vgl. 8. 5). 35 d|ii^t|LiviiöKCiv ■. dvamiuvi^iaxtiv.
diicXem (xd iiiev dnuiXeoe xoö ötw^axo^) *'AmuoöKon{a Tit. Orph. A 1 (470, 5).
Demokr. B 159 (414, 3). d^vi'ov Emped. B 70 (193, 14).
a\ki.\x(^r\c,. 0iX6xiixo^ dficjLKpeoq Emped. djzoißa66v Parm. B 1, 19 (115, 1).
B 35, 13 (186, 6) (ou) d|Lie|üi<p€Uj^ ... dfioißaioc;. (xpovo?) d|io«ßaIo^ ttXaxf.05
f EeöxT|K€v B 35, 9 (186, 2). 4« irap' 4Xi]Xuxai opKOU Emped. B 30, 3
dficpöeiv. aiOüvot; dfi€p6ef(; Emped. (?) (184,20).
B158 218, 13). dinoißn. ßXeirujv irpö^ Ti*iv dnoiß»iv De-
dfiepri<;. övcIykti xi jutfeßoc d|Li£p€<; elvai mokr. B 96 (404, 12) d}ioißä(; ötto-
Zenon A 22 (130, 41) x6 d|i€p€^ bei boOvai B 92 (404, 4).
Leuk. Demokr. und Epik. 64 A 13 tt dfioiß6^. KXrj'iftaq d^o^ßou^ Parm. B
(345, 42) irepi xd d(i€pf\ löxaöGai Koi 1, 14 (114, 20).
\a\ €iq äneipov elvai xrjv xo^rjv De- djiopY^?- dvejiuuv XofiTrrf)pa<; d|L«opYoi5<;
mokr. A 48 (361, 15). Emped. B 84, 3 (196, 31).
47
ajLiop<po(;
48
ä fi 0 p q)o ^. Xifivaiaiv a|uop9a Emped. (?)
B 154 (217, 8) — TÖv Tro\»5|iopq)ov koI
ä(iopq)ov (dq^poaeArjvov) [Demokr.j B
300, 18 (444, 30).
&HOvao<;. <pOAov aitiouöov . . . Ka^a<jr\- 6
vu)v Emped. B 74 (194. 4).
ölLiircAoq. Tpa^äv, ßeTv erkl. Kleidern. 6
(327, 25) — xpuöf^ AyLit. Akuail. B 34
(Ö17, 0).
äfx-nXaKia. djx:rXaK(rii(Jiv qiövuj» . . . futa iO
mrivTii Emped. B 115, 3 (207, 9).
Äfxüveiv m. Dativ Demokr. B 256
(430, 14) 266 (433, 5) dfiijvaaeai (d&i-
kM Damokr. B 193 (421, 16;.
djuypiOTo^. dfxiJpiffta Herakl. B 92 u
(75, 16).
d ju u X i^- dfiuxal kv rat? (piXfai? Pythagor.
D 9 (290, 35).
^dfiq){. djiqpi öeurv re Kai äcföa XIyuj
nepi TtdvTujv Xeuophan. B 34, 2 (öl, 2ö
28) d|Li<pt TfcXV»K • ■ - «0 öeöaOüTC Em-
ped. B 23, 2 (181, 26) d. eewv . . . \6-
Tov cfifpafvovTi B 131, 4 (212, 4) —
Ttcmxpiu^vot (d)aq)i |j6toi<jiv) B 112, 12
(205, 19) •— ^puKCi d^tpi tnJXa? B 100, 25
19 (201, 8).
d|n<pißpoTO^. dn<pißpÖTT]v %Q6va {=
owixa) Eraped. B 148 (216, 9).
*d^<pl6nTlOl(?; Demokr. B 130 (409,
13 8. Anm.). so
d n <p i e ir € i V. iravvuxi&ai; djucpilirwöiv Krit.
B 1 (613, 21).
dn9ivd(i)uj. uöOTo^ djLKpivaevTO? Em-
ped. B 84, 10 (197, 2).
dfiqpinoXeueiv. [xkfav oOpavöv d|ucpi- 35
TroX€t>€i (riXio^) Emped. B 41 (187, 18).
dfitpfuoXoi;. 'Bwoaiyaiov Mus. B 11
(486, 17) €m9ufxna€ie veo^ vf^q d|nq)i-
nöXoio Xenophan. (?) B 42 (52, 24).
djxq)iup6aujTro5. coni. djaqpfaTcpva Em- 40
ped. B 61, 1 (191, 10).
dj*q>l<; exei i^u^axa (fioXmi) Xenophan.
B 1, 12 (44, 27) diuqpic; ex« hält ausein-
ander [umfängt? Krarix) Parm. B 1, 12
(114, 18) oupavöv dficpi^ cxovtc B 10,6 45
(122,25) d|i<pi(; eeprei B 8, 31 (120, 10)
— dnqpii; dXTi96ir}(; (vorjua) B 8, 51
(121, 12).
d|H<p»GßriTetv dist. ^pKeiv Prodik. A 13
(665, 16).
dficpiörepvo?. coni. dpq)iTrp6oujiro Em-
ped. B 61, 1 (191, 10).
djiqpiTiöevai. d|Liq)iTi6ei OTe9dvou5 Xe-
nophan. B 1, 2 (44, 17).
dpq)ixopeä5€iv. dotpuuv tJxXo^ dfiq)!-
XopeOei Krit. B 19, 6 (619, 12).
djLKpoTepößXcTTTO^ Timon von Xeno-
phan. A 36 (42, 7).
dfi90T€p<SYXu>(T(T0(; Timon von Zenon
A 1 (126, 14) vgl. A 15 (129, 29).
djbiqioTcpo^. d|Lt<poTep«JUv ovji Emped. B
88(197,18) djip T6 Kai a\Qr\p, d|üi«p<5T€pa
«neipa eovTO Anaxag. Bl (314, 1) d^epo-
Tepwv, u6a'f<S^ xe xai löeo? B62,5 (191,
21) t6 €T€pov dq)€X6^€vo<; d|a<poTepujv
dTteöTeptioe Antiph. B 54 (600, 80).
dmpoTepiuGev Parra. B 1, 8 (114, 14).
^dv. Im Nebensatz mit Konj. ^(Jt dv
Xenoph. B 6, 4 (47, 1 4) Emped. B *42,2
(187, 28j <€ut') dv B 112,7 (205, 14) l\u^
Sv Diog. B 6 (339, 8) 6kui<; dv De-
mokr. B 191 (420, 18) 285 (436, 28) —
häufig nach Relativen, Pronom. indef.
— nach u)<; m. Part. Demokr. B 164
(415, 8> ~ itdvra ecrrfv, 5 dv tu; vo)]-
0ai Metrod. v. Ch. ß 2 (453,18 anders
65 B 143 S. 410, 14) — für otcv Diog.
B 6 (339, 1) = ^dv Demokr. B 149
(411, 18) Antiph. B 56 (601, 7) — im
Nachsatz doppelt Krit. B 40 (626, 4)
öxav . . . Ti^ 7rpdY)iaT0(; kov ötouoOv
Trjv dpxrjv . . . TroiiiaT]Tai . . , Antiph.
B 60 (602, 3) Optativ mit av ersetzt
dvoYKatöv ^OTi Meliss. B 1 (143, 6)
Xpr\ B 8 (148, 18) bei B 9 (149, 2) das
Futur. B 5 (144. 18) *7 (146, 9) — Xtii-
öTTiV ndvTa KTci'vmv Ti^ dOtliiog Sv &.i\
sollte sem[?) Demokr. B 260 (431, 16)
Indikat. mit dv ersetzt Indikat. Hip-
pon B X (226, 5) — dv mit Indikat.
iterativ (?) Antiph.BöS (601, 21 Anm.).
Stellung: in Neben- und Haupte
eatz gewöhnlich an zweiter Stelle,
bezw. hinter der Negation, ydp, be,
fi€v (vgl. auch KCl ouTU»? dv Zenon
B 2 S. 134, 2 Anaxag. B 6 S. 316, 11
dv^TKn 50
B 17 S. 312, 3); beachtenswert: eöv b'
6v uavTO^ €&6iTo Parm. B 8,^3 (120,
IS) f\bY\ otv KOI }ieraKoatxr]Qdr] Meliss.
B7 (146, 14) diro *fap ov oXoixo (146, ä)
dirof ivo|nevoi) -f&p xeu ctv dX^eoi (146, 1) 5
KCl av eKouXuev Anaxag. B 12 (318, 11)
anderseits : cvckc tu)v oXXujv eu<pp6vr|
Äv fjv Herakl. B 99 (76, 9) ävaibiora^
cipTöOT ♦av B 15 (65; 2) . . . out€ tI-
Y€oi . . . TcpTTOi dv (?) (zweite Stelle im lo
Vers) Emped. B 142, 2 (215, 8) o'(u>i
riq otv Antipb. B 62 (602, 14) vgl. B 63
(600, 8) freier in der Wortstellung Me-
liflsos (vgl. oben Z. 3ff.) B 6 (144, 23. 24)
auffallend (Demokr.) B *111 (406, 8) 15
♦179 (418, 7) ^172 (416, 19) 233 (426,
15) Anhang unberücksichtigt. Vgl. 64
Stellung.
>^dv(i. dv TÖ ueöov Xeuophan. B 1, 11
(44, 26) dv ßpÖTCurv jieX^uJV . . . ötkov 20
Emped. B 20, 1 (180, 4) dv Xeimöva
B 121, 4 (209, 2) — ßXT]öTp{£ovT€(; . . .
dv 'EXXdöa fi\v Xenophan. B 8, 2 (48, 4)
va(€T dv' ÖKpa uöXeog Emped, B 112, 2
(205, 9) dvd Tr|v itopefav Demokr. B 25
126 (408, 27) — dvä X<5tov Archyt.
B 2 (261, 15) Hippokr. v. Ch. 4 (282,
10) vgl. z. B. Aristot. 45 B 27 (276,
12 £f.).
dvaßa{v€iv. äva^r\ao^ai Demokr. B 30
144» (Nachtr. S. 410, 21).
d v d ß a a i ^ Aufgang Demokr. A 135 (378,
36) — NeiXou Anaxag. A 91 (310, 10)
Deraokr. A 99 (368, 27).
dvaßioöv. TTjv ircpi xi&v . . . dvaßi- 35
ouvTUJv löTop{av tiSpoicre v. Demokr.
B 1 (384, 34) dvaßiu)a€ö9at Kard tou^
Mdfou? Toij<; dvOpoiTTOut; 60 B 6 (459,
34;.
dvaßXaoTeiv. dvaßXatrxoOöi 0€o{ Em- 40
ped. B 146, 3 (215, 28).
dvaßXeneiv. dvaßXeipavrc? trpö? tö
tpwc, Antiph. B 50 (599 20).
dv^YCiv. dv6pu»v . . . opTrriKa<; M\farj€.
. . nOp Emped. B 62, 2 (191, 18). 46
dvoTKdZeiv. irpaTlidTurv dvcrpcoÄovrujv
Thrasym. B 1 (576, 20) dva-pcaZcrai
Demokr. B 191 (421, 8).
dvoTKaioi;» dvapcatov k<nw m. Inf.
Meliss. B 1 (143,6) tiüv dvoTKafurv bo-
K€t tlvai m. Inf. Demokr. B 278 (435, 8)
— {rr\y i^ouoiktjv) >xrj dnoKplvat xd-
vaifKCflov B 144 (410, 20) ... djuerptixo
iiA Tot«; ava-pittioiai ToXaiiruipeiit B 285
(437, 2) ol vcai qpiXiai dvaTKOiai, tti
'iraXata\ dvaTKai6Tepai Antiph. B 64
(602, 22).
dvdxKT] m. Inf. [Anaximen.] B 3 (21,81)
Zenon B 1 (133, 6. 12) 3 (134, 15) Me-
liss. B 7 (145, 7. 147, 2) Philol. B 2
(239, 86) 6 (241, 12) [Philol.] B 21
(248, 2) Demokr. B 253 (430, 6) 262
(432, 4) 277 (435, 1) Thrasym. B 1 (576,
26. 577, 14. 21) Antiph. B 62 (609,
15) — dvdfKai iroieui opp. ^Kt/iv Epich.
B 7 (92, 18) uKJnep äM&fKr] Parm. B
8, 16 (119, 13).
Kparepr] 'Av^ykii Parm. B 8, 30
(120, 9) Tgl. A 37 (111, 11) inibnaev
'AvdTKT) (oupavöv) B 10, 6 (123, 1) 'Avd-f-
KTiq xP^iM« Emped. B 115, 1 (207, 7)
(Xdpi^) öTUY€€t ii5(TTXr]Tov 'AvdYKT)v B
116 (207, 27) Kp6ia<Jov ouöev 'Avotko?
Enrip. 66 A 6 (471, 17) «= 'Aöpdoxeia
Orph. B 13 (477, 11) — dvdrKn ioxv-
pdxoxov Thal. A 1 (6, 48) irdvxa kox'
dvdipaiv (syn. eijuap^evi)) Herakl. A 8
(58, 32) ndvxa Y^vexai 61' dvdyKrjv 0€iriv
Hippokr. 12 C 1 (81, 20 vgl. 82, 23
coni. ß{ri) irdvxa Kax' dv^poiv (syn.
€i|u<xp|i4vT), 6(tcT), Trpövoia) Parm. (De-
mokr.) A 32 (110, 29) ndvTa dvdYKr)i
Koi dpnovfat -xiveaQai Philol. A 1 (233,
33) a M6V €Tvai kox' dvdYKT|v opp, cijuap-
|U6vri, Trpoafpeöi?, xb avlxö^axov Ana-
xag. (Demokr. Stoik.) A 66 (306, 8)
irdvxa ix Xö^ou x€ xat uw äv6fKr\(i
(opp. ijdxTiv) Leuk. B 2 (350, 6) vgl.
Demokr. A 1 (352, 31 ; = 6(vti, vgl.
. Sp. 51, 6. 8) 37 (869, 25) 39 (359, 47)
omnia ita fato ßeri, ut id fatum
vim neeessitatis adferret Demokr. (He-
rakl. Emped. ♦Anaxag.) A 66 ,364, 11)
def. als dvxixuirfa, «popd, v\r\v\ ii\<i
uXt]? ebend. — dvdtKT) xö Iv Emped.
A 32 (159, 5) def. als 0iX(a u. NcIko^
51
dvatpaqpi^
52
A 45 (160, 47) vgl. A 48 (161, 15) —
äv6.fKY] (pvOioc, (Zcuq = d^p) Eurip. 51
C 2 (341, 9) vgl. C 4 (341, 29) — köo-
ILiou lieTaßoXri KaT(4 nva el^ap|tievT)v
dv^YKiiv Herakl. A 5 (58, 12) f eveaci«; 5
KÖö|aou . . . KOTO nva äv6.fKr\v Leuk,
A 1 (343, 27) vgl. A 10 (345, 28) (k(-
VT]<Ji^) kot' dvdxKriv koi xitxo bivt\c, De-
mokr. A 83 (366, 27) vgl. A 50 (361,
44) — vöjLiuji KOI dvaYKTii opp. Ttpo- lO
TpthTfji, XÖTOU itciöoi Deniokr. B 181
(418, 15) opKouq ou(; iroicovrai Iv dvctj-
Kriiöiv e6vT€^ B 239 (427, 18) IvfxM-
peiv Totöi KOTct TÖv ß(ov OLvSrf KOK; B
289 (437, 14) Ti)uai . . . növuuv koi i&pu»- 15
Tuüv e\c, dvdxKa^ koOiötöoiv Antiph.
B 49 (599, 4).
ävafpa<pY\ 'OXujiTrioviK&v Hipp. B 3
(584, 1).
ävabiitXiUdK; Gorg. A 2 (545, 17). 20
dvaZuJiTupeiv (touc; darepaO KaSdircp
Toij^ avSpoKo«; Xenophan. A 38 (42,40).
dvdenina Vit. Gorg. A 7. 8 (546, 28 ff.)
— dva8i'maTa noiKfXXiuöi Emped. B
23, 1 (181, 25) — Aiöc, äyaXuaxa, eau- 25
Tü)v dvaöi^naxa Gorg. B 6 (557, 27).
dvaÖpiJ&iüKetv. dvaepuiiOKrii (aI)Lia) B
100, 8. 25 (20O, 22. 201, 14).
dvaSufxiäv. \iiv%ai duo tiLv uTpuiv dva-
eumüjvrai Herakl. B 12 (64, 13) vgl. 30
ävaQvixiaaic,, Qvfxiav.
dvaeum'aöi^. dnö yf\c, köi daXaaar\(;
Herakl. A 1 (65, 28) Entstehung durch
diip A 5 (58, 17) Ursache von Tages-
und Jahreszeiten, Regen, Wind A 1 (55, 35
40) vgl. Metrod. v. Ch. A 18 (452, 11) —
Tpocpai ToO KoayLOv Philol. A 18 (237,
35) Entstehung von fjXioq Xenophan.
A 40 (42, 47) Tcnc, Xaimpaz dva8. drro-
TeXeiv q)XÖYOt? (= dörpa) Herakl. A 1 40
(55, 33) Tpe(pecr0ai tou^ äaxepa<; A 11
(69, 2) vgl. A 12 (69, 9) — dvae., cE fi<;
TÖXXa öuvföTnöiv = H'wxn A. 15 (59,
85) r) Toö KÖöfiou Miux»^ = dvaO., ver-
wandt j^i €v Tol? Ziiiioic, (59, 37) — 45
dvaöu|i(aön aiöGrjTiKi^ (rj Hiuxti) B 12
(64, 9) vgl. Diels Eeraklß S. 20).
Ava{?>€ia Epim. A7 (493,13).
dvatöi^^. ävaibiaia-va Herakl. B 16
^ (65, 1).
dvaijuo?. tma (opp. evai|na) Theophr.
21 A 86 (171, 3) äbr]\a rot a-nXajxva
Demokr. A 148 (380,23) — xXujpd Ka\
dvai^a TO irp&fpiaxa Gorg. B 16 (560,
21).
dvaipetv. ncaovra nfj dvaipelodai Py-
thagor. C 3 (279, S5) dv6pa dpYijpiov
dvaipou)ievov Antiph. B 5i (600, 12) —
avOea Ti^f^<; . . . dveXeoeai Emped. B
4, 7 (174, 1«).
dvaiaOriTo^. fi dvaioeriiTK; f\ Kaprepiu-
TOTOc; Thrasym. B 1 (576, 26) — t6
€1^ juaKpct &tavevTi|nevov dvaic0i]Tov et-
vai Demokr. A 135 (375, 37].
dvaföiMO? (bf^ptq) Emped. B 27» (184, 1).
dvaKaXuTiTTipiov. -a TrpüJTovT€vea0ai
Pherekyd. B 2 (508, 12).
*dvaKTj6ri< == dKri&ii<; Demokr. B 174
(417, 7) dvaKTiice^ B 254 (4£0, 0) vgl.
Fränkel Zeit sehr. f. vergl. Spr. NF.
42, 235.
dvaxXdv, dvaKXaöK;. Entstehung von
nXio<; Emped. A 56 (162, 22) B 44
(188, 9) vgl. Philol. A 19 (237, 40) ^
dvanXdöei xoO riX(ou oe\r\Mx\c, qjujTioiuö^
Emped. B 42 (187, 21) — Entstehung
von KO^)iTri<; Hippokr. v. Ch. Aischy-
l08 5 [2S2, 19 ff.) v. ToXa 6 (232, 41 ff.)
anders Pythagor. B 37«: (278, 45) an-
ders Anaxag. A 1 (294, 5) = A 42
[302, 5) V. TpK, 7rap»iXia A 86 (309, 16)
vgl. 45 B 37c (278, 47) (püjq airrouai
Tf)i dvaKXdöci ditb Tdrv Xci'ujv Gorg.
B 5 (556, 8) y. nxo» Demokr. A 136
1374, 7).
dvoKXaOK; ». dvanXctv.
dvoKoXouefa coni. dvaXoTia (Speusipp.
nach) Philol. A 13 (235, 20).
dvoKUKXoOv. dvaKUKXoujuevuiv itdvnuv
Tiüv K6ö|iUiv Anaximandf. 10 (13, 32}.
d V a K u) V a MO (?) [Philol.] B 21 (248,3 vgl.
Anm.).
dvaXoMßdveiv. trdXiv dvaXaiißdverai
Herakl. B 31 (67, 8).
dvcXyricrfa. dvaXYriaryi<; (epTov) opp.
qppovtioioq Demokr. B 193 (421, 16).
I ._.,
Hliss. 20 A 5 (137; 974» 19).
^RaXXoduTO«;. t6 t:uv Melisfi. A 1 (135,
^B24) — €5 äxöynuv ovarr\nara dvaX-
^» Kolana Demokr. A 1 (3ö2, 28). 5
dvaXoYia- i>^o niaac^ dvä Xo^ov Xaßetv
tv awexei ävaXofim Hippokr. v. Ch. 4
(232, 10) — dvaX. (tOuv ttcvtc öxrina-
iTUJv) coni. ävaKoXou6ia (Speusipp nach)
*hilol. A 13 (235, 20j ävaXoTiOuv irpuGxTi lo
(235, 45) — ev Taurai räi dvaXoYi'ai
l(apie|uriTiK<i) syn. |neaa Arcbyt. B 2 (261,
17) ictpuoviKo) (262,1) vgl. Pythagor.
l B 96 (199, 9) sttperparfieularis pro-
\portio Archyt. A19 (256, 24) — ^v 6eKa 15
avaXo-fi'ai^ rexTapci; Kußixoi api6|ao{
Pythagor. B 16 (273, 32). Vgl. XoToq,
}iior].
aXoöv. ou iroXXä Türv a<p€Tcpu)V äva-
XuiOövra«; Demokr. B 280 (436, 2) tüv 20
k6ö|uov {jnb Toö tivpbc, dvaXoööBai He-
rakl. A 5 (58, 18).
d V d X lu M a (iroXineXecrraTov) : XPovo<; An-
tipb. B 77 (603, 21).
dvanf ifvuvai. dva^€|H€iTMeva Xunai<; 2»
Antiph. B M (599, 25). Vgl. dva-
möfeiv.
dva]ui|Liv»^i<rKeiv. TTöeoc ... 6i' 6\^io<;
d|üi.ui|iviitaKUiv Emped, B64 (192, 16) —
TOI«; dv«|Liif«i>niiöKO|ii€vot5 ttiv d'rrop{av 30
flvai ncpi t6 öTfl0O(; Diog. A 19 (3,^2, 5)
ÖTOv TOJ dva|Livtiöeni Demokr. B 174
(417, «).
dva|ü{öTeiv. ave^xia-^ovro knaic, direi-
•Xai, euxaic; oifiu»Tai Gorg.B 27(561,36). 35
Vgl. dvaju€iYvuvai.
dvaMMO voepöv t6 ^k QaXdTrT]c, [f\\\ov]
Herakl. A 11 (59, 3) = Hekat. B 9
(461, 9) Kicrripoeifee^ dv. xiiv ae\r[\r]v
Diog.A.14 (330, 12). 10
dvd^v1lO^^ Pythagor. D 1 (282, 23).
dvancpiößi^TiiToc;. dpxi^v Diog. B 1
(334, 8).
Gvat, ou TÖ laavTe'iöv eort xo €v AcX-
«potq Herakl. B 93 (75, 17) dvoKTo^ ... 43
crrea kukXov {^}.{o\}\ Emped. B 47 (188,
26).
äv&lio^. ur.ücv dvdSiov irpixTeiv [De-
avapxta
54
mokr.] B 302 (446, 3) dvdcioi . . iWöi
(e<; Tdq TiMdO Demolp-. B 254 (430, 9).
dvanau€iv. dvanaueoöai (im Tode) He-
rakl. B 20 (65, 16) MCToßdXXov dvct-
naucTci (t6 uOp) B 84 (74, 11).
dvdTrauöK;. Kd^aTO(; dvoTrauaiv [Inoi-
Tiffev ^bv) Herakl. B 111 (77, 18).
dvantiLiTttiv. irOp dvetrcMTre Emped. B
62, 6 (191, 22).
dvaitexavvuvat. dvama^evai (ituXaO
Parm. B 1, 18 (114, 24) oupovoö . . .
dva1r£■aTa^tvou Erapcd. A 50 (161, 36).
dvairriftäv. ävav[r]br\aavxec, €K ui|JOq
Krit B 36 (624, 24).
dvdnripa Antiph. B 38 (597, 3).
dvanXiipuxTiq Emped. A 95 (172, 36).
dvauveiv. (oupavii)t).dvairveovTi tö k€-
v6v Pythagor. B 30 (276, 38) ÜJÖe dva-
'nv€i ndvTa opp. ckttvci Emped. B 100,1
(200, 15) dvativeTv raq axyac, Kard ra
Ato Alkm. A 7 (101, 32) itavta, auch
ixööc;, ööTpeTa Anaxag. (Diog.) A 115
l313, 12) vgl. Diog. A 19 (331, 41) dv-
epuüTToi Km.Td dXXo Ima dvauveovTa
Z:tuei TAI depi Diog. B 4 (335, 14) Ent-
stehung V. Ö6|LU] 8. dvCOTVOt^.
d van vorl. toö -nupö^ dvuirvoriv tov
f^Xiov Ka\ TOV föXaEiav kukXov Parm.
A 37 (111, 13) — TOV eeiov Xöyov 61*
ävairwf\<; 0iTdöavT€<; vocpoi Yivö^e9a
Herakl. A 16 (60, 10 ff.) vgl. ti> 'j>uxnv
CK ToO öXou €l(Ti€vai dvanveövTUJv Orph.
B 11 (475, 35) anders Hippen A 10
(224, 12 ff.) vgl. auch Diog. A 19 (331,
41) - Erklärung Emped. B 100 (200,9'.
200, 15) opoc; ToO c^v Leuk. A 28 (348,
26) KUiXtjciv eKeXi߀öOai ttjv vuxHV
Demokr. A 106 (370, 4) dvcmvori toO
TrpoiTou Imov Emped. A 74 (165, 20)
— Entstehung v. öÖMr) Alkm. A 8 (101,
35) Emped. A 86 (168,32 vgl. 170, 34 ff.)
94 (172, 28) Anaxag. A 92 (310, 42)
vgl. Irvofa, dvaiTveiv.
dvanobitciv. dvauobiZo^eva Antiph.
B 18 (595, S).
dvapx^a. oisbiv ^leiZ^ov kuköv dvapx^a?
Pythagor. D 3 (283, 30) 4 (283, 40) =
Antiph. B 61 (602, 9).
65 fivapxo? 56
ävapxo«;. TÖ e6v coni. äirauöTov Parm, ävb&vew auTotoriv aÖTouq Epich. B 5
B 8, 27 (120, 6). (92, 2) tok Tci\a<; Domokr. B 153 (412,
ävdataOK; öapKÖq Herakl.B63 (71,3ff.). 8. 11) oü6ev' (!j dv6(ivou0iv B 204 (422,
dvaaxpecpeiv. (itvaffTpetpojuai |i€Tä6vTi- ^^)-
To!<; Emped. B 119, 2 (208, 21). 6 avöix« Emped. B 20, 5 (180, 8) 21,7
ävaöTpo(p»i. irepi , .. bvo eibea rdv (180,21).
dvaöTpoqpdv exei (td luaOnjiaxa) Ar- ävbpafaQia. TTepi dv&p. i\ TTepi dpe-
chyt. B 1 (258, 13) — dvaffxp. Uvp- t^i; Demokr. A 33 (357, 17] = B 2»
pu)vo^ 62 A 2 (463, 1). (386, 6).
dvarefveiv. dvaT€(vavT€<; rdq xsipct«; 10 dvbpaitoSfZeiv med. Dialex. 3, 5 (641,
Demokr. B 30 (397, 19). 18).
dvoTielvai. Ypd.uiwara dvaxiBevai (^v dvftpeia Demokr. B 213 (424, 1) Gorg.
A€Xq)Ot^) 73» A 2 (519, 28 ff.) Trdvxa B 17 (660, 28) dist. epaöuxri*; Prodik.
eeola' dveeriKov Xenophan. B 11,1 (48, A 17 (566, 10) eEeic x6X^1^l dv6pe(av
18} — e«; xoöoOxov r\nä<; dvleexo xpd- 15 Bias 73» 6 (523, 13) coni. evfXxuaaia
vov 6 5a{jüitüv Thrasym. B 1 (576, 22) u. a. Anonym. larabl. 82, 1 (629, 25)
ävaQiaQai utouep uexxöv xöv ßfov An- Beispiele Ares, Acliilles Dialex. 9, 6
tiph. B 52 (599, 27). (648, 23) = r] xdiv dvöpujv ifiXiKia An-
d vaxXt^ V a i. dvlxXr] Protag. B 9 (540, 2). tiph. B 67» (602, 80).
dvaxoXri (xu»v doxpwv) coni. fcööeic; er- 20 dv6p6lo^ coni. €09<5yvuj]UO5 Demokr.
klärt Xenophan. A 38 (42, 41) vgl. A 41 B 181 (418, 8) = 6 xürv iiöovOüv Kploaujv
(43,1) )iX(ou erklärt Antiph. B 26 (595, B 214 (424, 8) coni. ixefakocppova, kav-
30) — 6 dpKxiKÖi; effxi bvaewc, Kai dva- toO Kpeiaou) Protag. B 9 (540, 6) —
xoXf^c; opO(; Herakl. B 120 (78, 18) ä-n dvSpeCuJv dxemv Emped. B 147, 2
dvaxoXuJv km öucrjud«; cpepeaOai irdv- 25 (216, 2).
xai; xoix; daxepat; Anaxag. (Demokr.) dvftpidi;. x^^^öq koi X{9o(; xoO dvöpidv-
A 78 (308, 22) xriv f?\v Kiveio9ai . . . toc verglichen mit fpaytixai Pythagor.
thq irpöi; dvaxoXriv Ekphant. 2 (265, 36) B 25 (275, 8) dvöpidvxaq noxetv Dialex.
vgl. 6 (286, 7) — xou(; irpuixouq dppe- 6, 8 (646, 5).
vac, rcphc, dvaxoXfji -feyevf\aQai Emped. 3ö dv6piavxoiroiöq Hippokr. 12 021 (84,
A 81 (166, 48). 45).
dvaxojx»^. primus exseciionem adgredi dy^pd^uvo^ Entstehung Parm. B 18
est ausus Alkm. A 10 (101, 40;. ' (124, 29 vgl. Diels Parm. S. 115).
dvauxnv. KÖpaai Emped. B 57, 1(190, 7). ävbp6yieo<;. Ke<pa\i\\ Emped. B 134, 1
dva<pa{veiv. .. o<; ecrexd mujv dva- 35 (212,21).
(pafvrii Xenophan. B 1, 19 (45, 7) — & dvöpöirpujtpo?. ßoirfcvf^ Emped. B61^
46ÖK0UV . . . iroiiiaeiv, iTa96vxeq xaOxa 2. 3 (19t, 11. 12).
dveqpdvriöav Antiph. B 58 (601, 21 vgl. dv6poqpu»^?. ßouKpava Emped. B 61, 3
Anm.). (191, 12).
dvdtpuöK;. djLicpaXbq piZuGöioq koi dva- 40 dvöpt/l&riq. dv6pu»öe(Txepoi Emped. B
cpüaioq xoO irpu&xou Philol. B 13 (244, 67, 2 (193, 2).
14). dveXtn(Txo<;neutr.Herakl.B18 (65, 10).
■ivaxaXöv. dvaxaXujjLievTjv xf)v ff\v wo avcfioq. dvejuurv Xajiirxflpa? djnopYOii*;,
xoö TTupöi; Herakl. A 5 (58, 16). oi x' dvefiujv . . irveDina biaaKibväaiv
dvaxdcyKCiv xd? MnTpai; Alkm. BS« Emped. B 84, 3. 4 (196, 81 f.) irou<jei<;
(104, 8). ÖKaiidxujv dvejiujv txevoc, . . . 83m. r^vev'
dvaxujpeiv. €l<; xö aOxo dvaxwpei Diog. uoxa B 111, 3 (204, 14} ^Xdxxovi niarei
B 2 (334, 20). Tuiv dvejiujv bibetai [Demokr.] B 302
av)^p
58
(446,23) — Entstehung. Definition (r<»n-
torum flatus) Thal. A 19 (10, 1) Anaxi-
mandr. 11 (14, 16) 24 (16, 32) Anaxi-
men. A 5 (18,13) 7 (18^37 ff.) 19 (20,25)
[QaKaaaa wrffr\ dvejmoio) Xenophan. B
30, 1 (61, 8) (m^To^ irövTO^ xeveTUjp ve-
qp^wv dv€fAU)v T€) B 30, 0 (öl, 12) Epich.
Ermi 53 (97, 25. 98, 1} ('Ipi? . . . av€-
Hov <ptp€i) Emped. B 50 (189, 6) Ana-
[xag. A 1 (294, 7) 42 (302, 7) B 19 (321,
11) Melrod. v. Ch. A 18 (452,11) Bion
J2 ;466, 20) im Kalender Demokr. B 14,
J3 ff. (391, 9) — Entstehung v. äarpa-
f iTa{ Anaximandr. 11 (14, 19) v. ßpovr»]
' Herakl. A 14 (59, 17) öouXcuei rj ed-
\aaaa koi t6 itöp «vejuoii; A 14'' (59,
29) Ti To KivoOv auTOU(; XoEf]v Kfvri-
(jiv ; Emped. A 64 (163, 13) ... ueTObv
KOI dve|LtuJV Ka\ €u?)iujv (ineTpa eivui)
Diog. B 3 (335, 8) — Entstehung v.
NeiXou dvdßacfic Thal. A 16 (9, 33 f.)
Demokr. A 99 (368, 30) — ^uxnv . . .
q)€pO|uevriv ütto twv dvk\i\uv Orph. B
11 (475, 35) — Tpei(; dve|ioi bei He-
siod. Akusil. B 30 (516, 16).
dvcSepcuvTiToq neutr. Herakl. B 18
(66,11).
oveEoiöToc. TO öv coni. dvepjiiiivcuTOv
Gorg. B 3 (552, 19. 554, 33 ff.).
dv€6pTaöTo<;. ßi'oi; Demokr. B 230
(426, 8).
*dv£Tn<JTdyujv Archyt. B3 (262, 7).
dveTriTrifteioi; neutr. Demokr. B 264
(432, 12).
dv€p|LinvtuTO(;. Toov coni. dveSoiOTOv
Gorg. B 3 (552, 19. 554, 33 ff.).
dveatc; Ausgelassenheit Herakl. (?) B 95
(76, 2).
^dveu. Ol) . . av€u toö 46vto<; . . . ^{)pr\-
<jei; TÖ voetv Parm. B 8, 35 (120, 4).
dvrjßoc;. iraiööc; dvi^ßou opp. ö.vr\p He-
rakl. B 117 (78, 11) TOI? dviißoiq TTiv
it6\iv KaToXiueiv (opp. rißri66v) B 121
(79, 1).
civ^Kciv Antiph. B 19 (595, 6).
dvti KeöTot; neutr. Demokr. B 191 (421, 4)
— dviiKeöTouq au|nq)opd(; Antiph. B 58
(601, 20).
avT]vuöTo<;. dvrjvuöTov coni. aituorov
m. Inf. Emped. B 12, 2 (176, 28).
dvT^p. All gem. ouTi<; dv^p Xenophan.
B 34, 1 (51, 22) cTocpoc; Emped. B 15,1
5 (177, 6) vgl. öoqpö? YViif»Mi1v dvpp Krit.
B 25 (620, 83) dvöpi croqjüii iräoa yA
ßaTTi Demokr. B 247 (429, 1) q)iAoa6-
qpou? dv&pa? Herakl. B 35 (67, 17)
(piXoaocpou dv6p6<; Prodik. B 6 (572, 4)
10 dvrjp Trepiu/aia üh^c, Emped. B 129, 1
(211, 14) ?>6Kt|uoq KOI d66Kifi0(; De-
mokr. B 68 (401, 20) — evTiTÖq Emped.
B 17, 26 (179, 3) i6u>v dvj'ip dvöpa ctc-
pov dpxi'jpiov dvaipo\j|uevov Antiph. B
16 54 (600, II) — qpiA.ou üvepoq Hjux»)
Xenophan. B 7,4 (47, 22) tnp^vTo? B 9
(48, 8) KaTa99i|iievou \xivoc, dvöpög Em-
ped. B 111, 9 (204, 20) d. dTaSoO alxa
Demokr. B 35 (398, 22) — t(|uiiov dv-
20 6pi \ax6iv Xcnoph. B 6, 2 (47, 12) —
dvöpa öv»iiöTov Herakl. B 121 (79, 2)
^X0p6v, (pfXov dvbpa Alkm. B 6 (104,
15) töv öcEiöv dvöpa Anaxarch. B 1
(468, 2) — Ypdv^ai dircp dvepe<; Xeno-
25 phan. B 15, 2 (49, 6) dvepeq eu öeöaüJTC
Emped. B 23, 2 (181, 2ö) — dvöpOüv
aiveiv toötov Xenophan. B 1, 19 (45, 7)
^iii)ir\c, . . . dvftpojv i\l} iirtrujv B 2, 12
(46, 4) dvöp&v £v drüjvi B 2, 18 (46, 10)
30 t((; iröGev €l<; dv6pu)v B 22, 4 (60, 10)
— eTn5€pKTd . . . dvöpdoiv Emped. B
2, 7 (173, 24) dproAen dv6pdöi (dAr]-
Gefii) Emped. B 114, 3 (206, 4) t{ dur^v
to1(; dvbpdcTi . . . , div öeT dvöpdcri Trpoo-
35 eivai Gorg. B 6 (657, 9) — €uq)pova(;
dv&pat; Xenophan. B 1, 13 (45, 1) ola
kot' dvöpa? . . . TreXovToi Emped. ß
110, 6 (204, 5). Vgl. ovGpujiro?.
opp. iraTc;. dvrip v>iitio<; viKouac
40 irpöq &a(|uovoi; opp. irai«; Herakl. B 79
(73, 21. 22) dvfip aY€Tat Otto irai6ö?
B 117 (78, 10) opp. nai&c?, veavfcTKOt,
Ttpeoßöxai Erziehung Pythagor. D 4
(283, 46) vgl. D 8 (287, 32 ff. 288, 6)
45 ■nraibö?, ouk dvöpbi; tö dfierpux; ciri-
GuiLieiv Demokr. B 70 (402, 3) vgl. dv-
6p6<; t6 Kpaxeeiv euXofföTOU B 236
(427, 11). Vgl. träte;.
ö9
dvBeiv
60
opp. dist. fv\f/[. övepei; i\b^ ifu-
vaiKe^ Emped. B 21, 10 (181, 1) vgl.
B 112, 8 (205, 15) av€p€(; f\be. fvvaXtxi;
auf Gemälden E 23, 6 (182, 4) fuvaci-
Kcq TU)V dv6pü;v eepuorepat; Parm.
A62 (112,43; umgekehrt Emped. vgl.
«ppriv. femina mrque Veneria cum gcr-
mina miseent B 18(124,29) jueiLteifMeva
Tfji nev dtr' dvftpuiv, Tfji bk TuvaiKO-
<puii B61,3 (191, 12) Entstehung (onilx;
. . . dvöpujv T€ TToAuKÄauTUiv xe Yuvai-
kOüv . . öpnriKa<; a.vr\^a-xe . . . irOp) B 62
(191, 17) oiovT'eirixu'piov dvbpdöi fviov
{191, 24) bieanaaiai [xekiyuv (puöiq' rj
fi€v dn dv6p6q ... B 63 (192, 11) ine-
Xav€(;, dvöpu)6eOT€poi dvöpe^, Xaxvrjcv-
T6q ^aUov B 67, 2 (193, 2) — €T€pai
(cpXeßeg Tf.X€um'atv..ei(; tou^ opxei«;
tdiq dvöpdai opp, yuvaiKei; Diog. B 6
^39, 0) — uTTo YuvaiKOi; üpxeo9ai ußpic;
«v6pi Dcmokr. B 111 (406, 8) Tuvfi
<ivöpö<; öHuTept] Trpöq KaKoqppaöiaoöü-
vriv B 273 (434, 1) - fdfioc, Antiph.
B 49 (598, 18 ff. vgl. Ö99, 11) jäi Mtv
eauTu» Y*JvaiKi öuvifi^v koXov, dXXo-
Tp{ai bk ataxicTTov Dialex. 2, 5 (638,
17) — XoOööai ev naXafoxpat koXöv
Dialex. 2, 3 (638,14) KOöMeTaeai aiöxpov
2, 7 (638, 19). Vgl. Tuvn.
«vOeiv rd qpurct fueXXovra ffncpiuia (pepeiv
Alkm. A 15 (103, 1).
ävOiov = eap Orph. B 22 (482, 14).
oveo(;. ßwfiöf; dvBcaiv ireiruKaaTai Xe-
nophan. B 1, 11 {44, 26) dvGeor; öö66-
|i€voi; (olvoi;) B 1, 6 (44, 21) — -^Tfipaoc,
. . äveo<; Demokr. B 294 (438, 4) dv-
e€a Tmi\c, Emped. B 4, 6 (174, 15) dv-
öeujv xpoiTWt jaapaCvovTi Hipparch. 55
C 7 (449, 13).
dveo<p6po? coni. dvavOfi Entstehung
Hippon- A 19 (225, 23).
■avöpaE. dvujZiuTcwpeiv (toü<; dörepac;)
KaGdirep Toix; ävGpaKa<; Xenophan. A
38 (42, 41) dv9paK€<; feidtrupoi Herakl,
A 16 (60, 17) — epu8p6T€pov xCuv Eu-
Xu)v Demokr. A 135 (377, 44).
dv0piuTr6io<;. eupo^ iroböq dvGpumciou
Herakl. B 3 (62, 7) i\Qoq, dvep. B 78
(73, 1») vöjioi opp. Q&oc, B 114, (78,4)
— xd dvGpumiiia np»iTMaxa Herakl,
b. Lukian 12 C 5 (86, 36) xd dvGpuj-
Ttrjia opp. e€i6x€pa Demokr. B 37
5 (399, 2).
dvöpuiiTiKoc;. ^v xoi^ d. epfot^ Kai
Xötok; Philol. B 11 (243, 19).
dvöpuiTnvo«;. 9e{uj koi oupaviuj ßiu) Koi
dvGpujiTivui) Philol. B 11 (243, 5) dv-
10 Gpujtri'vnv Yvuiöiv opp. 9e(av B 6 (241, 4)
dbrjXov aixfav dvGp. Xoyi(T|huji Ana-
xag. (Demokr.) A 66 (306, 7) — dvGp,
cpGovov opp. Geiav veiiieoiv Gorg, B 6
(557, 12) dvGp. Gvr^xov opp, evGeov
ih dpex^v (557, 18) — dvGpujTiivriv ßio-
xnv Demokr. B 285 (436, 22) — 6eo\
oux opdjai xd dvGptJuitiva Thrasym. B 8
(579, 1) 6uo xd TcoXXd xujv dvGpiuTti-
vu)v Alkm. A 3 (100, 38) = 45 B 5
20 (271, 32) — xd TTpoaTcmxovxa dvGpti»-
Ttiva y/oyiilovxec, Hipparch. 55 C 7 {449,
48}.
dvGpiuuoi;. dvGpomujv Ycven KOI qpOXov
'Mus. B 5 (486, 6) cpOX' dvGpomujv He-
25 siod. B 5 (500, 6) — Kai'piov auxMÖv
dvGpunroiöi Emped. B 111, 7 (204, 18)
— dvGpumwv , . . aiaiveoöiv B 129, 6
(211, 19) dvGp. emxGovi'oiöi B 146, 2
(215,27) — KOI eir' dvGpujiruuv xdcrcTouai
30 xf)v (popfvrjv Antiph. B 33 (696, 24),
Definition, Entstehung. TTepi
dvGpumou (puaeujc; Tit, JDiog. A 4
(329, 4) Demokr. A 33 (357, 23) = B 5^
(387, 27) C 5 (448, 7) dvGpüjiroi = Geoi
35 GvTixoi'Herakl. C5 (86, 44) qjuöic; dvöpüjv
= d0Koi Tr€q)U(Jia|H€voi Epich. Gn, 10
(93, 6) o x{ eöxiv dvGp. Emped. A 71
(164, 41) = jLXiKpö«; KÖöjLioc; Demokr,
B 34 (398, 12) o irdvxe^ ib^ev B 165
40 (415, 27) — dvGpiüTtou dpi6jLi6(; Euryt. 2
(249, 16) 3 (249,27) — npurro^ (Dopw-
V€u<; Akusil, B 20 (515, 6) Deukalion
und Pyrrha B 38 (517, 28) ck rr\(;
vfpac, ovoiac;, ev ixGucfiv rpf^veoGai xö
46 TTpOuxov dvGpiuirou^ Anaximandr. 30
(17,26) vgl, 10 (13, 39) 11 (14, 15) =
är\p Anaximen. A 22 (20, 41) — -(air\(;
x€ Köi ßöaxoi; €KY€\ö|iieo6a Xenophan,
avöpiuno*;
62
1»
IV B 33 (51,20) fivemc, il nXiou(?) Parin.
A 1 (105, 35) aus y<1 A 51 (112, 35)
Zenon A 1 (127, 5) memhra singula ex
terra . . . passim cdita . . . natos ho-
j mines ex terra ut blitum Emped. A 72
i (165, 11) vgl. A 75 (165, 31) ausführ-
licher B 20 (180, 5 ff.) 21, 10 (181, 1)
= 26, 4 (183, 1) 57-62 (189, 80 ff.)
vgl. Pherekyd. A 5 (506, 1) Archel.
A 1 (323,22) 4 (324,18) {vermtculorum
modo cfftisos de terra) Demokr. AI 39
(379, 33) (Protag.) C 1 (541, 24) Eurip.
46 A 62 (305,43) 112,312,41) vgl. ff\.—
äv6p. Touc; vöv toTc; irpoiTOK; öuijßaX-
Xo^xfcvou(; ßpecpuiv ^itex^iv toSiv A 77 is
(165. 48; Entstehung aus OTiepiuaTa
TtiivTurv xpimaTUJv Anaxag. ]> 4«(315,8)
von Ti6\€i<;, epya (ou nap' r\fnv |a6vov,
IdXXct KOI aXXrii) (315, 10) »lYCViova^ v6-
jjouc; Texva<; nöXci^ ovviaxr\aav (324,
22; ex aqua limoque ,esse procreatos
Demokr. A 139 (379, 28) — sempei'
kumanum genits fuisse Py thagor. 3J)^ 2
(264, 19) — irepi tu)v ifcvujv tüjv t€
i^poioiv Kai TÜJV d T[b\<iTa änpouivTai
Hippias A 11 (581, 31) Vernichtung
durch Sintflut Xenophan. A 33 (41,39).
> Mensch und Tier, juövov Euvfriai
tovOpumo^) Tut b' u^Xa aiöödvcTai Alkni,
B 1» (103, 25) vgl. A ö (101, 14) coni. 3o
j 1 fiXXuiv e8v€a OiipOüv Emped. B 26, 4
(183, 1) (ipfarnv MCToCKriOiv X^ovxa ti-
V€ö8ai B 127 (210, 11) fjaav hk KxfXa
Trdvxa xai äp6puritoiöi npoör]vfi B 130, 1
(211,21) Opp. ZwiOU, (pUTOÖ Philol. 35
B 13 (244, 16) Pythagor. D 8 (288, 8.
289, 10. 290, 16) ftia tö yelpa«; ex^iv
qppovimiJTaTov dvai Anaxag. A 102
(312, 1) ct. Koi TCt äXXa Zilua Anaxag.
B 4 (315, 8, Diog. B 4 (335, 14) opp. Ziuiwv 40
Diog. B 6 (336, 9) ktt]V€U)v eÜY€vcta
opp. dvOptuTTuw Demokr. B57 (400,19)
OKUJOirep ircpi Kivaöeujv re Kai €pTr€-
Teujv (v6noi) ycfpdqpaTai, outu) koi
Kaxct d. xp€ujv Ttoietv B 259 (431, 11)
o. <Jq <pT]öi irdvxuiv 0T|piujv OceiöeöTO-
Tov T€V£aeoi Antiph. B 48 (598, 10).
Vgl. ZAiov.
20
25
45
Mensch und öott. xbv dir' dv-
öpuOnuiv Öebv ^wXdoaro . . . von Xeno-
phan. Timonil A 35 (42, 14) h> xe 9eoioi
KOI dvepaiTroiöi lueyiöxoq B 23, 1 (50, 15)
6 v6|Lioq (dvaKuXuirrnpia) ^ylvexo Km
eeoiai KOI d. Pherekyd. B 2 (508, 14)
dpr]«p<ixou(; Geoi xiMUJöt Kai a. Herakl.
B 24 (66, 3) Koa^ov . . . ouxe nq öetuv
ouxe d. eTTo(r)öe B 30 [G&, 20) xoüq nev
6€ou(; €Ö€iE€, xou^ hk a. (7r6Xe^o(;)
B 53 (69, 20) fiOo<; dvGpi/jtreiov ouk
eX€t TviuM«^. 6€»ov bi B 78 (71, 10) d.
ö öaotpdjTcnoc, irpö^ 6eöv tn'erjKo^ B 83
(74, 9) vgl. B 82 (74, 7) xOui ^ev ect&i
KoXct TTCtvxa, d. be ä ficv döiKo uttci-
Xri(paöiv, 5 6e 6(Kaia B 102 (76, 21)
xi|Liai 6€0Ü(; Ka\ d. KaxaftouXoövxai (?)
B 132 (60,21) 6 xdvGpiuTTOu (XoYia|n6<;)
TtlcpUKev dirö xoö Qdov Xöyou [Epich.)
B 57 (98, 21 ff.) dvepuuTTou^ TeK|ua(pe-
ö9ai (opp. Beoi öa<priv€iav Ixovxi) Alkm.
B 1 (103, 24) Toü(; d. €v xüjv Kxrj.ud-
xujv xoT^ 0€oi<; flvai Philol. B 15 (245,
31) Y^XoTov noioöoiv d. dXXoGev iroGev
^nxoövxc^ xö €u 11 trapu xtuv Geüjv
Pythagor. D 2 (283, 6) pLT]biTxoxe \Y\Qr\v
ex€iv rf\c; Tcpbc, xö GeTov ooioTrjxo^ D 3
(283, 24 ff.) — xOJv XoTiwv d. öXCyoi
dvaxeivavx€<; xd<; xcipoi<i ou vöv i^epa
KoXeoMCV . . . Demokr. B 30 ,397, 19)
€i'&u)Xd Tiva efüt-rreXdZiciv xoit; d. B 166
(415, 29) vgl. A 75 (365, 22) oKÖoa
KOKc . . . ouxe TidXai ouxe vöv Geoi d.
öujpoövxai B 175 (417, 10. 13) uYieiV
napct Getlrv alxeovxai d. B 234 (426, 18)
Geou^ . . . el(; dvGpiuTriuv ibeaq . . . nera-
ßdXXovxaq Aegypt. 60 B 7 (460, 38 ff.) --
. . ou . . dv xö |H£Yi<^TOv xtjjv ev dvGpui-
noiq dToGOüv napei&ov xrjv 6iKaio(Juviiv
(Geoi) Thrasym. B 8 (579, 1) — xifim
KCl 5GXa, beXeaxa ä 6 Geöc; e&u)Kev
dvGpwTTOiq Antiph. B 49 (599, 3). Vgl.
die systematische Ordnung u. Ge6^.
Physiologisches, Psycholo-
gisches. apxo|Liai drrö Y€V6xfi<; dvGptu-
irou Krit, B 32 (623, 10) n6vov xöv d.
iroXuxpov(ou 6ei00ai xiGriviicreiuc; Ana-
ximandr. 10 (13. 40) apxeüGai Tf\c, xe-
63
ävBpoino^
64
\€i6ttito^ trepi tfjv 6€UTtpav eß6o|ad6a
Herakl. A 18 f60, 41) — 6 fi€v -f «p
auHee', 6 bi ya nov qjOfvei Epich. B 2
(90,8) ßpaxu? 6 ß(o(: toO d. Protag. B 4
(537, 32) a. ev ۆ(pp6vr]t <p(ioc anrcTai 5
kam(bi diroaßeöGe'K; 6t|;€i(; , . . Herakl.
B 26 (66, 7) iLievei ctnoöavovTaq äööu
oviK eXirovTai B 27 (66, 11) dnöUuöOai
8ti oO öuvavrai ttjv dpxnv tuji reXei
irpoffd«}»ai Alkm. B 2 (103, 28) avSpu»- lo
iruüi ßeßaiov oiiöev, ei |uf| tö KoraSa-
v€lv T€vo|Li€VU)i Krit. B 49 (627, 25)
dvaßitj[)06<jeai Magier 60 B 6 (469, 35)
— Zu»€i 6 aiiTÖ<; a. Kai o{i tiüei Dialex.
5, 5 (644, 14 ff.) — e-fKitpaKoc, (aa^iai- 15
vei) Tctv d. dpxdv, opp. Zmov, qpuToO
Philol. B 13 (244, 16) — edXaöoa dv-
ÖpoiTCOiq anoTov Herakl. B 61 (70, 21)
ct. KOI Tot aWa Zma tOuet TUii depi
Diog, B 4 (335, 14) öjiioiov to öepiuov 20
ouöevö^ Tuiv tvjuuv, eiiei oOöe xüiv d.
dXAriXoK B 5 (336,9) cpXeße^ Lage B 6
(337, 10) hotniiies absolute pares De-
mokr. A 81 (366, 20) d. iUoavrai €5
dvOptutrou uavT6(; i?) B 124 (408, 11) 26
HuÖMCvoi ct. r\boYxai B 127 (409, 2) dv-
Opiunoioi tAv dva-fKO^uiv boKei elvai
Trai6a(; KTi^.öaffSai B 278 (435, 3 vgl.
Z. 10) — (jTj etvai Xo-fiKÖv tov d.,
|u6vov &€ TÖ TTcpiexov Herakl. A 16 30
(60, 33. 35) ToO XoYou . . . dei dSvjveroi
fix^oynai dvöpujiroi . . . xoiic, dXXouq d.
Xav9dv€i ÖKÖöa i-jepQhreq ttoioööiv . . .
B 1 (61, 31. 62, 1) eSriTTüiTrivTai oi d.
irpöq TT|v Yvuiöiv B 56 (70, 1) kckoi 35
judpTupe^ dv6pu)Tioi(Jiv oqpöaXiJof B 107
(77, 8) dv9pu[ntoi<Ji ^ereari fivuuöKeiv
4ujuTou(; Kai qppoveiv B 116 (78, 8) oi
d. ^x TU)v qpavepOuv rd dqpavta OKin-
T£ööai ouK eiriöTavTai Hippokr. 12 40
C 1 (83, 23) — tili; exei kpäöiv luie-
Xeiwv, TUJ<; vöoq dvöpaiTroKTi Ttaptöxä-
xai, TÖ aÜTÖ . . . qppoveei dvGpunroiai
TTOöiv Farm. B 16, 2. 3 (124, 13. 14)
(at|jaTO<; €v neXa^ecai) v6r\iJ.a . . ki- 45
xXi^aKCTai dvOpujTToicriv, aijua dv8paiTrot<;
TrepiKdp?)iöv ccjti vori.ua Emped. B 105,
2. 3 (202, 18. 19) Trpö? irapcöv . . |unTi<;
deHerai dvGpumoiöiv B 106 (202, 26)
(öq)eaX|Lioi0tv, xepaly) i^mep mcyiötti
ireiGoOc; dvÖpujTrotöiv dinaEiTÖ^et^ cppevo
TCfnrei B 133, 3 (232, 12) vea V »^Me-
pr^t (ppovcovTeQ Demokr. B 158 (413,
22). — Vgl. vuxn, voO^. — fi-pnuaKeiv
Xpn avöpuuiTOV . . . oTi kxet\<; dTtnXXo-
KTCi Demokr. B 6 (388, 6) dv9paiTroi<;
irdoi TouTÖv d-foeöv koi dXi^ße^ B 69
(402, 1) TtdvTujv xpimdTUjv juexpov äv-
epiüTTo^ Protag. B 1 (636,12.17. 537,1)
vgl. A 14 (531, 8) 21» [532, 30; d. ßXdg
eTTTof^öeai q)iXeI Herakl. B 87 (74, 17)
— ir*Tviu(JKOuöiv oi a. €lOi(T|n€voi iifiai
V6IV Tfji YvuiMni Krit. B 39 (625,27) —
irdöi d. r] fvvj^r] toO öu;|LiaTO<; rJYtiTai
. . . €t^ vfkiav Kai vocfov Antiph. B 2
(692, 13) Tu«pXöv Toö fxeXXovTo^ dvGpiu-
iToq Epim. B 10 (496, 12) inavTiKri =
d. q)pov{|nou dKaa^6<; Antiph. A 9
(591, 8).
Ethisches. dv9ptuirotc: Yi'veaGai
ÖKOöa 9eXouöiv ouk ducivov Herakl.
B 110 (77,16) TiGo^ dv9p»Amuji bdfxujv
B 119 (78, 14) 6 Tpoiro^ dvGpiOtroKn
6a()nu)v dYa96^, oii; bk mi koko? EpicL.
Gn. 17 (93, 19) — irpürrov tüöv ev dv-
0pu>uoi<; nalbevaic, Antiph. B 60 (602, 2)
äd Tivtt €m(JTaT€f(Xv utrapxeiv ödv Ka\
dpxt^v Pythagor. D 8 ^287, 46) vgl.
D 3 !283, 19) u. ö. }xr]bkv ixellov koköv
dvapxia? D 3 (283, 30) = D 4 (283, 40)
= Antiph. B 61 (602, 10) oi wpöoGev
d. ei'GiZov rovc, uaibac; dpxecfGai ebend.
— uepi TuJv irepi dvGpiwrrov iraGtiiv
Pythagor. D 8 (288, 32) iroiKiXoiTaTOv
Tu dvöpiunivov Yevot; Kaxd tö tüjv eiti-
9u|uiujv •rrXf\9oc ,288, 41). Im übrigen
B. die Yorschriften über den TTuGa-
YopiKÖ«; ßfot; unter den begrifflich
engeren Stichwörtern — d. kukoi dXti-
9tvu)v dvT(6iK0i(?) Herakl. B 133(80,28)
irovripoi oi d. Pythagor. C 4 (280, 21)
dvöpujTtoi . . . TTÖöev KOKoi (bb' tfkveaQe
(280, 24) vgl. Ol itXetOTOi d. KaKo{ Bias
73a 3 (522, 22) — bibay^i] neTapuöfiot
TÖv d. Demokr. B 33 (398, 6) av-
9pu)iT0i dp9o0\jvni KOI troXuqppoauvrn
I
■P (€i>6aiMovoöaiv) B 40 (399,8) a£iov ä.
ovxa^ €Tr' av9piÜTriuv avfi<popa\(^ 6\o~
(pvptaQai B 107» (40ö, 16) a. xiixi?
eiÖiuXov enXdöovTO B 119 (407, 28)
irövouc; öta»K€iv ä<p' üTjv to Me^dAa Ka\ 5
XoMTrpä Y^vovTOi roiq d. B 157 (413, 18)
iirÖT a. ßouXoiVTo xP^M^to ftiaXorr-
Xdvfiv Antiph. (?) B 116 (606, 20) —
oiv0pu»iToiöi KaKO cE dTa9u)v qpucxai . . .
Demokr. B 173 (416, 28) ävOpumon 10
äp|u6&iov vuxf^? ^äXXov f\ aiuiuaTO?
X6tov TTOuTaSai B 187 (419, 18) aptoxov
övOpumwi Tov ß{ov ömYetv tut; nXclcrra
€i)9u|Linö^vTi B 189 (420, 3) ävQpiimoiai
6v»6u|bn'Ti -xlvexai . . . ß(ou öu|a|U€Tp(rii 15
B 191 (420, 9) ä. TOV edvarov <p6u-
•fovre^ bniiKovaiv B 203 (422,17) €vioi
. . . TÖv Trjq ßiOTfjq xP<5vov €v rapa-
XßT^ Ta\aiirujp€ouai B 297 (438, 12) 6
v6}xoc, ßouXerai cueptexeiv ßi'ov äv- 20
Gpumtuv B 248 (429, 4) avTfiV^OKe-
öQai Toix; d. ouk eutrere^ B 253 (430, 7)
}xr\btv Ti fiäXXov Tou<; dvöpiOirouc
alöeioeat eujuToö B 264 (432, 9|f.) xuJv
iljLiapTn.uevujv d. jaenvlaxai fidXXov ri 26
TU)v €u irenoirmevuuv B 265 (432, 13)
TTcpi Tiüv OUK öp9tJö<; xoT(; d. TrpaöOo-
Mevwv Tit. Protag. AI (527,2 = 539,
10) (p96voq Anonym. lambl. 82, 2 (630,
14) — HCT«^ äfwv f&noc, dvOpuGiTUJi 3^
Antiph. B 49 (698, 16) x( f\biov dv-
9pt6Truji YwvaiKÖ^ KaTaÖu|iiia<; (598, 22).
Leben. ßCoxo^ dv9parirun/ TiXdv»i
Krit. B 15, 8 (617, 9) dv9pum«wv ßio«;
Entwicklung, Erfindnng v. vö^ioi, 0€o{ 35
ß 25 (620, 21 ff.). — Vgl. Z. 13 ff., ß(o(;.
oi avGpuunoi. ooaa trap' dvöpou-
itoiotv dv€(fe€a . . k<srW Xenophan. B
11,1 (48,14) vo^iZöficva kot' dv9pu»uou<;
HUöxiipia Herakl. B 14 (64,21) övo|iia *o
d. ^irföriiuov KCtX69€vx' eKaaxmi Parm.
B 19, 3 (125, 9) oöa qpaöiv oi a. dXii9f\
fivat Meliss. B 8 (147, 12) cpuOK; . . .
üVü|nd3€Tai dv9pij6noioiv Emped. B8,4
(175, 18) fiuöoq toöt' €(Tk€v ev avQptb- 45
TTOiöi B 128, 9 (211, 3) dnp KaXou^€vo<;
vvb xwv d. Diog. B 5 (335, 20) tu>v
vOv tovTiüv xPHM'^TUJV €v dvöpiOnoi^
Dielt, tngm. i. Vorsokr.nr.
dv{(Jxciv 66
Anaxag. B 9 (317, 16) — eT<; £mo\ a.
xpiöjaüpioi, ol b' dvdpi9|Lioi ouftcfg He-
rakl. A 1 (56, 27) ioxop(riv f[OKr\aa d.
MciXiCxa wdvxiuv [Herakl.] B 129(80, 14)
drt dv9pimm)v eicröq itdxou Pann. B
1,27 (115,9) 9vnT»öv iT6p(EifJi . . noXu-
(p0ep€U)v d. Emped. B 113, 2 (205,22)
— |Lia{vca9at dv 6oKo(r], ci' tk; oOtöv
dv9ptünujv cincppdcfaixo ouxui TroieovTC
Herakl. B 5 (62, 16) 6 9aundru)v roi»^
. . . )iaKapi2^0)a€vou(; imb tujv dXAury
d. . . . dei ^iriKatvoupYCiv dva^Katcrai
Demokr. B 191 (421,2) 6uödvio<; oöxi<;
. . . €TTi Toi^ ^€YdXol(; luäXXov (dvidrai)
n oi dXXoi d. Krit. B 42 (626, 16). —
d. . . . irpoeXöeTv eni tt]v xfic; Tovf^?
auT&v (i'i/jiövu)v) öuv»i9€iav (Demokr.)
A 151 (381, 1).
dvidv. xriv noXiv dvidaei Epimen. BIO
(486, 13) xd TcXcuueva ouk dvidi opp.
€u6uM€T Demokr. B 279 (435, 18; —
oÜT€ dXY€l oux' dvidrai (xö öv; Meliss.
B 7 (146, 5 vgl. 146, 5) n&ovx' ^b'
dviiüvxat Emped. B 107, 2 (203, 3) ^v
XI Trdörii (to. cktovo), dviaxöi (xd ZStia)
Demokr. B 278 (435, 9) im xoT? Ofxi-
Kpo«<; (^e-fdXoi<;) dviäxdt Krit. B 42
(626, 14) dviTiöevTi opp. €ij9u]UT]9cvxi
Demokr. B 189 (420, 4).
dviapö^. dpT(a Thaies 73^3(522,6)
dvi»]pöv KOI TaXa(tru>pov Demokr. B343
(428,9).
dvievai. ouxe feviaQai ovt oXXudOai
dvfjKC biKX] Parm. B 8, 14 (119, II) intr.
tEu> ri Kui? f\ irovelv iraiSc^ dvievrc^
Demokr. B 179 (41 8, 7) — dv€la9m (tovk;
TtXoviiTat;) opp. auvöcöeoOai Emped.
A 54 (162, 13).
dvi€pu>0Ti Herakl. B 14 (64, 22).
dviffo^. ^triqpdvciai, kukXoi opp. foai
{inkonnrtteni) Demokr. B 165 (412, 22.
23. 413, 2) eäv ano i'outv dvtaa d<pat-
p€9f)t, xd Xorad caxai dviaa Archyt.
A 17 (256, 12).
dvKJxdvai. xfjv iKjidöa dviffxaaöm (4k
■Xf\<^ Anaxiraen. A 7 (18, 43).
dviöx^tv V. Gestirnen Demokr. B 14,8
(391,12.26) 14,7 (891,45).
3
67 dvoi^nuuv ^
Ävo>i|iAUJv. ävoT^iLiovc^ Demokr. B 197 dvrauYetv. dvrauYei irpoc; 'OXufiTrov
(422, 8) B 199—202. 204—206 (ebend.). (r^Xio?) Emped. B 44 (188, 11) t«üi bia-
AvÖTjTO^. öbov coni. ovtGvujiiov Parm. q>avEl (des Auges) dvTaufcT tö q)ii>^ . . .
B 8, 17 (119, 14) dvoiiTU) qpüaio^ coni. toutiui oöv op^i tuji dvTauT^ovri Hip-
direCpiu, dXÖTUJ Philol. B 11 (244, 3) 5 pokr. 14 A 10 (102, 8).
xp^atTov apxeaSai Tot<; dv. f\ dpxciv avTCoeat. avroMai Emped. B 4, 4 (174,
Demokr. B 75 (402, 12) (piAoviKi'n n&aa 18).
&v6r\T0(; B 237 (427, 12). avTiiX^^v (töv depa) opp. rixetv Alkm.
fivoia dist. ^avia Kleobul. 73*3 (520, A6 (101,19).
18) = uXti Anaxag. A 15 (297, 11) Euv lo dvTidv. vux^oi; dvndaavra Emped. B
dvofni opp. voOc; Demokr. B 282 (436, 65, 2 (192, 21).
11). dvT(&iK0(;. dXriBivÄv dvTi'öiKOi He-
dvo(T€iv. av (JauTÖv dvoßriK Demokr. rakl.(?) B 133 (80,23).
B 149 (411,18). dvxOeai^. KaGdtrep d. riva ttoioOöiv
ävoiEi? (opp. eit((ppaHii; , TTÖpiuv} Ana- 15 Tri«; dopiöTou 6ud&o<; . . . Pythagor.
ximandr. 11 (14, 12). B 14 (273, 5) — dvTieloei<; övo|ndT(üv
dvo^ßpia büdl. Antiph. B 60 (602,8). Gorg.77 A9(564,24;. Vgl. dvrmeevai.
ävofxia. THV dv. Totq vöjuoiq xarlößcae dvTiepuuaKeiv. aT,uaTO<; . . . *dvTieo-
Krit. B 25 (622,4) opp. euvoitifa Ano- pövro^ Emped. B 105, 1 (202, 17).
nym.Iambl. 82,6(632,30) 7(633, 17ff.) 20 dvTiXdiu TT € IV. dvnXd)aTTOv tOüi i^Xfuji
7,7 (634, 13 ff.) u.ö. Vgl. v6|iio<;. C\piq) Anaxag. B 19 (3^21,9).
dv6^oio(;. xd aurd fijiioia xai dv. Zenon dvTiXoYCiv. dvTiXoYeo|nevo(; Demokr.
A 13 (129, 15) dv6|ioia opp. ÖMOia dist. B 85 (403, 12] -ouMevoi Antiph. B 98
yii\ 6iJiö<puXa iLinfee ♦laoXaxfi Philol. B 6 (605, 26).
(241, 12) dv6.uoia opp. 6|uoia bei Zahlen- 25 dvTiXoYici v. Zenon A4 (127,32) 'Avti-
verhältnißsqn Archj^t. A 17 (256, 9 ff.) XotiAv ä ß Tit. Protag. A 1 (627, 4 =
ToT«; dvojLiofux; &raK€i|uevoi<; dvöimoia 538, 1) dafür 'AvtiXotikoiB 5 (538,5.7).
(pa{vea9ai Demokr. A 135 (376, 42). dvrfEout;. t6 dvr. auimpepov Herakl.
dvojaoidxric (Yoveujv) erklärt Emped. B8 (63,3).
A 81 (167, 7). no dvTio(;. dvrfav (popdv Archyt. B 1 (258,
dvojnoioOv opp. 6|noioOv Hippokr. 12 17) dvxfov tPic; dpKTOu Herakl. B 120
0 2 (85, 32). (78, 17) ev dvria -rrdvxujv B 29 (66, 16)
Ävöna 10 v Emped. B 51 (189, 11). xdvxia Parm. B 8, 55. 58 (121, 16.
dvopoijeiv. e^ xifACKj dvöpouöe (Neixo?) 122,3).
Emped. B 30, 2 (184,19). 35 dvxiitdöeia. TTepi öUjaTraeeiüJv xai d,
fivoaoq. x6 ev coni. utiei; Melisa. A 5 Bolos 55 B 300, 1 ff. (440, 3. 6 u. ö.).
(137 ; 974» 19). dvxinaXo?. aiiXuJv dvTitroXov Krit. B 1
dvxaTwvi(jxn(; Piur.Dialex.2,7 (638,22). (613, 17).
dvxa^oißi^ irupöc; xd irdvxa Herakl. dvxnrdöx^iv- fö 6(Kaiov = xö dvxi-
B 90 (76, 4). 40 TreTToveöq dXXiui Pythagor. B 4 (271, 11 .
ävxavdKXaOK itup6? = rjXio? Emped. dvxioxrip{2eiv. dvxiaxripiZ[6vxuuv coni.
ASO (158, 35). €Tr€iöi6vxuiv Demokr. B 9 (388, 26).
ÄVTditwöK; xoO depo(; Anaxag. A 72 dvxixiöevai. dvx(6exov (cTriTrebov yh?)
(807, 20). Anaximandr. 11 (14, 17) TTepi xdiv dvxi-
dvTauTCta VjXfou Emped. A 56 (162,20. 45 Kei|ii6vu»v Tit. [Archyt.] S. 264, 10 —
25) vgl Philol. A 19 (237,37) Ursache dvxi'eexa Pythagor. E 2 (292,44) Gorg.
d, iKXci^n? tfcXi^vt^i; pythagor. B 36 A4 (546, 7) 30 (551, 12) contrariis
(277, 47). relata contraria A 32 (551, 20).
69
ovTiTiiiT(a u\ti(; (= ävoTKrj) Demokr.
A 66 (364, 14).
avTituno?. aaf\p Anaximen. A 15 (20,6).
dvTKpaCveiv Alkm. A 6 (101, 24).
dvT{q)aai^ Protag. A 19 (ö32, 11). 6
ävT((ppaEi(: Pythagor. B 36 (277,47).
dvTKppdTTeiv pass. laeXr^vf]] (Anaxag.)
A 77 (308, 20).
dvTfxeuiv Philol. A 16 (237,18) 17 (237,
28) Büket. 2 (266, 26) Pythagor. B 4 lo
(270,47) 36 (277,48) 37 (278,8.22.27.
36) 38 (278, 40).
dvTpov v-noarefov Emped. B 120 (208,
24) niger . . color , . . cavernosis . .
spectaiur in aniris B 94, 2 (198, 26) 16
allegorisch Pherekyd. B 6 (509, 26
anders 28).
dvußpiöToi;. dvußpiöTu;? Demokr. B 73
(402,8).
dvuetv. ou . . . dvuöTÖv Parm. B 4, 7 28
(116, 25) m. Inf. Anaxag. B 5 (316, 6)
Meliss.B 2 (144,1) 7 (145, 10. 146,11)
Lüq dvuöTov KoXXiöTa Diog. B 3(335, 10)
^(SXiöTa Tüjv dvuöTiwv Demokr. B 279
(435, 14). 25
dvuir^pGCToq. dvuTC€p6€T0v m. Dativ
Demokr. B 275 (434, 8) dvmtepOeTUj
[Phüol.] B 21 (247, 20).
dviu. fair]c, . . TÖÖe .iretpai; dvuu irapd
■noaaiv opöToi Xenophan. B 28,1 (51,2) 30
dviurepuj Diog. B 6 (337,13. 18) dvm-
TOTUJ TÖv fiXiov Anaximandr. 11 (14,
13) (Metrod. V. Ch.) 18(15,41) dviüxctTUi
aietip Parm. A 37 (111, 14) irOp Philol. A
16 '237, 16) dviu (dpiorepov) am Himmel 85
Pythagor. B 30 (276, 47) 31 (277, 9 ff.) —
depo dvtu fpepeoeai opp. v\ Archel.
A 4 (324, 8) Tct KouqpÖTara Tfjv dvu)
Tofiv Xaßovra töv f\\xov dnoTcA^öat
Diog. A 6 (329, 26) — ctvuj 6|ioö xai 40
kukXuji (Trepi6px€Tai yvatpeiov irepi-
öTpo<p»i) Herakl. B 59 (70,17) avui
xdTiu 666(; B 60 (70, 19) A 1 (55, 24)
vgl. Hippokr. 12 C 1 (81, 13. 82, 17 ff-
84, 16. 32) C 2 (86, 12) Luk. 12 C 5 (86, 45
41) Tct dviu Tou |a€Oou uncvavrdu«; Ke(-
Mevo Toiq icdriu Philol. B 17 (246,8) —
«vu) T€ Kai Kdru) Krit. B 22, 3 (619,28).
äEuiv
70
dviuTa Parm. B 6, 2 (117, 15).
d V w 6 u V ( n- €1«; dvu)*. Protag. B 9 (540,4) .
dvujfcuvo«;. TÖ ev coni. dviAt^FO^
Meli88. A 6 (137; 974» 19).
dv(£iX€6pO(;. rb dnetpov coni. dSdvaTov
Anaximandr. 15 (14, 42) to cöv coni.
dx^vHTov Parm. B 8, 3 (118, 40).
dvuifiaXot;. ßpovrriv kK öirfKpCnoTo^
dviUMdXou Demokr. A 93 (367, 33) vgl.
Anaxag. A 77 (308, 12) töv oiönpov
dvu)|üi(!iXuj(; (TuYK€ia6ai Demokr. A 135
(376, 29).
dvüivunoq. 666v syn. dvö^TOv Parm.
B 8, 17 (119, 14) iroXuumifiov ko\ dvtö-
vuMov [Demokr.] B 300, 18 (444,31).
dviuq>£Xti<;, dvw9€X€a(; (dßpoouva^)
Xenophan. B 8, 1 (46, 16) -ea Demokr.
B 176 (417, 12).
a E 1 0 <; Xenophan. B 2, 11 (46, 3) (Jcaurov
oEiov fiapaCKevate vSjv Yoveiuv Pe-
riandr. 73* 3 (523, 19) a. ixßdXXeoeai
Herakl. B 42 (68, 18) \ir\bky »aSioi
MIÖ0ÖV XoMßdveiv B 58 (70, 12) 2f\v
ouK ciEio«; Demokr. B 99 (404, 17) öEiov
'EtpcacoK; ä'ndflaoBai Herakl. B 121
(78, 20) uEiov dvÖpuJTTou? övra^ • • • MH
teXav Demokr. B 107» (405, 15) iip(4T-
MQT övftpö^ dYaSoö d£ia B 35 (398,22)
öoqpft] . . . dEi'n udvTUJv B 216 (424, 8)
q>vff)(;, öeöjiujv aEia, eujifi<; dEioi B 262
(432, 1. 2) 6 [TiMäq] dEfaq ra^ nefi-
ara<; rdinviuv (toTi; dEivjuxdToi^) B 263
(432, 6. 7).
dEioOv. dEiiuöavTa Kai dEnuBcvra An-
tiph. B 49 (598, 18) äliwaa m. Inf.
Gorg. B 21 (561, 15).
dEdujia Pythagor. D6 (284, 15).
dEuv€<j(n opp. Euv€<n? Demokr. B 183
(419, 9).
dEuv€TO(;. dEu V6T01 Herakl. B 34 (67, 14)
X6you dEüvexoi B 1 (61, 31) d. öiuqppo-
veouoi Demokr. B 54 [400, 13) dEuve-
Tuiv opp. 6p8ä <ppov€6vTiuv B 58 (400,
21) opp. EuveroO ((piX(»i) B 98 (404, 15)
dXoYOi TÜJV d. a\ e\n(be<i B 291 (437,
22) Tou(; d. Ol eTtaiveovTC^ Demokr.
B 113 (406, 10).
aEuuv Parm. B 1,6 (114,12) dEova<; am
3*
71 doibn 72
Tor B 1, 19 (115, 1) nepac, alovoq e» B 4 (33ö, 17) av0pumo^ €T€»^<; ärt^K-
iröXo.;: oi veuirepoi 81 B 18 (618, 28). XaKxai Demokr. B 6 (388, 7).
doiöi^. KÖöiuov cioiöt^? Orph. Bl (473, ärtaXöc,. d.na\f\i -nepi irofn» Emped. B
26) nep'i doiöfi^ Tit. Demokr. A 33 101,2 (202, G) TXiLrra Diog. A 19 (331,
(358, 1) == B 25=' (395, 7) — cöt &v 5 13. 34) vgl. Alkra. A 5 (101, 22).
doi6dujv f^i Yevo^ 'EXXabiK&v Xeno- dKav6ÖK€UToq {6b6<^ Demokr. B 230
phan. B6,4 (47, 14). (426 9).
doi66<;. ön.uujv doiboiöi Herakl. B 104 dtrdveuöe -n-övoio Xenophan. B 25 (50,
, ('''' ^)- , , , , , 20).
douToq. aouxa = ouK öcpöevTa, dXXot 10 dTravTidtciv. diravTidJ^ovra {-aiavxaj
bdlavra opäöGm Antiph. B 4 (592, 19) m. Dativ Archyt. B 1 (258, 17. 16).
7 (592, 27). änaH opp. äei Zeuon B 1 (133, 10).
d6paT0^. ouuiaaTa Anaximen. A 14 (19, dnapdaKeuoq. dirapaaKCur|i •pMA'Mn»
36) Anaxag. A 42 (301, 41). Antiph. B 3 (592, 16] AnapaöKeüaOTOv
döpiöTo^ q)uöi(; Anaximandr. 9-'(13,24) 1.5 d. Rhamnusier (592,17).
opp. üjpiö)n€vii 3 A 6 (18, 11) infmitus duapTiXoT^a Antiph. B 99 (605, 87).
acr Anaximen. A 9. 10 (19, 17. 20) d. dirapx»! Tfi<; öoqpfa^ Sieben Weise A 2
bxiä(, Pythagor. 33, 2 (249, 18) 45 B 14 (519, 28).
(273,5) 15 (273,14) vgl. t6 öfioiov diraTöv. 6 tmar^^oac; öiKaioTcpo«; toO
d<5pi(TT0v Theophr. gegen Emped. A 86 20 m ditaTrioavTO? ktX. Gorg. B 23 (661,
(170, 16; TÖ döpiöTov em xfjv k(vtjöiv 23).
iiTKpcpouöiv Pythagor. B 32 i277, 14) dTTareueiv (dXXriXou(;) Xenophan. B 11, 3
Tö d. Prinzip Anaxag. A 61 (305,34). (48, 15) 12,2 (48, 19).
dnctYX^iv. dTTciYSaffBoi Herakl. B 121 OTraTeuiv. dTraTCüuvoq iptov Demokr.
(79, 1). 25 B 63 (401, 10).
dndecia tü'v irptuTun' criuiudTurv Leuk. dnaTT] (qpavraöria^) v. Parm. Timon 18
A 13 (345, 41). Vgl. ditae»!^. AI (106,8) ^r\ a im6ar\ <ppeva KOivüru*
dtraeti^. voö^ Anaxag. A 56 (305,5) Emped. B 23, 9 (182,7) dTrdra^ t€
diraßr) koi dvoXXoduxa (droina) Demokr. yoouc; t€ Emped (?) B 154» (217, 20) dir.
A 1 (362, 28) vgl. Leuk. A 13 ,345, 41) 30 d. xpaTuuiöia Gorg. B 23 (561, 22) —
14 (346, 10) — (maQf\ = xd \i.r\ lix; vaoi 'ATraxT]«; koi 'K\r\Qdac, (Antiph.)
dXT]G(JU(; Y6Tov6xa Treten Antiph. Bö A 7 (590, 34).
(592, 21). diraxriXoc;. v.öa^iov diraxrjXriov Parm,
dirai s. diTÖ. B 8,52 (121, 13) Xoyou öxöXov ouk
dnaiöcuöfa ßapii Thaies 73*3 (522,6) 35 duarriXöv Emped. B 17,26 (179,8).
dtraifteuoiiiv (vux*l?) Demokr. B 212 dirdxTjTov Demokr. B 131 409, 14).
(423,20). dirauffxo^. x6 eöv coni. dvapxov Parm.
diraiöö€iv. anail\]i . . aijua Emped, B B 8,27 il20, 6).
100,6(200,20) änäilexe (ew. Hdss.) drreieapxfa Antiph. B 72 (603, 7).
B 100, 23 (210, 12). 4odTC€iX€tv. \if\ ÖTreiXci xolc; eX€u0€poi<;
dnaixclv. ouk (dirmroöciv unjirep) Solon 73» 3 (521, 19;.
dnaixoUv Herakl. (?) B 128 (80,18) dTr€iX4 dvefiföTovxo Xvtaic, direiXat
xpötrma ujjvou? (Spi'jvoui;) diraixei Gorg. Gorg. B 27 (561,87).
AI (544,34). dtretvai (TOpeövxat;) Herakl. B 34 (67,
dir ctXaiavov Antiph. B 85 (604, 27). 45 15) dirf^v opp. rrpodetvai Gorg. B6
d7raX(«<;. epftpoK •fo^a9nvol<; xoi? Xcyo- (557, 9) — dw' dvepi(»Triuv ^kxö? irdxou
|H€voi5 duaX(at<; Pythag. 9 (24, 45). eöxiv Parm. B 1, 27 (115, 9) dir€<5vxa
dnaXXdxx€iv. dnoXXaxdf^t (dnp) Diog. voiui irapcovxa B 2, 1 (116,7) röirv
73
Sircipoc 74
ctireovTUJv opeYovrai, xa trapcovra
dMa\6uvouai Demokr. ß 202 (422, 14}
f.n äTroöoi xm fieXXouöt toI^ kivöuvok;
. . . 8paaüv€Tai, tö ö' epfov av irapfji,
ÖKvei Antiph. B 56 (601, 5). 5
direi'pTEiv. v6|Lioq ärrefpfci Demokr.
B 259 (431, 13) oi vöfioi uneipTOv
Krit. B 2ö (620, 31)..
aiteipoq. I. unendlich. Defini-
tion. Ti feöTi (Anaximandr.) 14(14,30) 10
def. Xenophan. A 28 (37; 977'' 5) vgl.
Meliss. A ö (136; 974* 9) B 4 {144, 10)
7 (147, 38) Aristot. 2, 15 (14, 36) aTrci-
pov KOTct uXriGoi; opp. KOTct jjeYeöo«;
3 A 6 (18, 16) TÖ KOTct tiiyeQoc, Zenon 15
B 1 (133,4) TÖ KOTÖ! ■nkfidoq B 3 (135, 4}
vgl. aneipa mt if\f]Qo(i khi öjuiKp6TT]Ta
Anaxag. B 1 (313, 32) dT6|uou^ änel-
POU^ KOI KOTCI M€Y€eo^ Kai KOTÖ TtXfj-
Qoc, Demokr. A 1 (352, 26) anders Lcuk. 20
A 15 (346, 18) bi^ujc, AeyeTai koi tö
iLifiKO^ Kai ö xpovo«; ancipov Aristot
gegen Zenon A 25 (131, 29).
TÖ äiT€ipj5v, (to) äireipa ab-
solut. TÖ oTieipov Prinzip Anaxi- 25
mandr. 1 (11, 38) 9 (13, 3) 10 (13, 29)
11 (14,3) 14 (14,26) 16 (15,12) 17 (15,
24) q)U0iv Tiva toO d. 10 (13, 43) in-
fmiiateni naiurae 13 (14, 24; ungenau
3 A 6 (18, 10 principia infinita Ana- sa
ximandr. 17 (15, 20, an. dOdvaTov Kai
«vdjXeOpov 15 (14, 42, — d&uvaTov 6v
■nCTrcpaöMtvuji xp^vuji dTrefpiuv ai|>aö6ai
Zenon A 22 (130, 41; vgl. ^li] kvbi\€-
aQai Tct cineipa öieXOciv r\ a^iaoöai 35
A 25 (131, 28j ei^ dtrcipov npöctai
A 24 (131, 16) |U6Y(5Xa ujotc direipa
clvai B 1 (133, 14) juereeo«; Ixci €Ka-
öTov Tüiv iroXXOüv koi dn€ipu)v B 2
(134, 7) 6ia Trjv en OTreipov tomi^v 40
(134, 8) vgl. Pythagor. B 28 ;276, 29)
Hn €l^ dnctpov Tonnv clva» Demokr.
A 13 (345, 38) 48 (361, 16) Tqv cn'
diretpov TO|ufiv dvaipei Antiph. B 13
(594, 19) — TÖ diravTa ctvai Kai X^tc- «
ö0ai Tii»i dTreipuji TrpoaaTrrci Meliss.
A 5 (138; 975^ 30) hoc qttod esset in-
finilum . . . et fuisse semper et fore
A 9 (142, 6) dirö toO äir€(pou tö %y
ouveXoT^öoTo ß 5 (144, 12) tö fxi] i^pv
^PX'^v, diretpov, tö dircipov ?v, dicfviiTov
zu B 7 (147, 38) vgl. B 4 (144, 10) —
tö iiepa^ Kai tö äncipov Prinzip.
Philol. A 9 (234, 46) Pythagor. B 5
(271,19) vgl. B8 (272,11) 22(274,29) 26
(275, 14) tö öv CK nepoTO^ koi dncfpou
Philol. B 3 (240, 9) vgl. d <piJoK . . dp-
luoxön ii dtre^ptüv koi Trcpaivövxiüv
B 1 f239, 32) b€Kac, ftcKTiKrj toO dnefpou
A 13 (236, 25) vgl. &v€v TouTa? ndvr'
dneipa coni. dörj^« dfpavfj B 11 (243,7)
Täq TU» ditcipu) K. dvonTu) Ka\ dXötuj
q)üaio<; tö t|»eO&o? B 11 (244, 2) tö
dir. = dpTiov Pythagor. B 5 (270, 14.
19) 28 (276, 20. 27) tö koköv toO dircf-
pou B 7 (272, 3) -X €v B 13 (272, 44
anders Piaton) vgl. B 14 (273, 6) apia
oöaictv noioöoi koi jaepi'Zouaiv B 29
(276, 36) — onoiov tö direipov Anaxag.
20 A 6 (139; 976^ 15) t^i d(pf\i auv€xi<i
tö OTT. €Tvai (Demokr.) Anaxag. A 45
(303, 3) aTHpi'Zieiv outö outo A 60 (304,
31) riMiv ditcpiXnnrov B 7 316, 19) —
KaTot dnoTO|urjv tK toO dir. Leuk. A 1
(343, 4) 24 (347, 47) vgl. A 33 (349, 10)
TÖv TÖnov TTpoaaYopcüci . . . t«I»i dn.
Demokr. A 37 (359, 11) vgl. A 47
(361, 9) — irpodTecrBai de, aTtetpov
{emQvfxhi) Pythagor. D 8 (288, 33).
Eigenschaft des Prinzips u.a.
dpxriv depo clwev (Kai tö] orreipov Ana-
ximen. A 1 (17, 37) vgl. 6 (18, 10. 23)
7 (18,31) 10 (19,20) [Anaximandr.]
B 3 (21, 31) Archel. A 7 (324,38) Diog.
A 7 (329, 26) coni. d{6iov A 6 (329, 12)
— (tö öv) 0UT6 drreipov ouTe iteire-
pa0M€vov Xenophan. A 31 [AO, 36 ff.)
omnc qttod esset infinitum deum esse
Toluit A 34 (41,44) — n6vov tö Iv d.
Zenon A 30 (132, 39) Meliss. A 13
(142, 27) ei iroXXd cöti, tö auTä Treitc-
paOjLieva kci dncipa Zenon B 3 (134,
13) €i TToXXd €OTtv, diTCipa Tct ovra
(135, 1) dncipov tö 6v Meliss. A 6
(S. 136; 974» 9. S. 137; 974»» 8 ff. vgl.
S. 138 ff.; 97ö--'26ff.) B 2 (143, 11) (tö
75
airetpoc;
76
ulTceo.;) B 3 (144, 6) 7 (145, 8) el öuo
€111, oÜK äv ftuvaiTO aneipa €tvai B 6
(144,24) vgl. die Paraphrase ebend. —
€l äireip6v ecrri (tö öv), oO&aiitoO eaxiv
Gorg. B 3 (Ö52, 36 ff.) — air. tö v:\f\Qo<; 5
Türv ovTiuv : naXaioi (Toquoxaf 2ö A 6
(221, 28) = 76 B 1 (652, &, dvatKO tu
k6vTa €T|uev f\ itepafvovra f\ aneipa f\
itepa(vovT(4 t€ koi auetpa . . . Philol.
B 2 (239, 86flF.) ovbk tö jvwaovuevov iQ
eoaeiTCi itdvTtjuv äTreipuuv 6vTijuv B 3
(240, 13) axiZiuv tou«; Xöyou? . . . rivv
TrpoYliiaTUDV Ttliv t6 dir. Kai tü>v irepat-
v6vTU)v B 11 (243, 16) — tö irXfjGo^
(tüjv ttpdGtuuv öw^axiDv) iwpiaiLtevov koi 15
OÜK ärreipov (?) Ekplian.t. 1 (265, 32) —
ojJoO Trdvra xpriytara ?\v, omeipa Kai
ttXi^Qoi; Kai crjaiKpÖTiixa Anaxag. B 1
(313, 33 ff.) 6)ioio|i€pf1, dpxaf, öToixeia
20 A 5 (137; 975"^ 18) 21 A 6 (154, 20
31) 21 A 46 (161, 6) 46 A 41 (300, 44.
301, 12) . A 42 (301, 25) 43 (302, 19)
45 (303, 1. 6) 52 (304, 35) 60 (305, 24)
atrcpudxuiv dncipov irXfi&o^ B 4 (315,
21) voö? aireipov B 12 (318, 6) vgl. 25
A 48 (304, 18, 21) — dpxai, aTo^a,
OxAiJ^ara Leuk. A 8 (345, 3) 9 (346,
13.18) 10 (345,23) 14(346,9) 15 (346,
18. 25) 17 (346,3.5) 21 (347,13) 28 (348,
20) Demokr. A 1 (352, 26) 37 (359, 9. 30
10) 38 (359,40.41) 57 (362,30) Metrod.
V. Ch. A 6 (461, 25) tö kevöv Leuk.
A 14 (346,12) 15 (346, 19) 16 (346,31.
33) 21 (347,13) Demokr. A 38 (359, 10)
66 (362, 25) vgl. A 47 (361, 9) — €E 35
direCpou alOövo? Anaximandr. A 10
(13, 32) TÖv dtreipov aliuva [PhiloL]
B 21 (247, IG) €£ dnefpou xpovou De-
mokr. A 39 (359, 46) Xdo? dit€tpov
Orph. B 13 (477, 16) — (Geö?) ... 40
aueipo^ Ka\ döeriTO? Gorg. B 10 (593, 1)
vgl. Sp. 74, 40.
Kosmos, direipov TÖ trdv Meliss.
A 1 (135, 24) 6 (139; 975b 36) 10
(142, 11 ff.) 11 (142,20) TÖ ^kv TTÖV 45
ctTTCipov, TÖV öe KÖö|uov TTCrtcpctveai
Meliss. (Diog.) A 9 (142, 9) = 61 A 10
(330, 1) TÖ növ ArcheL A 1 (323, 25)
Tct iidvTa Lenk. A 1 (342, 34) tö irdv
(343, 1) Demokr. A 39 (359,43) Metrod.
V. CL. A 4 (461, 12) infinita* loeorum
Demokr. A 61 (362, 3) ev direipiui tö
udv Leuk. A 33 (349, 10) — tö Hw
toO oupavoO diTCipov Pythagor. B 28
(276, 20) eweiöi^vai tiIii oüpavuji ^k
ToO diteipou iTve»JnaT0<; (tö K€v6v)
B 30 (276, 38 vgl. Z. 43) — Beweis
des aireipov im Kosmos Archj't. A 24
257, 14) — dTteipoc; ö Koöjioc; Meliss.
A 9 (142, 8) vgl. aber (142, 10) = 51 A 10
(330,1) äueipoc koojuoi; Demokr. A166
(383, 36) — K<5<7(i0i dneipoi Anaxi-
mandr. 14 ;14,28) 17 (15,20.28) oupa-
vof (15, 27) äzeipoMt; KoOjioiK; €v TiJöi
dTre(pu)i KCTa itööav TrepiafUJYriv flwe-
aQai KOI qpGefpeoBai Anaximandr. Ana-
ximen. Archel. (= 47 A 13 S. 326, 8)
Xenophan. (vgl. 11 A 1 S.34, 15) Diog.
(= 51 A 10 S. 329, 46 vgl. koctuou^
dtrefpou^ koi kcvöv direipov AIS. 328,
25. A6 S. 329,22) Leuk. (vgl. 54A21
S. 347, 12) Demokr. (vgl. 66A1 S.352,
24. A 40 S. 360, 10. A 43 S. 360, 33.
A 82 S.366, 22) Metrod. v.Ch. (= 56 A 7
S. 451, 29 vgl. A 6 S. 451, 24) 2, 17
(15, 30ir.) — oXo^ 6 K<5o|uo(; koi to ev
auTUfi TrdvTo (eS dTreipoiv t€ koi trepai-
vövTuiv) Philol. B 1 (239, 32) vgl. B 6
(241, 7) A 9 (235, 2) — diip t€ Ka\
aiGj^p . ., djLiqpÖTcpa aitcipa ^6vTa Ana-
xag. B 1 (314, 1) t6 ye irepiexov cttrei-
pöv €öTi TÖ irXnGoc; B 2 (314, 6) —
TÖV Tj^iov el? direipov irpoievai Xeno-
phan. A 41a [43^ 7) — YO^I? ireTpa? kc;
aneipov iKveiTai B 28, 2 (51, 3) vgl.
A32 (41,19) 47 (43, 25 ff.) ärr. tö ßd6o<;
Tf^? T*^? x«* Toö depo? 20 A 5 (140;
976» 32). Vgl dnefpujv.
Mensch. TJÖovf^? Kai xpoir^? «nei-
poi (exepoiiwöie?) Diog. B 6 (336, 5) —
dir. Toö? %viio\j<; Menest. 7 (220, 9) Ka\
TÖ xpujuaxa Ka\ tou? x'J^o'JC Demokr.
A135 (378,23). Vgl. direipuiv, Hi-
pavTo?.
II. unerfahren, direipoiaiv ioi-
Kaaiv Herakl. B 1 v61, 88) KaKÖniTO^
77 <iiroö^X€<JÖtti 78
dncipoi Emped. B 112, 3 (205, 10) ouk Philol. A 16 (237, 17) iv rOJi ^<tx<5twi
oTtcipoi oüxe ^)i<puTO\j äpeo(; ktX. Gorg. oTov tOüi dirXavct oOpavtXit Arohyt.
B 6 (557,27). A 24 (257, 15) — "ArXa^ = otTtXovfn
äTT€{pu)v. ndiirrav dir. 7.(pa'ipo<; Emped. «q)alpa (?) Krit, B 18, 6 (619, 2). VgL
B 28, 1 (184, 8) v\(; ßdQn mcht diref- 6 dön^p.
pova B 39,1 (187,4) gegen Xenophan. dnXcTO?. ncpo«; öyo? Emped. B17,18
oben Sp. l&i 36 ff. (178, 15) dnX^rou auTf|<; B 135, 2 (218,
üiTtepavTo^ = uuetpo«; Anaximandr. 14 18).
(14, 29;. onrXnOTfa Hipparch. 55 C 7 (450,12.13).
d:TepT«2€öea». fvüxna Kai -rtoTOYopa lö d7tXoO(;. (xöv voOv) jiövov -nliv OVTUJV
. . . duepYoZcTai Philol. B 11 (243, 14) owrXoOv coni. &\xiff\> KaOapov Anaxag,
(peovog öTdöioc; dpxnv dnepTdZcTOi A 55 (305,2) ttjv 4pianvefov ditXfiv Kai
Demokr. B 245 (428, 20), acMVfiv (Trapexexjeoi) Diog.B 1 {334,4)
dnepxeaeai. dTrfiXe€<; [Demokr.] B 115 xct dtiXa (Demokr.) A 135 (877, 12) 6.
(406, 1 7). 15 -npyimaTa opp. \i\kx6. (377, 25. 378, 1. 27)
dnexeiv toü^ K6(T|Ltou<; tö i'öov dXXr^Xvuv opp. auvöera (379, 11 vgl. 18).
Anaximandr. 17 (15,33) tö hipow auvouc; Emped. A 1 (151, 21ff.).
äitb Toö ^repou Zenon B 1 (133, 7) - dnö. an dvGpuuTTiov iKxot; nttxou eoTiv
q)X€ß€<; &<; drroöxiJüaiv öxav xi uuö xö Parm. B 1, 27 (115, 9) nachgesrtellt
6epua XuTiiii Diog. B 6 ;338, 20) bctcpvn«; 2o B 1, 10 (114, 16) 1, 17 (114, 23) V.m-
(puXXiuv UTTO . . exeoBai Emped. B 140 ped. B 140 (214, 18) 141 (214, 31) U3
(214, 18; Kuaiaoiv diro xeipa<; exea6ai (215, 14) liejaciTiacva xfjt |li€V dn {vjT
B 141 (214, .Sl) direxeaeai xuiv Kud|uiuv Hdss.) dvftpOüv ... B 61, 3 (191 12)
Py thagor. C 3 (279, 32) vgl. Kallimacb. wechselnd mit dira{ B 29, 1 (184, 11 ; «
4, 9 (25, 2; (inapxTmdxunr Demokr. B 41 2& 134, 2 (212, 22) — dirö yixp av oXoiTO
(399, 9). MelisB. B 7 (146, 3) — dnö MÖvn? veui-
dnievai. Trpoaeioi Koi aTrei0i Herakl. xcpfZci xt^q doiti'öoq Krit. B 37 (624,36).
B 91 (75, 12) XI dirfiv . . . xi' Txpoaf\v: duoßaCvciv. duoßj^acmi "xh f>r\^axa
Gorg. B 6 (557, 9) dmevai x6 uöp hia (Thrasym.) A 4 (574, 12. 13).
xAv iröptuv B5 (556,15). Sö anoßiiXXeiv. t^v äanlha dnlßoXev v.
diTiöxeiv Emped. B 5,1 (175,4) Antipb. Archilochos Krit. B 44 (626, 28).
B 54 (600, 13). diroT^v€0eai opp. npoöTiv€aöa» Zenon
dniöxi'a. xujv 9€{iuv xd iroXXd dmöxiTii B2 (133, 22£f.) diTOT»vofi€Vou xcu öv
ftiacpuTfävei }ii] f >vuJöKeo8ai Herakl. dX^eoi (x6 k6v] f\ TTpooTivoMeVoU Meliss.
B 86 (74, 16j ämariaq eweKC Krit. 35 B 7 (146, 1) vgl. A 6 (141; 997*3) dnc-
B 37 (624, 31), fev€xo = dTr^eove Antiph. B 86 (604,
dTnaxo<; def. Herakl. A 16 (60,24) 28).
duföxo-o; ßeßaiujxd? A 23 (61, 26). ä'n6fovo<;. ck tuiv.(xoO depo?) diTO-
dirXavric;. TTepi xüjv dirXavOüv Tit. Ana- xdvtuv Anaximen. A 7 (16, 33;
ximandr. 2 (12,19) xOuv d. daxepaiv 40 dirobeiKViivai. inoöc^Euj Thrasym.
kukXoi Stellung 11 (14, 14) 18 (15, 42) B 1 (577, 18).
Demokr. A 40 (360, 17) 86 (366,32 andbeiixq. 6id tsIjv Kavdvuuv dvxet-
Ltcht Metrod. v. Ch. A 9 (451, 34 pipce (xf^i amobelici) Demokr. B 10»»
Diotim. 1 (466, 1) — xOüv d, xd nev (389, 8) Mcxd änobeiinuc, (mathem.)
OKaTOvÖMaoTO xai duepfXiiirra Parm. 45 (Demokr.] B 299 (439, 15) dirofteiEia?
A 40 (111, 28) xoO<; d. auvbebiaQai d XotiffriKd cnixeXei Arohyt B 4
xtüi KpuöxdXXuji Emped. A 54 (162,12) (263, 8).
<Tfiv xu(v d. ocpaipav) Stellung im All diro5ex€ö8ai Demokr. B74 (402,10).
79
«■ttoftruuelv
80
ÄiföbnM^*'^- M1^' dtro&rmoövTa em-
(TTpecpeöGai Pythagor. C 6 (281, 30).
('t7Toöi&6vai. ■napaQ/[Kaq Demokr. B
26Ö (432, 15. 16) — ouk oiTto6i6oü<Jiv
ujoiTcp (dTro6i&oi€v) [leisten?) Herakl. (?) 5
B 128 (80, 12) ÖMoißctq ciTroöoövoi De-
mokr. B 92 (404, 4) larj koköv ayr
dtaÖoO . . . anobdii B 93 (404, C).
dnoöiK<St€tv. äTrobiKciffai = diroi|iri-
q){(jaa9at Krit. B 7J (629, 10). lo
ditoboKtudZciv. q)(\ouq . . . MH toxu
cmoboKitxaZe Solon 73» 3 (521, 10;.
dno&uupelv. ätroötJüpeiöGai Krit. B 6
(616, 12).
diroÖvi^i(TK€iv (iroXuvxpövov) Demokr. 1 5
B 160 (414, 12) äTroGvnKJK« Km »i
vorioi^ eTTiXefTTei Diog. B 4 (33ö, 17)
dTToGaveiv opp. xeGvoKevai Epich. Gn.
11 (93, 7) q)€i66|uevov KpeixTov dnoSa-
velv fj ZOavxa kvbelaQai Periand. 73» 3 20
(623, 19) Zu)v €TraivoO, diroöavwv \xaKa-
pilov (523, 20) diToeavovTo dvaßtoOv
Demokr. B 1 (384, 34) diro6avövTU)v
Protag. B 9 (540, 2) Gorg. B 6 (557,
32) dv9pa)ff0u<; |Liev€i diroGavövTat; 25
aaaa ouk eX-trovTai Herakl. B 27 (66,
11) q)do(; äTTTexat . . . dTroGavtüv, t(uv
bk (vgl. aber Nachtrag) airrexai xcOvcu;-
xoq B 26 (66,8.9) xöv cKeiviuv ß»ov
xeGveüJxe? B 62 (71, 2) rauxb Zu)v xai 30
xcGvTiKoq B 88 (74, 19) xeGv^KÖ^ opp.
ZOuov Meliss. B 8 (147, 11 vgl. 148, 3).
Vgl. GviiiOKeiv, 6vnTÖ<;, ßpoxö^.
diTOiKCa (AioXiKii) Vit. Herakl. A 2
(56, 48) dttoiK(a^ 6n^iei v. Hippias A 2 35
(579, 16).
d-lT0lKla^6<;. xöy el<; 'EXcav Gedicht
d. Xenophan. A 1 (34, 26).
OTTO 10^. dxoiuoi Demokr. A 67 (362,
31. 37) vgl. A 59 :363. 3) xd oxoixcla 40
A 25 (372, 13).
dnoKaGioxdvai. diroKoG i'axotvTi [Phi-
lol.] B 21 (248, 12).
duÖKXiipoQ. dxeujv dTr6KXr|poi Emped.
B 147, 2 (216, 2). 45
dir 0 KÖirxe i v. dTroKeKonxai treXcKet Ana-
xag. B 8 (317, 7).
diroKpfveiv. absondern.. (laouffiKTjv) urj
dnoKpivai xava^Kalov Demokr. B 144
(410, 20) — passiv. dTroKpivGtwöi Em-
ped. B 9, 4 (176, 1) — dTTOKpivoiLieviuv
xujv €vavx{iuv Anaximandr. 9 (13, 12)
xoü^ oOpavoix; dTroKeKpfoGai (€k xoö
ÖTrefpou) 10 (13, 30) xö ^k xoö di6(ou
Y<5vl^ov . . . dttoKpiGnvai (13,35) acrxpa
dtioKpiGevxa xoO Koxd xöv K6a|uov
irupöq 11 (14, 8) xbv TJXiov koi xtiv
aeXiivriv eK xoO yaXaSiou kukXov dno-
KpiGfjvai Parm. A 43 (111, 36) — v.
di^p. ttOp bei Kosmosbildung Emped.
A 30 (158, 29) vgl. feiaKpi'veiv. eöxc
b' dTTOKpivGüJöi (Elemente) Emped. B
9, 4 (176, 1) — 'ivjc, av xotq |uev uiro
xoö eEuuGev q)urro^ dnoKpiGfij xö vbwp,
roxc, b' UTTÖ xoö depo^ xö TrOp (im
Auge) Emped. A 86 (168, 26) — dnp
x€ xai aiGtjp dTioKpivovxai Anaxag.
B 2 (314, 5 vgl. 319^,4) (dTrÖKpiöiq) ouk
dv TTop' rjiuiv |u6vov dnoxpiGeirj B 4
(315, 15} irptv diTOKpiGrivai Taüra (315,
17) xOfjv diroKpivojuevu>v iöa irXfiGoc;
^v xot<; lueßooi xe koi eXaaaoai B 6
(316,16) xOöv dTroKpivo|ueva)v |u»] eiöevai
xö TiXnGo? B 7 (316, 20; ouxu) irepi-
XU)pot5vxuJv x€ KOI dTroKpivo)Lievujv B 9
(317,13 vgl. 319, 5) coni. xd öiuKpivojicvo
(opp.öuinmaTofieva) B 12 (318, 20} ouöev
diTOKpivexai oüöe öiaKpivcxai . . . irXrjv
voO (319, 0) d-rrö xoO Kivouinevou irav-
xö(; dTrexpCvaxo, koi oöov ^Kivr^acv 6
voö<;, növ xoöxo 6t€Kpi9ii B 13 (319,
21) voOc; €v xoi? TTpoaKpiGeTat koi 6v
xoT^ dTroKeKpi|Li£voic B 14 (320, 8) diro-
Kpivexai dirö xoO dpaioö xö ttukvöv . . .
B 12 (319, 5) dirö xoüxuiv diroKpivo-
Hevuiv öuiuirnYvuxai ff\, €k ]Liev xüJv
v€q)6Xa)v vbwp dtroKpivexai ... B 16
(320, 20) vgl. auch xüüv i^iuxpiuv koi
xuiv ßapeujv ditoKpivo^evujv xoö Tiav-
r6c, A 12 (296, 39) — dpx^v rf\<; Kivr\-
aew? xö dTroKp{v€a9ai dn dXX^Xujv
xö Gepjuöv Hat xö t^iuxpöv Archel. A 4
(323, 6) — trpoöKpivoiLievuuv koi dno-
Kpivo)ieviuv xdiv irpoixwv öxoixef'JUv
Demokr. A 58 (362,47) fclvov dirö xoö
navxöc; dtroKpiGnvai B 167 (416, 7) —
I^^B' IT 11
äTt6pr]ixa 82
V. T<^vo^ Parm. A 64 (113, 7) — drto- == 5toKp(veo6ai (tivcaOai = <Tu|Li(iiOY€-
KCKpiM^vn (tviöök) Demokr. B 11 (389, oGai) B 17 (320, 2Cff.) — '»i><; irpiv
10). Vgl. öirÖKpKJK, öiCKpiveiv. luqpcXX' dnoXtöOai' Demokr. B 23 (394,
med. anttvorlcn ÖTroKpfvaoGai Karä 22) dirb lap av oXoito Meliss. B 7
ßpoxu Protag. A 7 (529, 13) d(p6ßuj^ 5 (146, Jt; dnoXöfievov (äpti5piov) Antiph.
T£ Km iLtetoXoTTpeToD^ äitoKpiyeaQai B 54 (600, 21) diroXujXevai (600, 28).
Gorg. A 19 549,13) vgl. Ala (546,6) 'AttöXXimv == tiXio<; (Farm. Emped.)
20 (649, 25). 18 A 20 (108, 29) == 21 A 23 (157, 13)
dTT^Kpiffi?. Y^C ÖTTOKpKTK diip Parm. vgl. B 134 (212, 16). Vgl. Reg. IL
A 37 (111, 12) unvov öa>|uaTo^fiv€aeai 10 dnoXiJciv opp. KaTai|))iq)ir€iv Demokr.
dTroKp{<J€i ToO XeTrrojiepoö(; Leuk. A 34 B 262 (432,3} dtroXiJiii ebend. direXuO»!
(349,14) TTcpi Trii; dnoKpfaiO!;, üti ouk Antiph. B 111 (606, 17).
dv Tiap' rintv juövov diroKpiBefri Anaxag. dnoXoY^ct. tv dTroXoTict? r\Qet Krit. A 1
B 4 (316, 16) evrepa Xnv|;ioq koi diro- (608,9) — 'AnoXoTia vnkp TTaXa|unöouc.
Kpicj€iu<; aiTia (Demokr.) C 6 (448, 38) 15 Tit. Gorg. B (668, 25).
— Teil des Xöyo^ (opp. epiöxriöK) dTroXoq)up€ö8a». dirwXoqpijpeTO rnv
Protag. A 1 (626, 16) = dnoXoY(a An- ffu^cpopdv Antiph. B 64 (600, 19).
tiph, B 116 (606, 24). ä'aotiitxr]ai<; Tn<; Hippökr, 12 C 1
«TroKpuiTTciv. dTTOKpiJirTOUöi TTeXeid- (83, 13).
66<; Hesiod B3 (499, 24) tö duoKpu- 20 dTTOvfZeiv. iniXtJüi diTOviZoiTo Herakl.
TTTOjLievov Kcpi auTr|V (aeXrjvrjv) Antiph. B 6 (62, 15).
B 27 (595, 34). dirotrdXXeiv. (dTÖ|uou<;) diroirdiXXeaBai
d7r6Kpu<po<;. ßißXia 71 A 2 ;ö05, 27). Lenk. A 14 (346,14) Demokr. A 49
ii:6Kpvi\ti<; ixr]viala {T?\c,ceKr\vr]<^] kotö (361,30).
aßeöiv Xenophan. A 43 (43,14) anders 25 dTronfvciv. äTT0Trir]i Krit. B 33 (623,21).
erkl. Thal. Anaxag. 46 A 77 (308,17). duoirviTeiv Vit. Herakl. A 1 (56,6^
diTOKU)Xu€iv. dTTCKiuXue Anaxag. B4 cmoitvifi\aai Demokr. B 172 (416, 21).
1,315,18). diroTreTcaÖai. dnlTiTav Emped. B 2, 4
dnoXeiiTCiv. dTroXeiirofiev opp. qpcpo- (173,21).
|H6v Herakl. B 56 ;70, 5) dirIXeme tto- 3ii diioTrXdSctv. ÖTTOirXaxOevTa (sie; Em-
öüjv Eroped. B 101, 2 (202, 6) kXco^ ped. B 22, 3 (181, 16).
dTroXiTruuv Krit. B 44 (626, 30) — diro- diroirXavo^ Kratin. v. Pythagor. E 2
Xemet opp. Tiv€Tai Diog. B 7 (339, 18). (292, 46).
diroXenpiq opp. YcveaK; Eraped. B 17, 3 äito-nXriiiY] (Euvouödi) Demokr. iB 32
(177, 29). 35 (398, J).
diroXT]Y€iv. oüxe . . . Ti yiverai out diroirXiiTTeiv. dTroTtXr|TT6|U€vov ituK-
OTroXriTei Emped. B 17, 30 (179, 7) voOv töv depo (töv ^Xiov) Demokr.
diToXiiEei Xenophan. B 6, 3 (47, 13). A 136 (374, 15).
diToXXOvai (tou<; dvGpunrou^) Alkm. dtronTueiv. 'it6vto<; e<; x^ovog oO&a^
B 2 (103, 29) t6 Trapeov diröXXuöi 4o dneTrruoe... Emped. B 116, 10 ;207,16,).
Demokr. B 224 (425, 12) anwXeoe ditopelv. trcpi Trdvxwv Xenophan. A 36
(direXuoe Hdss.) dist. KaxitpQiip^ B 169 (42, 1) xoö dnopoujjeviu coni. oyvoou-
(414, 2) rerlor B 272 (433, IJ) pass. fievui Philol. B 11 (243, 0) — dno-
diTÖXXuvrat Demokr. B 228 (426, 2) plouöi oiK€{n<; xapd? Demokr. B 293
OUT dv diToXoiTO ouT€ utiZov Y'voiTo <& (438, 2) diropoOvTa jifi TaireivoOööai
... (t6 öv) Meliss B 7 (145, 4) opp. opp. cuuopoövTa Kleobul. 73*3(521,3).
T(v€öeoi (146, 7. 11. 13) B8(148, 17) dnöpriMC. 'ATTopnnoTa Tit. Demokr.
= dXXoioOaeai Anaxag. A 62 (304, 41) A 33 (367, 29] = B ll^i (389, 25).
83 ÄTTopi'a 84
dTrop(a. roliq dvaMitivrii{jKO|u^voi^ xfiv (66, 9) *f€V€<J»<; ä^nca^eazai Pam, B
diropfav eTvai irfp\ TÖ arf^eoi; Diog. 8, 21 (119, 18).
A 19 {332, 5) äuopir] Euv^ Tf^(; CKdoTou diroaefciv. dTrcöcföaxo . . . Xeovra Epi-
XaXenujTlpri Demokr. B 287 (437, 7) men. B 2 (494, 28).
opp. KOKia [Detnokr.] B 302 (445,36) 5 dtTOOKVKpoOv. äTteaK'A<fUjae'x<^iri(it6a-
ölct ucvfav Ka\ dnop(av (v. Archiloch.) cov (öeXrivri) Emped. B42,2 (187,28).
Krit. B 44 (626, 23). d7r60KOTro(; coni. döaiiiiun' (|li09o(;) Bm-
airopo?. anopov syn. dveKep6(5vr|TOv He- ped. B 62, 3 (191, 19).
rakL B 18 (65, 11) m. Inf. opp. euTTopov dTtoöTrSv (dvOpiunoi;) dTToauäTai bei
Archyt. B 3 (262, 9) Demokr. B 106 lo lvvoua^^ Demokr. B 32 (398, 2). Vgl.
(405, 12) iv duöpuji kaxiv m. Inf. B 8 &n6atiaa^a.
(388, 12). ä'n6onaaixa \vvxf\z (tö airipixa) Leuk«
diToppafeiv. eu|nbv dtroppaioavTa? Em- Zenon 54 A 35 (349,17).
ped. B 128,10 (211,4) diroppaioavTe dTroöräöiq. ojnofa irdvTüJv (^rl?) Ana-
B 137, 6 (214, 3). 15 ximandr. 11 (14,6) i\\{ov, döxpujv
dtroppciv, diröppoia (dTToppoTi';. irdv- Anaxiinen. A7 (19,1) ÖOKeiv kukXcT-
Tiuv dTToppoai, oa(f kfe.vovco Emped. öGai (»iXiov) öict xfjv dTröötaaiv Xeno-
B 89 (197, 20) danach airavToq dei phan. A 41* (43, 8) 6id t6 höko? tö^
fiveaQai rtva diropponv Demokr. A d(p' diaurv dmoaj&awq, (»nöqpuuv) Archyt.
135 (373, 30) und Govg. B 4 (565, 31) 20 B 1 (259, 3) — dTroaTaöcujv te Km
aber iiiovou 6oK€t ti5jv öTOixefujv toO upoößoXd)v (f^pHe)v.Gorg. AI (544,10).
uupo*; dtroppeiv Theophr. v. Emped. äixoa'zefaZe.iv. cmoa-:e'{&0r\i i . ^6ov
A 86 (170, 25 vgl. Z. 30) dtroppeov t6 Emped. B 100,14 (201, 3) äntOTefaaev
<pa»i; öu)|üa ek toO q)UJT(Z;ovTO^ A 57 öl aiifac, (oeXrivr]) B 42, 1 (187, 27).
(162, 32) Erklärung v. c«};i(; und xpu»- 25 dTroöxeprjOK; Antipk B 107 (606,11).
jLurra Emped. A 86 (168,16) 88 (171, duööTTma (tujv dörpiuv) Anaximandr.
30) 90 (172, 6) 91 (172, 22 = Gorg. 19 (15, 47).
B4 S. 556,1) B84 (196,3.23) Leuk. duoöxpeqpeiv. <pu)Taq dne(TTp€i|<ev Oep-
A 29 (348, 38 fif.) Demokr. A 136 (373, a€tp6vTi(; dSutiuv [Emped.] B 156, 4
29. 377, 37. 378, 43. 379, 3) be(K€Xov kot 30 (218, 7) änearp^x^e töv voOv t&v eeXri-
€tfto<; öfioia Toic; TrpdT;^ffiv duoppoii ndtuiv Antiph. B 58 (601, 15) — irapü-
B 123 (408,6) Erklärung V. öcjjmi Em- 0x0x0? direOTpamu^voue; Demokr. A 142
ped. A 86 (168, 34. 170, 27) B 101 (379, 41).
(201, 20. 202, 2. 5) 55 A 135 (375, 7) diroöxpoqjTi Gorg. A 2 (545, 18).
Demokr. A 135 (379,14) v. dqpn, TcOm? 35 dTroxoKXo? riiuepa Krit. B 6,27 (616,5).
Emped. A 86 (168, 34. 170, 24) qp9((yi? dnoxeXeTv. dTroxeXoOvxe(; {i)w\ir\v?)
bih xfjv dir., dJiTTcp xPflfoi Koivordtuii Gorg. B 6 (557, 19).
«jriiaedui (170, 26) Magnet und Eisen ditoxeXeffina. oitovi xd aixio direipa
A 89 (171, 35) Demokr. A 165 (383, «el koi xduoxeXeaMOXo Metrod. v. Cli.
18. 33). 40 A 6 (451, 27).
ditöppriTO?. ev rot? ditoppiixon; hia- diroxeMveiv. xoO irpoöG' eövxoq duo-
q)uXdxx6ö6ai Pythagor. 7 (23, 3) \6fwv xa|neTv Epich. B 2 (90, 1) diroxniiSei
diroppi^xurv «cpopav |uii iroioO Pe- (6 voO?) xö cov xoö eövxo? Parm. B
riand. 73» 3 (523, 22). 2, 2 (116, 8).
diroppon 8. diTOppelv. 45 dTroxiÖ^voi. dircöexo onoi br[ (xö dp-
diro(J߀vvi5vai. nOp dTrx6fi€vov nexpa p^piov) Antiph. B 54 (600,14).
Ko\ d^IO0߀w^5^€vov juexpa Herakl. diroxonrj (ff^«;) Xenopban. A 41» (43, 5)
B 30 \66, 22) diroößeoecii; öv«? B 26 dir. duö xoO dnefpou Leuk. A 1 (343,4)
r
■ 24(34'
dptaX^o^
86
24 (347, 46) — dw. «■ pars quae dimi-
dio Sit maior Phüol. A 26 (238, 82).
a n 0 T 0 <;. (9<iXa<T(Ja) opp. 'Ir6T^^0(; Herakl,
B 61 (70, 21).
ärroTpcTreiv. fxovfiiv anoxpix^aji. -{hixi- 5
(jTic; Emped. B 4, 1 (174, 10).
änoTUTroOv Demokr. A 135 (373, 36
vgl. 37). Vgl. TUTIOOV, eVTUTTOOv.
uiT0TUTXOV€tv. dnoTUXtiv opp. ^m-
»Tuxuiv Demokr. (?) B 272 (433, 17) lo
•wohl echt vgl. diTOTUX»'il
toTuxtn- *€v CKctöTrii* d. Demokr. B
'243 (428, 8) dTTOTUxiriv opp- ^nixux^n"^
B 27Ö (434, 8).
cm 6 q) a ö K. Teil d. \6-xoc, Alkid. 74 A 1 15
(526, 19) &t' diT0(p(i(T6U)v nepaiveiv t6
udv V. Antiph, A 2 (Ö88, 15) — 'Ano-
(pdoei? Tit. Pytbagor. D 1 ff. (282, 1
Vgl. Anra.).
dtroopaTiKU)^ rd uoXXd Xefciv v. Krit. 20
IA 19 (612, 17).
roqpepeiv. d jifi SeXei äm\vpcr[xa\
Antiph. B 68 (601, 13).
ro cp G (v e i V. dnoqpOtvei opp. q)Ü€i Mus.
B 5 (485, 5). to
äTroq)pdTT6iv. dxfocppdEa^ (H^poc; xa-
XdMOu) Arcbyt. B 1 (260, 14).
dnoxdpaEi?. dnoxapdEci^ (d. kOuvoi;)^
Demokr. B 155 (412, 24).
diTOXPT\vat. duexpn Thi-a^fm. B 1 (576, 3ft
1»).
äirpateiv. dTrp(rfoövTa \ir\ övciftiZe Pit-
takos 73« 3 (522, 13).
äiTTCiv. nupöt; oeXa<; m^ac, Emped. B
84,3 (196,31) — <pdo<; äuT€Tai He- 3.5
rakl. B 26 [^, 7) irOp dirrönevov inerpa
(opp. dTro<j߀vvtj|a€vov) B 30 (66,22) —
dirreöeai koto öToixeiov Petron (28, 29)
airrcToi TcöveCuTo^ (= €0tK€ TcOvetiün),
€Ö6ovTo? Herakl. B 26(66, 9. 10) nniaxo 40
dist. iireöu^ncrc (xwv oicxP'JJv, KQKdrv)
ABtiph. B 69 (601, 28) dX€KTpu6vo<;
(lx9uujv) \a\ äirT£ö0ai Pythagor. C 3
(279, 39. 41) — Trdvra tö aloOriTd «Trrd
iroioOdiv V. Demokr. A 119 (371, 37). 45
diTTcpi^i;. dTTTCpeujt; Parm. B 1, 17 (114,
23).
diTUöTO? oXcepo? Parm. B 8, 21 (119,
18) *dnuöTov coni. dvi^uaTov m. Inf.
Emped. B 12, 2 (176, 28).
dnuJÖcTv. dnujcfc ttiötk; Parm. B 8, 28
(120, 7) TÖv T^Xiov diiiueoOvTa d<p'
€auToö . . . iruKvoOv tov depo Demokr.
A135 (374,15).
dpa. oiiSev dp' elöi'v Emped. B 16, 4
(177, 8) OUT *dp T€ B 17, 30 (179. 7)
142,1 (215,7) Tööov dpa B 108,1(203,
11) bf^Xov rSpa im Nachsatz Philol.
B 2 (240, 4) fe apa Demokr. B 191
(421.9) dx; dpo Antiph. B 54 (600,11)
oi»K dToeö«; dpa Krit. B 44 .626, 29).
dpoi6(; (opp. TTUKvo?). TÖ dpaibv naS.
XaXapöv eepfiöv Anaximen. B 1 (21, 6)
orecpovac . . ^k toO d., ^k toO mixvoO
Parm. A 37 (111, 6) riXiov dnö toO
dpaiorepou ilhymoto^ (dtroKpiOf^vai) o
bf] GepMÖv A 43 (111, 36) — iruKvöv
Kai dp. ouK dv ei'ri (xö öv) Meliss. B 7
(146. 10) TÖ dpaiov y^ Keveiuxepov
Tivexai toö m>Kvoö (146, 12) — dno-
Kpiv€Tai dirö toO dpaioO t6 nuicvöv
Anaxag. B 12 (319, 6) t6 dpaxov Ka\
TÖ 6€p|növ . . . ^Hex'J^piiöev cl^ xö Trp60iu
TOÖ aieepo? B 15 (320, 12) — toO
itavTÖ^ dpaioO t'vöjuevöu Diog. A 6
(329,^23) — iBv |iev ^avd koi dpaid
KctTci TU axoixeia • . ■ Emped, A 86
(168, 47) dpaiÖTora B 104 1202, 13).
d p a 1 0 0 V. dpatoöoöai (opp. iruKvoöcrOai)
V. dnp Anaximen. A 5 (18, 13) 7 (18,
36.43) 8 (19,13) Diog. AI (328,26)
Metrod. v. Ch. A 4 (461, 16).
dpofuiMci Demokr. A 93 (367,36).
d p a { uj a 1 5 opp. tn^KviuOK; Anaximen. A 6
(18, 24) 7 (18, 36) Herald AI (55, 18).
dpap(<JK6iv. (dSovaO dpripöxe Parm.
B 1, 20 (115, 2) Ibeniaiv dpnpÖTa Em-
ped. B 35, 17 (186, 10) KÖUniöiv dpt]-
pÖTO (öoxea) B 96, 4 (199, 20).
dpdxvT). aranea Bild d. Seele Herakl.
B 67* (72, 3) dpdxvTi<; ev uepavxiKf^i
Ka\ dKcaxiKfji (^laOnrai) Demokr. B 164
(412, 6).
dpdxviov irep(TTUJ)ua Demokr. A 160
(380, 30).
dptaXeoc;. dpfciXeri tctuktoi (dXi^Öeia)
87 apTearti? 88
Bmped. B 114,2 (306,8) dpfoXcai; ßio- k€Tov, KaKiac, dXXöxpiov Kleobul. 73» 3
Toto . . K€X€u9ou^ B 115, 8 (207, 14). (620,13) — Erwerbung Anonym. lambl.
dpT€öTrj<:. Zecpupou eirieeTov Akuail. 82,1 (630,1} 2(630.24.31) 3 (631,13)
B 30 (516, 17). 4 (631, 29) opp. m\{a 3 (631, 22) opp.
dpTnq- Z€U(; Emped. B 6, 2 (176,9) 5 dXX^Tpioi koömo^ 4 (632,13) nicht
dtpT^Ti . . a\)'jx\\ B 21, 4 (180, 18). Kpdro^ em xf\i nXeoveEiai 6 (632, 24)
apT^a. dviapöv Thal. 73» 3 (322, 5) — ai öiöoktöv Dialcx. 6, 1 (645, 16)
t|;uxfi<; Demokr. B 212 (423, 20). Plural dpcTai dödvoToi opp. i'iöovaf
dpT(? Orph. B 22 (482, 15). Periand. 73*3 '523,17) xdq dpexciq cit;
'ApfOvauTiKd Tit. Orph. A 1 (470, lo Toüq dpiOiuouq dvd-fciv Pytbagor. B 4
10). (271, 6) — TÖ dfoiviaiLia 6ittu>v dpc-
dpTÖ^. m laOi Thal. 73'^ 3 (522, 7) uXtiv tu)v öelrai Gorg. B 8 (558, 8) dperd^
Emped. A 47 (161, 8) ^aarepe<; Epim. «EapiGiuei B 18 (560, 30) 19 [561, 1 ff.)
B 1 (493, 30). vgl. Sp. 87, 28 ff.
dpTupiov Antiph. B 54 (600, 12). 1.5 äpr\l<pciroc,. äpriKp&Tovc, Herakl. B 24
dpTupo^. TTep» dpY»jpou Tit. [Demokr.] (66,3) dpr](9aTonj»uxa{ [Herakl] B 136
B 300, 16 (443, 34) 300, 16 (443, 41) (81, 1).
300, 17 (444, 4). dpri(;. ^juqjiJTou apeo^ Gorg. B 6 (667,
dpTuq)eo<;. vbajoc, Emped. B 100, 11 28) (öpS|Lia) jucötöv "Apeiu^ B 24 (561,
(200,26). 20 28). Vgl. Reg. II.
dpexi^. |LtvJmo0uvr| KOI Tovo^ djiq>' dpe- dp0mo<;. epY« Emped. B 17, 23 (178, 20)
T^^ Xenophan. B 1, 20 (46, 8) xo q)po- dpema . . . fifpeeöffiv (Elemente) B 22, 1
veiv dp. txe-xiorr] Herakl. B 112 (77, 19) (181, 14).
kvoq exdöxou dp. xpid^ Ion B 1 (222, 2) dpOpixiKÖ^ Demokr. C 1, 32 (447, 29).
def. opp. ooqpi'a Philol. A 16 (237,25) ~ 25 dpBpov. ap8pa xdv (ppeväv Epich. Gn.
TTepi dv6paYo9ia^ f\ TTepi dpexfjq Tit. 13(93,11) (0«X6xn<;) övrixotöi vo|u{Z£xat
Demokr. A 33 (357, 17) = B 2^ (386, 6) €|U(puxo^ äpepoi<; Emped. B 17,22 (178,
vgl. TTcpi dpexoiv Tit. Protag. A 1 19) *6ijut bki dpOpov* B 32 (184, 20)
(527, 1) TT€pi <pu(JeuJ<; epujxo^ r\ dpexOüv (pXeße^ koi dp9pG bei ejußpuov Demokr.
(? vgl. epuj.;) Krit. B 42 (626, 13) — 30 A 152 (381, 16).
ipY« KOI irpiiEia^ dpcxfic; opp. Xofouq dpiöe{K€xo<;. dpiöefKcxov Emped. B
Demokr. B 55 (400, 14) uaKiara tr\v 20, 1 (180, 4).
dpexrjv öuvexc», x6 aiSelööai B 179 dpiOnr^xiKÖ^. TTepi dpiejarjxiKf|<; Tit.
(418, 8) Kpciaaiuv ku dpcxvjv . . irpo- Aristox. 45 B 2 (270, 10) dptOja»]xtKf)v
xpotif^i xpwMevo«; ... B 181 (418, 14) 35 dveOpov Aegypt. 60 B 6 (460, 12) —
KOKCi K^pbea Zr\^iav dp'exflq (pepei dpiQjLtTixjKi^ (laeaoxTic;) Hippas. 15 (32,
B220 (424, 20) öikit: koi dpexr^*; m€- 10) dpi8MnTiKd (.ueaa) Archyt. B 2 (261 ,
Yiöxiiv |i€xex€i inoipav .. . B 263 (432,5) 12. 14) — trdvxa^ xoü? dp. koi dp^o-
— (v6|uoO xol^ iTe«6o|Ltevoiöi xrjV ibir\-v vikou<; itepiexw'v ^6yovci (6 Sexa) Py-
dpexnv ^vbciKvuxat B 248 (429, «) 6 40 thagor. 34, 4 (250, 15).
apcxTjv xijuürv trpoixnv dXi^öcmv xtjiöi dpiöjnö?. Ttapd xoT^ 0o(viEiv dpiömlrv
iDemokr.i B 302 (446, 15) laeXexrj dpc- dKptßfi<; r^ihaic, 1 A 11 (8, 32) öieno-
xf]^ C 6 (448,14) — öi&d<TKaXo(; dpexfj^ veixo itepi xouq dp. Pythag. 6* (23,36)
lehnt ab Gorg. A 21 (549, 32) o -vi iroxe vgl. 45 B 2 (270,11) 3 (270,24) nueoTÖpav
dpexrjv elvai B 4 (555, 29) ev8eov dpc- 45 itiaGclv xä wcpi xoi»^ dp. napa AiYimrduv
XTiv, dvepuJiTivov xö evrix6v B 6 (557, 29 A 7 (230, 17) vgl. 46 B 2 (270, 15)
13) — 'Apexi^: KaKia Protag. B 1 u. äpxQuTyriKdc, — TTcpi TTuötttopiKiuv
(567,9) 2(567, 17 ff.) vgl. dpex»^^ ol- dp. Tit.Speusipp.32A13 (235,17) ircpt
r
dpK€tV
90
ÄpiÖMÜJv coni. fafji£Tpia<;, 0q)aipiKä<;
{aa(pf\ ftiOTviuöiv) ArcLyt. B 1 (258, 10)
'ApiGMoi Tit. Demokr. A33 (357,38) =
B 11° (390, 13] — udAiv rä aurot api-
0|Liiyi 45 B 34 277, 23). 5
Prinzip TidvTa tö YtTvw(TK(5|U€va
apl0^öv €XovTi Philol. B 4 (240, 10)
TvwmKot d q?uai<; . . . xai TJxCMOviKd . . .
B 11 (24'3, 8 vgl. Z. 11) äptx6lü)\ aloQri-
oei Trdvra Tvojaxd . . . dtrcpTdZcTai lo
(243, 12) nj€Obo^ ou6ev öex^Tat (244, 1)
ijjtOboc; oufeajuü)? c;; dp. kmirvki (244, 4)
d dXiiöeia oIkcTov tSi tOü dp. y^vcöi
(244, G) vgl. dp. öoqpiuTaTov Pythagor.
C 2 i279,'27) 4 (280, 19) — dp. airioi 15
tOüv ououIjv KOI ToO elvai wc, öpoi oiov
ai öTiyiaai tu)v jueT^öiJ^v Euryt. 3 (249,
25) — ndvxa xd npdfiLiaxa dTteiKaZiuv
xoi(; dpiGjiOiq Pythagor. 45 B 2 (271,
13) vgl, B 12 (272, 39) 13 (272, 43) 25 20
(275, 9) dpiömiiv axoixcTa xurv övxiüv
öxoixela B 4 ^270, 32) vgl. B 5 (271, 12)
8 ;272, 12) 10 272, 27) 15 (273, 12) —
irdvxa xd ovxa dpi6)Lioü<; koi eS dp. an-
geblich Leuk. A 15 (346, 24) — Xdtöc; 25
dpi8|uü)v 45 B 2 (270, 14) dp|jiov(at B 3
(270, 37) = öuuM€xp(ai B 15 (273, 12)
XI xö 6u €öxi xö dnö xAv dpiÖiuOJv . , .
B 27 (275, 18 ff.) — dpxn Movd? B 2
(270, 16). 30
Arten. 6 itiaGriMaxiKÖ^ B 9 (272,
20) 10 (272, 28) dpxioi koi xtepxaaoi
B 2 (270, 17) vgl. B 5 (271, 20; Epich.
B 2 {89, 22) €u\6yi(Jxov, nepixxdv 45 B
27 (275, 19 xö neptxxov, x6 €u6u, 35
t6 löov (276, 8. 14) xpi'a eibt]: trcpia-
a6v, dpxiov, dpxiontpixxov Philol.
B 5 (240, 18) Gcujpeiv xd epYot koi xfjv
öüoiav xii) dpt6^u) koxxuv öuvamv,
dxic; ^oxiv ^v xäi 5€Kd5i B 11 (243, 8) 40
iröoav ncpiciXiiqjevai xfjv xöiv dp. q)u-
öiv (xnv 5€Kd6a) 45 B 4 (270, 45) vgl.
B 15 (273, 17) 16 (273, 33) 34, 4 (250
14) weiteres unter den Eiuzelzahlen
(xpid?, eirrd, bixa) — ifföirXeupo(;, €ij{- 45
trcöo«;, €X€po|iiiKii^ Theodor. 4 (233, 15)
Tpa|ifitKo{, TroXirfUfvioi, ciriTrcöoi, 0T€-
p€o{ Speusipp nach) Philol. A 13
(235, 17) Tcxpdtuivoi, »oißoi koi löoi,
ftmXdoioi 45 ß 27 (276, 30 ff.).
Anwendung. dpi6fi6<; = napd-
fteifMa Trpüüxov Koöfionoifo^ und Kpi-
xiKÖv KoanoupYoO 9€o0 opTCvov fHJp-
pas.] 11 (31, 13 ff.) dp. = Ti\^ xOüv
K00|LiiKU»v atujvfaq feianovri^ . . . cfuvo-
X11V [PhiloLJ B 23 (249, 1) dp. dppri-
Tov . . . xöv Beöv Lysis 4 (213, 50)
xoO ^€Tfoxou xr|V itapd x6v e^YVJxdxiu
iiTrepox»iv Opsim. ebenda dp, eE ou öuve-
oxTiKev ö KÖaiuo^ Pythagor. B 22 (274,
39) ovpav6<; = dp. Bö (271, 16) il
dpiBmüv B 9 (272, 22) 38 (278, 48) —
dp. JüuiofoviKdq, ijiUxoTOviKÖ^ [Epim.]
B 26 (498, 27) — 6 ß(o(; dvepunroiq
XoTiöimoö KdptdjLtoö öclxai [Epich.] B 56
(98, 17) 1601^ xdv XU) dp. q)t5criv koi
xdv 6üva|iiv . . . Kai ev xoic, dvOpw-
iriKOK epTOK Philol. B 11 (24.3, 18)
anima inditur corpori per numerum
[Philol.] B 22 249, 1) dpiOMÖ? dveptd-
Ttou, iTmou Euryt, 2 (249, 16) 3 (249,
27) irupöi;, uöaxot;, i^Xt'ou, ocXrivri^,
Imwv eKdaxou kxX. 45 B 27 (275, 25 ff.)
— dpi0|ua)v TrdOiT. ötKaioouvn, H'uX'Ij
voöt;, Kaipdq . . . y^^MO? Pythagor. B 4
(270, 35 ff.) vgl. B 22 (274, 37 ff.) —
sttperparticitlaris proporiio scindi in
aeqim mrdio proportionaliter interpo-
sita (?) numero polest Archy t. A 19 (256,
24 ff.) — x6 €ij bxa iroXXiTjv dpiG/iuiv
Tcvcxai Polykleit. B 2 (229, 2«).
dpi(JX€pd<;. en dptoxcpd Diog. B 6
(337,12) dnö rf^c, dpiox€pä<; (auch 337,
25) cic; xd dptaxepd (337, 10) €K tüjv
dpiöxepujv €l<; xd dpioxcpd (338, 12. 13)
^K xüjv beEioiv €lq xd dpiöxepd (339, 9)
fteEiöv Koi dpiöxtpdv (dpxa{) Pytha-
gor. B 5 271, 22) 31 (277, 4) dpioxc-
pöv xoO oupavoO (= koköv) ß 30 (276,
45 ff.) oi EKei €v xüii dpioxepAt (ficpci
xoö oupavoö) 277, 9. falsch 12) xö dpi-
oxepöv im Vers Pythagor, B 27 (276,
48;, Vgl. beEiöq.
dpKCueo(; Mus. B2 (484,31) Menest.
6 (219, 39,.
dpKctv. xö xoi<; xuxoOffiv dpxcIoOat öia-
91
dpKTlKÖ^
92
TTipctTct? it6\€i? Herakl. A 3i» (57,33)
To1<; irapeoOaiv äpK^eoGai Demokr. B
191 (420, 16).
dpKTiK^^. KtJKXo? Herakl. B 120 (78,
16. 18).
ÄpKTO^. 'f\ inefaXn Hesiod. B 6 ;500,
7. 19) Vi pKpd Thal. A 1 (3, 14) 3 (7, 8)
ftidfteKO dar^piüv 4ö B 27 (275, 39) —
t^oO^ KOI eartipat; T^piiora rj äpKToq
. . . KOI oiipot; alOpfou Ai6? Herakl.
B120 (78,17) (€ßfto>iaq) öiaipeTrai Kaxä
Ta<; äpKTouq Herakl. (?) B 126^ (79, 22)
äpKTOi = 'Pect^ x^'PC? Pythagor. C 2
(279, 23) 'ApKTOi (6(6u|Lioi) töv 'AxXdv-
T€tov TTipoOffi itöAov Krit. B 18, 3 ^618,
83) — €TnKXi6f\vai rd«; dpKTou«; Em-
ped. A 58 (162, 36) tinoXefTreaOai (ko-
^iTTrjv) KOI Trpöq apKTOv koi npö^ v6-
Tov Hippokr. v. Ch. 5 232, 23; vgl.
29 ff.) dvTairuicrei toO irpöq rai«; apicTOi<;
depo? (TpoiTTjv rjXfou fijvecQai] Ana-
xag. A 72 (307, 21) toui; ixT]o{a<; irvciv
ToO irpo? ToT? dpKTOi? TraxuOevTO<;
d^po? Metrod. v. Ch. A 18 (4ö2, 13) —
'iTpö(; apKTOv Trjv •xi\v v\^r\\^v Anaxi-
men. A 14 (19, 43) septiniriotiales
exundant {humidis?) Diog. A 18 (330,
43) xd npöc; dpKTiwi dei viq)€a0ai . . .
Leuk. A 1 (343, 24) Tfjq %i6yo<; . . .
dvaXuo|ievTj5 * . . Demokr. A 99 !368,
28) — tal(; dpKToi? appcva ßXaoxflaai
Parm. A 53 (112, 47) rac, GnXeia? Em-
ped. A 81 (167, 1) — lattdantibtis codi
plagam septentrionalem (für vineä) De-
mokr. B 27 (396, 22).
'ApKXoOpoc; Anaxag. B20 (322, 1) De-
mokr. B 14, 5 (391, 38).
ap^a xixaCvouoai Parm. B 1, 6 (114, 11)
dpjna KOI 'innovc, B 1, 21 (115, 8) nenne
nap' Euaeßdi? . . . dpua Emped. B 4, 5
(174,14) dpiuaxo«; uj? nipi *xvoiri *^X{ff-
aexai B 46 (188, 28) — quadriga im
Traum Antiph. B 80 (604, 6).
dpjudxeio? (xp6xo(;) Anaximandr. 21
(16, 9) 22 (16, 16).
dpMttxöei?. ö((ppov Krit. B 2 (614, 11).
äpfiöbio^. dpiiöötov m. Inf, Demokr.
B 187 (419, 18).
äpn6Z€iv. (dpiOiioq) hpn6l{)jv aia9iiaei
ndvxa PhiloL B 11 (243, 13) xö dpiuöx-
xov coni. xö npenov Pythagor, D 5
(284, 27) — s= evapjiioxxetv Eraped. A
5 86 (169, 28. 82) (Eraped.) Gorg. B 4
(655,34) = 21 A92 (172,19) — rjPMo-
ff8ai xd övxa Herakl. A 1 (55, 11) e»c
xoöxwv (Elemente) ndvxa nemiTaaiv
dpiiooGevxa Emped, B 107, 1 (203, 2)
10 d <puöi(; . . . äptx6xQr\ ki dne(pvuv xe
Km nepaivövxujv Philol. B 1 (239, 31
vgl. 240, 6) x6 npdxov dpfioöOev, xb
€v B 7 (242, 10).
dpfiovfa. ou . . dv elvai dp^ovfai ixx]
ii Övxo? öieoc, KOI ßapeo(; Herakl. A 22
(61, 18) CK xüjv öicupepövxujv KaXX(oxriv
dp|Liov(av B 8 (63, 4) Theorie nach He-
rakl. B 10 (63, 18) naX(vxpono(; dp|u.
üicrncp xöEou koi Xüpti? B 51 (69, 15)
20 dpfi. dqpovf]? (pawepr\Q Kpefxxtuv B 54
(69, 22) dpfiovir)<; <Tuvxd£ie(; Hippokr.
12 C 1 (84, 24) — 'Ap|i0v(Ti5 nuKivüüi
xpu<pu)i ecrxTjptKxai Zq)a»poc, Eraped.
B 27, 3 (183, 24) 'Ap^ovin? KÖXXniöiv
25 dpj^poxa (öoxia) B 96, 4 (199, 4. 20)
vgl. dpnovdn |i€iEavx€ (cpapixaKa) B
23, 4 (182, 2) *ApM. eenepÄni? B 122, 2
(209, 10) pythagoreisch: dpju. =
noXujiitY^UJv Ivuiok; käi ftixd <ppove6v-
30 xtiuv <JUM<pp6vrjaK Philol. B90 (242, 19)
vgl. A 23 (238, 6) ndvxa dvoTKiii Kai
dpiuovfai Y€V6ö6ai A 1 (233, 33) dpxd?
rohe, dpiGjLiou? Kai xdt; öu(j|Li€xpi'a<;, d«;
KCl dpnovCaq KoXel Pythagor. 45 B 15
35 (273, 13) nepi qpuoioc; koi dpnovfa?
di&e ex« Philol, B 6 (241, 2) HieöSos;
cuöev ftexexai (dpin.) B 11 (244, 1) ndX-
Xi0xov: dpnov(a Pythagor. C 4 (280,
20) äp^xo•vlal €v dpiG^ioTt; B 4 (270,
40 39) enxd dpMoviai B 27 (275, 35) —
dpfiov{r]<; 6pQf\<^ exouorii; öu)Li9tJUvia(;
xpel? Hippokr. 12 C 1 (82, 26) ek cvn-
<püJvo\)aa(; äpfioviac, xptö&ouc; Jon(?)
B 5 (223, 6) dpM. Oktave Philol. B 6
45 (241,14. 242,2) <DiXoXdou . . . di6ovxo(;
'xi'va . . . dpMOvi'av' Eurjt. 1 (249, 10)
^h nepi dpfiovfac; Theodor. 4 (233, 10)
Tgl. n£p\ f)uG|L«wv KCl dp|aov(a(; Tit.
93
aprio;
94
Demokr. A 33 (357, 44] « B lo<^ (393,
17) TÖV KUßOV . . . TT1V dpMOVlKfjV
-troioOvTa dvaXoxfav dp^ovfav ^K<iXouv
Pythagor. 21 B 96 (199, 9) TCKTpaK-njc;
as3 Äpjiovi'a, €v fji ai öeipf^ve^ 45 C 4
(280, 17) Äpjnovia feiwMeTpiKi^ Philol.
A 24 ;238, 11) — Kosmologie Philol.
B6 (241,100".) Tov öXov oupavöv dpjio-
vi'av €Tvai xal (ipi6|növ Pythagor. B 4
(270, 40) Äp^ovia äöTpujv B 36 (277,
29) — Mjuxii -= <ip|u. Philol. A 23 (238,
4. 6) Echekr. 4 (266, 35) Pythagor. B
41 (279, 13) anima inditiir corporiper
. . . immortalem, incorporalcm eonve-
nicntiam [Philol.] B 22 (248, 23) 6kö-
xepov (tujv dpO€vu)v koi 0riXcu>v) äv
■njxni hp\xoyir\c, Hippokr. 12 0 1 (82,
34) — rnv (cO&aijiovfav) dpiuovfav (ko-
Ael) Demokr. A 167 (383, 44) — Äk-
xent. Hippias A 11 (581, 28) 12 (682,
22) Dialex. 5,11 (645,4). Vgl. dpi9MÖ(;.
dpiaoviKÖq. int€VCtVT{a (lüieoÖTTic;, \iiaa]
syn. appoviKi] Hippas. 15 (32, 11) vgl.
Archyt. B 2 (261, 14. 21 £f.) Philol.
A 24 (238, 10) travTar; toü<; dpiO^nTi-
Kou(; xai Toü«; dp|aoviKOU(; nepiexujv
XoTOuc; (6 bUa] Pythagor. 34, 4 (250,
15) TÖV Kußov . . . xfiv dpiuoviKriv noj-
oövra dp|nov{av ^KdXouv Pythagor. 21
B 96 (199, 9) 'ApnoviKoq Tit. Archyt.
B 1 (258, 1).
dpiiiÖTTeiv s. dp^6tetv.
dpoTiip. ßo«I)v e-rrdöavT dpoTJipujv Em-
ped.(?) B 154^2 (217,23) vgl.Pythag.
9 (24, 47).
apoupa Mus. Bö (485,4) KaTa96ivü-
eouffi dpoupoQ (av€|L»oi) Emped,Blll,4
(204, 15).
dpuat^ Kopn? Orph. B 15 (478,16).
appriv. dpp€v kci Of^Xu (dpxaCj Pytha-
gor. B 5 (271,23) «= 14 A 3 (100, 33)
'Epcßo? TT^v dppeva (dpx»^v) Akusil. B 1
(512, 24) — oü . . av eivai tma ovcu
SiiXcoc; KCl dppevo^ Herakl. A 22 (61,
19) dpötvuiv Kol erjXcfiuv ftiöxi CKorepa
TivETCi Hippokr. 12 C 1 (82, 33) —
ireiitrcuö' apoevi öfiXu ^iff\v und apaev
enXuTcpuJi Parm. B 12, 5 (123, 82)
iTpoq TOI? apKTOK; dppevo ßXoorf^aoi
A 63 (112, 46) Trpiixou^ irpö^ dvaxoXf^i
Ka\ ^€01lMßplat Emped. A81 (166, 48) —
^v TU)t bcEiuii |jep€i Tt[<i yLr\xpa(i Kui-
6 (iKea6ai (beEiTcpoiat KoupouO Parm«
B 17 (124, 17) vgl. A 54 {113^ 9 ff.) ähn-
lich Anaxag. A 1 (294, 10) 42 (302, 19)
107 (312,24) anders Emped. A 81 (166,
39 ff.) wieder anders (wie Anaxag.) (167,
10 12) edcTöov 6ia)iopq>o\)Tai tö dppev A83
(167, 40) ^v Tuii appevi Kai tuji Ö^Xci
olov 0(5)ißoXov €V€ivai, öXov b'cm oxtbf.-
T^pou dTnevai'dXXd iieanacrrai ^eX^iuv
(pu(yn' B 63 (192, 10) tö 6i\\v Ka\ tö
15 appcv ^v xr\i Kvr\aei öiacp^pciv B 65
(192, 18) ev BepiLioTepiui ♦TOKd<; app€-
vo(;* ütrXeTO *yaaTfipB61 (193,1) Ent-
stehung anders Hippon A 14 (224, 43 ff.)
TU daxd napd toö ctppcvoc; A 13 (224,
20 41) masculis corpus quattuor mcnsibtis
formari Diog. A 26 (332, 32) ou ki-
veiöGai Gürrov toö erjXeoc B 9 (340, 2)
Entstehung Leuk. A 36 (349, 19) De-
mokr. A 143 (379,42) — Zwitter, Kon-
26 zeption Parm. B 18 (124, 29 ff.) Zwil-
linge Emped. A 81 (167,23) — [bivbpa]
bia öufi^expfa^ t^^ Kpddciu^ töv toO
oppevc;^ Kol toO öi^Xeoc itcptexeiv Xd^ov
Emped. B 70 (164,14) sexum in iptan-
30 iü) permixium (164, 33 vgl 35 f.) —
xdXXiöTOv dbo^ ^v Tolq dppeai tö 8r^Xu
u. umgekehrt Krit. B 48 (627, 19) —
dppeva (övdMOta) Protag. A 27 (635, 17).
dppu)CT6iv. ol dppujöToOyTe^ Hdrakl.
35 B 58 (70, 12 f.).
dpTiiP^^ (dist. qpXeip) ans dpToc; Anaxag.
A 46 (303, 30) ^v tt^i auxf^i Tovr^i . . .
Kotx (pXeßaq KOI dpxTipi'a? . . B 10 (317,
21) dpTHPiÄv k(vtiöi<; = qpXeßonaXdi
40 Demokr. B 120 (407, 27).
dpTioirepiTTo?. dprioir^pirrov (€l6o<;
dpiejioO) Philol. B ö (240, 20) tö ?v
Archyt. A 21 (257, 2).
fipxio^ (opp. ncpirrdq). apTiov (dpiSindv)
45 noTecMev Epich. B 2 (89, 82) — 6
dpi9(iÖ5 e%f.i b6o pev ibia dbr\, «€-
pi<j0Öv KUX d. Philol. B 6 (240, !•} (töv
Ti^Xciov dpiß^öv) apTiov öd elva» (Speu-
95
opTO(;
96
sipp. nach) Philol. A 13 (235, 30 f.). —
äpTioi dpi9|Lioi: it€piaöo( Pythagor. B 2
(270, 17) irtpiTTÖv KOI äpriov äp\ai Bö
(271, 20) vgl. B 22 (274, 30) tö äpriov
TÖ attcipov B ö (271, 14. 20) 28 (276, 5
20. 27) vgl. B 29 (276, 36) anders (276,
25) — ToO öpTfou tiveaiq B 26 (275,
17) — adv. «pt(u)<; XcAejcrai Epich. Gn.
14 (93, 13).
aproc;. tav6o{ Xenophan. B 1,9 (44, 24) lo
— apxov fjLt] KaraYviiciv Pythagor. C3
(279,43) 4 (281,8) äno 6\oKXnpou apxou
fifi kaQkiv C6 (281,22) apro^ KoGapog
£1«; ^Karepiui Alexis 45 E 1 (292, 12)
äprou iro\Aa koi dtvö/aoia Y^verai Ana- I5
xag. A 45 (303, 15. 22) vgl. A 46 (308,
30 ff.) TÖv ä. Ai^imiTpav vofnicrOf^vai
Prodik. B 6 (571, 27).
dpToqpctto^. AiYUUTioi Hekat. B 10
(461, 11). 20
Äpiieiv. XQ^*«*» ^wo V«JX^v äp6aa<; Em-
ped. B 138 (214, 6).
dpxatoXOT^a Hippias A 11 (581, Hi).
dpxaiO(;. KaraöTdoio^ Apx«'1^ Demokr.
B 278 (435, 5) rdpxaia Koivct x^Tvexai 26
(Krit.) Anm. z. S. 622, 9 — dpxaioi
Langlebigkeit Akusil. B 23 (515, 27).
apxeiv. beginnen. Kaivoö &at|Liovo^ äpx€i
Antiph. B 49 (598,1 5) fjpSe f dinoio Orph.
B 2 (473, 31) oö ctv o.pir\i ftiaßeßoioO 30
Blas 73* 3 (523, 3) f[ptaro dv irorc fe-
v6^€vov (t6 ov) opp. «TeXaSTTjöe Me-
lisa. B2 (143, 12. 14) 6inr6e€v dpEuj-
nai Parm. B 3, 2 (116, 13) toö mh*«-
vö<; äpla\ievov B 8, 10 (119, 7) \6fov 36
ttovTÖq dpx6)Licvov Diog. B 1 (334, 2)
dp£a|Li€vouq ditö vcötiitoc Protag. B 3
(537, 20) dpxojLiai dirö Tcverrj? Krit.
B 32 (623, 10) dpSaöGai XeT€iv (?) Parm.
B 11 (123, 4) ripEaxo rrepix^p^v Ana- 4o
xag. B 12 (318, 19) ripgato . . . Kivetv
B13 (319,20).
herrschen, tokou xai fii5to<; apxei
[ha{\x\xiyi) Parm. B 12, 4 (123, 21) rJTC-
jtuuv KOI dpxwv diravTUjv (6 eirrd dpi- 45
GmöO Philol. (?) B 20 (247, 9) eeöv
TfavTUiv dpxeiv koi Kparclv Anaxag.
A 48 (304, 17) — dpx€tv <pij<r€i oIki^iov
Tcbi Kpeödovi Demokr. B 267 (433, 6)
dpxfAJv K6o|ui€t (J€auT6v Thal. 73» 3
(622, 9) \ö\uu\ KOI dpxovTi . . . €tKCiv
KÖOMiov Demokr. B 47 (399, 20) (6
dpxiüv) ou . . eüpeGr) \hc, kokiü^ ■novty-
criuv, dXX' uj(; €u B 265 (432, 17) xöv
dpxovxa &ei exciv upöt; jacv xouq KOi-
pou^ XoTiaiLiöv KxX. [Demokr.l B 302
(445, 42) — xou<; ap^oynac, öitö xoO
6t^|liou aSperou^ elvai 7rdvxa(; Hippo-
dam. 1 (227, 34) oub€|nia MnxovTj . . .
jiifj u)(; ouK döiKctv xouq apfpvxac, De-
mokr. B 266 (432, 20) xou^ dpxovxa?
. . . qpiXavBpujTrou^ beiv elvai, xou(; dpxo-
\t&to\ic, 9iXdpxovxa^ Pythagor. D 4
(283, 42) Kpeoaov dpx€cr6ai xoTq dvoii-
xoiaiv v\ dpxeiv Demokr. B 75 (402, 12)
fcct xöv . . . jueXXovTd dpEciv cauxoö
irp&xov dpxciv [Demokr.] B 302 (445,
44) vgl. äpx€ö0oi jLiaöujv dpxetv eni-
ax{\ar\i Solon 73» 3 (621, 10) — xot<;
aöxol<; inoxöeTv xai dpx€<T0ai Herakl.
B 84 (74, 12) xoXetrov dpx6o6ai uwö
Xepeiovo^ Demokr. B 49 (400, 1) utto
YUvaiKÖ(; dpxcoem ußpi^ B 111 (406, 3)
dno Tf\c, dpxfj«; ei'OiZov xou^ Trai&a(;dpx€-
öBai Antiph. B 61 (602, 11). Vgl. dpxn-
dpx^xuiTO^ riXioqEmped.A 56 (162,18).
dpxn- Anfang. irpOuS' i^XiKd x' dpxiiv
Emped. B 38, 1 (186, 20) dpxdv xuerst
[überhaupt'^) Philol. B 3 (240, 12) an-
fangs opp. vöv Anaxag. B 6 (316, 14)
vgl. x^v dpxnv B 12 (318, 18) — ^E
dpxn<; Xenophan. B 10 (48, 11) Thra-
sym. B 1 (577, 17) kl dpx(ä^ d)i6{ou(?)
[Philol.] B 21 (247, 22) vgl. Nachtrag
dn apxf\c, Xenophan. B 18,1 (49, 17)
dnö xf^t; «px^i; Antiph. B 61 (602, 11)
TTepi xf|^ €v dpxrji Kaxaöxdöeuj«; Tit.
Protag. A 1 (527, 1) — <dpxn> Ktvn-
aexuc, K«i Y^veöeuui; (ha{\u)yy>) Parm. A
37 (111, 10) xdv dpxdv xä^ Kiv^oiö? x€
KCl MCxaßoXQc; [Philol.] B 21 (247, 20)
im übrigen vgl. kivt]öi?, •^kv^aic,. —
dpxrj Kai irepai; 2uv6v ^tri kukXou He-
rakl. B 103 (76, 23) i\ auxfj x€X€uxr|
Kai d. Hippokr. 12 0 2 (85, 36) d. n€-
t<iXTj k(, €<JxaTOv M€po^ dq»Kv€ixai (86,5)
I
^P (irXoKet^) 12 C 1 1,84, 40) Xtipav, f\v
äpiLiöZeTai 'AttöXXujv iräGav, äpxnv Ka\
xeXo^ ouXXaßuJV Skythin. heraklitie.
12 C 3 (86, 16) — (ol avBpumoi) ou bv-
vavrai Tr)v äpxtjv TU)i tcX« iipoa&x^ai
Alkm. B 2 (103, 28) ee6<; äpxnv T£
Ka\ reXcuTTjv xm fiiaa rdiv Övtujv €xuiv
Orph. B 6 (474, 20 vgl. 28) tcXcutii,
ILicaov, dpxT) TÖv dtpiö^öv ex^» töv toO
irovTÖt; Pythagor. B 17 (273, 36) vgl.
Ii\€ic, dpxi^v Kai T^Xo«; koi peöa Dialex.
6, 13 ;646, 19) oTov . . riq irp^YMCtroi; . . .
TTiv dpxnv 6p0ui^ TTOHiarjTai, cIkö^ ttiv
xeXcuTrjv 6pOu)^ T^TVcööcii Antiph. B 60
(602, 3) — ToO ciTtefpou ouk eariv dpx»i
Aristot. 2, lö (14, 37) dpxnv ouk Ixci
ouöe TcXeuTi^v (t6 öv), dXX' ditcipiv
I^öTi MelisB. B 2 (143, 10 ff.) vgl. A 10
(142, 13 ff.) zu B 1 (143, 38 ff.) zu B 7
(147,38) dpx»TV T€ KOI reXo^ exov ouSev
ouxe d(Öiov ouT€ aneipöv ^ötiv B 4
(144, 9) vgl. A 6 (136; 974» 10. 139;
975b 37 ff.) g{ öföiov TÖ öv, ouk Ixet
jM) Tivct dpxnv Gorg. B 3 (662, 34 ff.) }ir\-
^^m 6€!Li(av dpxnv exeiv Td(; aiT(a<; tOjv vöv
^j^ Yivo|iev(juv Demokr. A 39 (369, 46) toO
dci ouk dSioI dpxTiv ZriTeiv A 66 (364, 9)
- uT»e{a<; dpxn PWlol. All (236, 7)
TT)v dpxnv ToO Xöyou Diog. B 1 (334, 8)
wohl nicht Prinxip vgl. dpxn Toü X6-
Tou loa B 1 (222,1) und Xö^o^ — dpxn
lr\\x\r\(; Demokr. B 221 (426, 1) örd-
aiO(; B 245 (428, 20) irpt^Eio^ B 269
(433, 10) T7ep\ dpxwv döTcpiuv Tit.
[Herakl.] B 139 (81, 9).
Prinxip. dpxrj Tu»v öVTurv, t . öXmv,
ToO irovT6^ oft, Tüüv dirXitrv (Tcu^dTU)v
3 A 4 (18, 8) ayn. ötoixcIov oft, dpxn
Turv CTOix€(u)v 1 A 3 (7, 10) Kupftu<;
dpxa( opp. 0U)|iaTiKä axox%€\a 21 A 28
(168, 8) vgl. A 83 (159, 11) 46 A 41
(300, 43) 60 B 6 (4ö9, 43) — inüium
[rerum] oft, prindpia mundi 13 A 49
(97, 9) — Erfinder d. Terminus dpxn
Anaximandr. 9 (13, 4) 11 (14, 8) TTepi
dpxiliv Tit. [Thal.] B 2 (11, 16) mp\
dpxäv [Archyt.) S. 264, 8.
Di all, Fngm. d. YonokrJn.
*PX»^
98
10
15
20
25
30
40
45
d. dnö Tf^g Nuktö^ Orph- (Homer)
B 12 (476, 14 ff.) dvTi rf^^ mä<; tCüv
dXtuv dpxT^? TÖV Xpövov TiOevrc^, dvT\
Toiv ftueiv Aiecpa Ka\ Xdo^ (476, 30)
u6ujp ^E dpxf^< Kai vXx] {ff\), rpirx]
dpxn bpdKiuv B 13 (477, 6 vgl. 477, 28)
Xdo^ upilirri dpxrj Hesiod. (476, 21 an-
ders Z. 24) 73 B 2 (513, 4) AkusiL B 1
(612,24; 2 (613,2) 'Ep€ßo(; rnv dpp€va,
TT|v 6e Bj^Xeiav NOkto (512, 24) Tf^v . .
dpxTjv Tf\5 3Xri<; Y€veä<; twv 0€ürv 66
B12 (476,23) Trp&Tai dpxai 'AiPjp Ka\
NüE Epim. B 5 (496, 14, 17) ai xpcT?
irpuiTCi dpxaf: Z&c;, Xp6vo^, XSovfri
Pherekyd. A 8 (506, 29) 9 (607, 2. 6)
^ 11 (507, 12) B 1 (607, 20) — dpxn 'Qk€0-
*v6? Homer 67 A 24 (462, 36) vgl. 1
A 12 (9, 11) 66 A 12 (476, 16 ff) 68
B 5 (495; 19) — uXn Aegypt. 60 B 6
(459, 43) — uftiup Thal. A 1 (4, 8)
3 (7,10) 12 (9, 4) 13 (9, 17) 23 (10,43)
26 A 6 (223, 37) 71 A 6 (606, 30) tö
dncipov Anaximandr. 1 (11,38) 9 (13,3)
11 (13,43. 14,3) 14 (14,27) toO {rfpod
irpcoßuTepav dpxrjv elvai xnv dfötov
K(vT]aiv 12 (14, 22) Falsches 16 (16, 6)
— drip Anaximen. A 1 (17,37) (Diog.)
A 4 (18, 8) 5 (18, 22) 7 (18, 31) B 3
(21, 28) (Diog.) 26 A 6 (223, 37) Diog.
A 4 (329, 3. 6) 7 (329, 26) — h\pby/
(Yf\) KOI uVpöv (ööujp) Xenophan.
A 29 (40, 9) -jT^ A 36 (42, 27) €v xö öv
KO^ itdv A 31 (40, 26) — ev, KivoufiC-
vov, iTCirepaOfievov, irOp Hippas. A 7
(30, 40 ff.) Herakl. A 5 (68, 8 ff.) —
prindpia mundi aqua terra anima et
sol Epich. Enni 49 (97, 9) — ^vavTM5-
xTix€g xuxoOöai Alkm. A3 (100,38)
— TTÖp KCl -^ Parm. A 7 (107, 16)
23 (109, 5) 24 (109, 14) 84 (110, 44) 85
(110, 46) — fi(av dK(vT]xov <Ka\> Äirei-
pov dpxnv t6 6€tov Melifls. A 18 (142,
28) — h\k^r\K äpfflc, 4in&€U£a^ ÄXXuiv
Timon. v. Emped. A 1 (162, 16) xd«;
Kupfujg dpxd? (opp. öujuaxiKd ffxoixcta)
<t)iX{av KOI NeiKo<; A 28 (168, 8) vgl.
A 33 (169, 11) B 17 (177, 26) 18 ^1%
14) ^. <5. unders A 46 (160,46) B 27
4
99 ^P%A 100
(183, 17) — »j/uxpöv TÖ u6u)p Ktti ecpiLiöv Metrod. v. Ch. A 2 (451, 4) TrXf^pe<; Km
Tö nOp Hippon A 3 (223, 27) 5 (223, kcvöv (öv, ixr\ öv) A 3 (451, 7) B 1
86) {56u)p aUein A 4 (223, 33) 8 (224, 5) (453, 12) — Teööape<; -dpxai toö ri&iou
10 (224,14) TÖ {)fp6v (dirXdK;) A 6 (223, toO XoyikoO Pliilol. B 13 (244, 11) xäv
36) TH falsch (223, 38) — TrOp koi d^p 5 dvGpujTTUU (Ziuiou, cpuToO, HuvaTtdvTiüv)
Oinop. 5 (230, 8) — pythagoreisch dpxav (244, 16). Vgl. ahia, ovaia, öv
npii&Tii dpxn €i<; |LieT€Öoq oxi-f^»^ ... (s. elvai), aroixelov.
(Speusipp. nach) Philo]. A 13 (236, 19) Herrschaft, tö koAXiötov koi
Iv dpxd it(5vTiuv Philol. B 8 (242, 18) dpiOTOv jirj ev dpxf^i eivai Pythagor.
TOI dpxai (1, 2) ÖTTäpxov oux öjuoiai lO B 11 (272, 36) dpxn ^v tiIiv TtfiiujTd-
ou6* 6n6q)uXai lööai B 6 (241, 8) ya tujv D 6 (284, 28 ff.) vgl. D 8 (287, 46 ff.)
^rjxaviKot Toic; .ua9ii|uaTiKaiq irpooxpil- XPH tck; dpxd<; souk) duö KXdpiu fiv€-
ödfievo^ dpxai? v. Archyt. A 1 (260, 40) aQai Dialex. 7, 1 (646, 21).
dpxai TÖ Tiepa(; koi ditetpov Philol. dpx»lT^? ("ow^^wv, i^i ^TjTopiKi^) Herakl.
A 9 (234, 45) 45 B 8 (272, 8) vgl. B 6 15 B 81 (74, 6).
(271,19) TÖ diteipov B 28 (276, 16) dpx^&ioi;. ^Hdpxiöiou [Philol.] B 21 (247,
29 (276, 34. 36) dple^o{ (koi al aujUMe- 22) vgl. Nachtrag.
Tpfai ai €v TouToiq) B 4 (270, 32 ff.) 'Aödqpeia Emped. B 122,4 (209,12).
5(271,12) 15 (273, 12[vgl. B 22 (274, d(Ta(pn<; öid iroiriöiv v. Parm, A 16
20) 38, 2 (265, 39) luovd? u. ftud«; B 16 20 (108, 11) döacpeOTepov w&^iai v. He-
(273, 14) öeKO KOTct ouöToixiav Xef6- rakl. A 1 (56, 2j.
|i€vai B5 (271, 17) — Td<; auufuaTiKd^ daeße^v. öjxoiujc; döeßoflöiv o\ yeviaQai
(OXiKotq) direfpou^ Anaxag. A 41 (300, qidöKOVTeq tou^ Geoui; toI^ dTro9aveiv
44. 301, 12) 42 (301, 25) 43 (302, 10) Xetouaiv Xenophan. A 12 (35, 21).
Tt^<6^olo^€p6{a(;A 1(293, 40) 46(303,6) jsdffeßrma plur. Hipparch. 55 C 7 (449,
46 (303, 28. 37) voOv koi öXnv A 42 15).
(301,24) voOc A 56 (305,1) tö t€ ^v dörmo<;. TTcpi doiinou uoiiiöeiü? [De-
. . . Ko\ edTepov oiov T(e€M€v TÖ dö- mokr.] B 300, 18 (444, 39).
piOTOv iTp\v öpioSf^vai A 61 (305, 33) doOeveia. biet Tctv doOeveiav tö^ rrXa-
tct? airräi uiofirep 'AvaSorföpa? (diT€(- so Td<; Archyt. B 1 (259, 2).
pouq, dvoiiOTCveti; ö|Lioio|i€p€{aq) Ar- daGcvT^?. irveö^a opp. oqjoSpöv Archyt.
Chol. A5 (324, 28) vgl. A4 (324, 5) B 1 (260, 17) doeeveo? opp. löxup&
aber dipo A 7 (324, 36. 38) ebenso wie (260, 8) euerjXcovTqi Xenrd t€ Kai doGc-
Idaios (327, 29) GcpMÖv Km ij;uxpöv vca Demokr. B 276 (434, 12) Trdvxa
Ardiel.A8(324,41)TÖ|ueTa2uIdaios(?) 36 oniKpd koi doBevf] ... Antiph. B 51
(327, 31 ff.) Zusammenfassung der ver- (599, 26) daGeveuji; Archyt. B 1 (259,
BChiedenen Theorien ebenda (327,42) 9. 11. 17. 18).
— Tot d6ia(peTa ouj|naTa koi tö k€v6v aoGjua Emped. A 86 (168,33).
Ekphant. 2 (265, 38) vgl. 1 (265, 30) daKaXTipe<;(?) Demokr. B 132 (409,15).
dpxn KttTot qpijöiv fitrep eöTfv Leuk. A7 40 dOKCiv. Xotou? döKeouöi Demokr. B 53»
(344, 14) 4tÖ|uou(; A 1 (342, 39) 14 (400, 12) vgl. -fuvri ^rl döKcfTiu Xötov
(346, 9) 17 (346, 35) tö tiXf^peq, koi tö B 110 (406, 1) iroXuvotnv, oO noXu-
K€v6v A 12 (345, 36) Demokr. A 38 MaG{r|v dOK^civ B 65 (401, 14) ioTop{»iv
(359, 33) ardtiovq kci k6v6v A 1 (352, rioKiiöev [Herakl.] B 129 ;80,14) dcKti-
23) äv ko\ jurj öv (TrXfipe?, Kev(5v) A 44 45 oavre? . . . yvu»|lhiv (koi i>djfxr]v) Gorg.
(360, 40) vaOTct koi K€vd A 46 (360, 47) B6 (557,18) TÖjiKpoi^ döKnoaöa KaTa-
TÖ Koivöv odJimx irdvTurv eOTiv dpxii öToptoi? 'AqjpoöiTii . . . Emped. B 87
A 41 (360, 22) ~ dÖiafpcTa Ka\ k€vöv (197, 14; — d<TKiiöeia<; oituii; Krit. B 40
(626, 8j — öKicpotq i^öKti|H€va yvioi^
Emped. B61,4 (191,18) — d<jKT]Toi?
Xplnaai Xenophan. B 3, 6 (46, 21).
döicrjBi^q. öeö^ Xenophan. (Timon) A
36 (42, 15).
daKrjai«;. ii äOKr\aioc, opp. äirö qpuaiot;
Demokr. B 242 (428, 8) (pööeux; Kai
döKiiöeuj^ öi6a(JKaX(a öeirai Protag.
B 3 (537, 10) vgl. B 11 (640, -12).
doKoiTO^. ö)i|Lia Parm.B 1,36 (115,17).
döK6<;. dOKoi *Tr€qpu(Tia|Li€VOi Epich. B
10 (93, 6) ectTTOv dv dcjKÖv ßa7rr(oai
ttXripri ^lveu^aTo^ fi . . . Zenon (?) A 18
(130, 1) cfTpeßXoövre«; toü? d. koi &€i-
KviivTC^ {bc, iaxupöi; 6 d»ip Anaxag.
A 68 (306, 21).
aOTccToq. *döTr€T05 aiaiv Emped. B 16,2
(177,18) evTjTuiv, öööa ye öf^Xa Y^Ta-
KOffiv döireTa B 23, 10 (182, 8).
dair(q. Tf\<; äaniboq Tr)v ixöpiraKo (eSai-
p€i) Krit. B37 (624,32) dnö ix6vr\<i
vciuTCpCZrii Tf^<; d. (624, 35) t. äaitlba
direßoAe (Archiloch.) B 44 (626, 28).
aaxaroci lambl. 80 B 44* (697, 32).
'A0T€M<pn<: Emped. B 123, 2 (209,20).
döT€p6ei<;. oupavov Orph. B 13 (478,
10) vgl. 17 (480, 14).
döT€pu)ir6^. doTcpiunöv oupavoO be.yia<i
Krit. B 25, 33 (621,21).
doTiip. syn. darpov Anaximen. A 7 (18,
42. 44) ; überhaupt in der doxogmphi-
schen Überlieferung identisch — TT€p\
dpxiöv dorepuJv Tit. [Herakl.] B 139
(81, 9) n€pi döTpuiv oupovCuiv (vgl.
'Aorpovotiir\) Demokr. C 5 (448, 2).
Entstehung, Definition. Ana-
ximandr. 10 (13, 38j vgl. 11 (14,8)
18 (16, 37) ^K ffit; Anaximen. A 6
(18, 27) TeTOvevai rd daxpa €k tA? • • •>
^K bk ToO TTupö«; Touq dffxepa^ öuv(- 40
OTaoöai A 7 (18, 42 flf.) (pi5<n^ mipivr]
(a<npo) A 14 (19, 86) ^k vecpOüv Xeno-
phan. A 32 41, 21) 38 (42, 39) Tä<;
Xaiiicpd^ dva6u|itdaetq ev raT«; aKa<pai<;
d6poi2[o|Lieva(; dTroxeXeiv qpXöya^ He-
rakl. A 1 (65, 33) iriXriMaTa irupoc; A 11
(69, 1) = Parm. A 39 (111, 25) Tpe-
5peo6ai €K Tf\(; dfrö fn«; dvaeumdöciuq
10
15
20
25
30
35
45
äOT^p 102
A 11 (69, 12) — 6€oü? Toi»<; äaripaq
^mpOxou? övrac; Alkm. A 12 (102,
26 £F.) aörpujv 9€p)n6v f^evo^ Entstehung
Parm. B 11, 3 (123, 7) — mipiva, ^k
Toö mjpihbovc, Emped. A 53 (162, 10)
Xi0i()6r|, ndrpo Anaxag. A 12 (296, 37)
42 (301, 40) t6v alGepa dvapirdaavra
Trerpou? dnö xf^^ ffl^ nörepiuKevai A 71
(307, 18) nicht tma A 79 (308, 24) =
Leuk. B 1 (349,28) Entstehung Archel.
A 4 (324, 12) mj5pou<; 6iairiipou^ Tot»^
d0T€pa<; A 16 (325, 12) vgl. Xaiaitpix;
dOTipoq (?) miöpo^ Krit. B 25, 36 (621,
28) u. ^uöpoi; — Kiar\poeibf\, ftiairvod^
ToO KÖapLou, bi&nvpo. Diog. A 2 (330, 4)
Entstehung Leuk. A 1 (342,37. 343,18)
10(345,27) 24(347,34) aupai änbxww
d. (347,40) irerpoi Demokr. A 86 (366, *
31) Tf|V ff[y irpÖTCpov feveaQai A 40
(360. 16) Entstehung Metrod. v. Ch. A4
(451, 18) Totx; darepa^ nOp etvcti koi
Tf^i ToiJTurv Kpdaei rd krci ff{^ fifve-
aQai Aegypt. 60 B 6 (460, 6) — äaripeti
== txap^apxrfai Mus. B 17 (487, 10).
Stellung, Lage. ^noxelaSai tu«
d^pi Anaximen. A 7 (18,41) fikiuv blKt\v
KaTairemiTevai A 14 (19, 38) toEi^ Ana-
ximandr. 11 (14, 14) 18 (15, 42) Philol.
A 16 (237, 15 ff.) 46 B 36 (277, 42. 44)
Leuk. A 1 (343, 19) Demokr. A 40
(360. 17) 86 (366, 32j — -irpidrou tov
TTCpl )ü£YeOu)v Km dnoOTtHLidTurv (t.
döTepujv) X6tov eupriK^TO? v. Ansxi-
mandr.l9(16,46) dirööradi^ Anaximen.
A 7 (19, 1) Herakl. A 1 (55, 35) Ana-
xag. A 42 (301, 42) — al npö«; töv -ncpi-
i%oyna irdYOv, äorpuiv iiivamv (ircpaf-
vouaai, sc. TTcpiöftoi) Hippokr. 12 C 1
(83, 19) — dp^ov{a Pythagor. B 35 (377,
29 ff.) — siderum simulaera Demokr.
B 14, 1 (391, 1).
Licht. €l |in fjXio? i^v, Ivexa tu»v
dXXwv a(TTpurv euq>p6vrt &v i^v Herakl.
B 99 (76,9) ~ Anaxag. A 12 (296,37)
Metrod. v. Ch. A 9 (461, 34) Diotim.
1 (466, 1) Antiph. B 27 (696, 36).
Bewegung, (töv oOpavöv) kitk-
6rj<J€v 'AvdYKri ircipor' €X€«v ddrptuv
4*
103
aatopTo^
104
Pann. B 10, 7 (123, 2) l^1t€6ov aUv
€v ai9^pi xeK^ap ^%ovaiv (Orph.) B 16
(479, 36) ircpi tÖi; tujv aorpiüv raxu-
TdToq Ka\ iiriToXäv Kat Suafuuv . . .
009*1 bidxvwoiv Arqhyt. B 1 (258,8) — 5
KivT]aiq (motus) Thal. A 19 (10, 1)
Anaxiraandr. 18 (lö, 43) Anaximen..
A 1 (17, 38) 13 (19, 34) 14 (19, 39)
Tpotra( A 15 (20, 6) dvaroXa^ xai b6~
ffei^ €E(ii{j€i(; elvai koi ößeocK; Xeno- 10
phan. A 38 (42, 41) Kivoövxai dei Alkm.
A 12 (102, 26) (riXioc) evavrfov Totg
aXXoK; aöxpoK; t^v qpopctv itouiTai
Oinop. 7 (230, 21) Stellas stare, terram
moveri Hiket. 1 (265, 21) im dvaxo- 15
Xüjv em ftucf|Lia^ qpepeoGai Anaxag.
A 78 (308, 22) kot dpxoK; eoXoei&u«;
evexönvai, ööxepov bk eyKXiaiv Xaßelv
A 1 (294, 3) xrjv Ttepixuipriöiv, fjv vOv
irepixujpeei xct X£ aaxpa koi 6 fiXio^ ... 20
B 12 (319, 3! vgl. auch A 12 (296, 38)
A 42 (301, 40, (pop<i Leuk. A 1 (343,
20) TTepiqpopd A 24 (347, 37] Kreislauf
(nach Lukrez) A 44 (366, 40) — ex xivOüv
döxepujv TTpotmev oiußpov v. Demokr. 25
A 17 (354, 46) — dTroKaxaöxdaei^ He-
kat. Bö (459,25). Vgl. irXdvrit;, dTrXa-
doxopYOC' oS. xüjv oXuJv dpxaC Em-
ped. 1?; B 27 (183, 16). 30
ä.ox6c,. döxo( Gorg.B 6 (557,31) döxol-
öiv Xenophan. ß2,6 (45,19).
döTpof aX(Z€iv Kpeixxov r\ troXixeue-
0601 Herakl. A 1 (54, 23).
dffxpaTtyi (-a{). dist. Kcpauvö^, wpnöxiip 35
Entstehung Anaximandr. 19 (14, 18)
23 il6, 21) Anaximen. A 7 (19, 6) Xe-
nophan. A 45 (43, 17; Herakl. A 14
(69, 18) Emped. A 63 (163, 8) Anaxag.
A 1 (294, 8) 42 (302, 9) 84 (308, 46 ff.) 40
Kleidern. 1 (326, 36) Diog. A 16 (330,
16) Demokr. A 93 (367,34) B 14,4
(391, 15) 14, 7 i392, 13) — iv' döxpa-
irc«; Kax6i5€v odoac, Krit. B 25,31 (621,
19). 45
dOTpoXoYC^v. irpuixoq dcfxpoXoYf^crcti
Thal. A 1 (3, 19) vgl. Herakl. B 38
(68, 5).
doxpoXoTi'a Thal. A 10 (8,23; Noutik^
d. Tit. [Thal.] A 1 (3, 13) B 1 (11, 2)
vgl. Phokos 69 (501, 21) 'A(KpoXoT<a
Tit. Kleostr. A 4 (502, 10) d. dveOpov
Aegypt. 60 B 6 (460, 11) Schüler der
Aegypter Oenop. (vgl. auch A 9 S. 230,
28 A 13 S. 231, 14) und Demokr. 29
A7 (230, 11 ff.) der Chaldaeer Demokr.
A 1 (360, 17) TTepi xfi<; AvioKpixou
döxpoXoYi'cK; Tit. Theophr. 55 A 34
(358, 33 vgl. 390, 17) astrologiam . . .
perdtus habere nolas Archyt. Philol.
A 6 (234,23)." Vgl. döxpoXofo^, daxpo-
vo|Li(a.
döxpoXoYtKÖq. a9atpa Gorg. A 17
(548, 29).
döxpoXÖTOc V. Homer Herakl. B 104
(77, 5) V. Kleostr. A 2 (502, 4) v. Phe-
rekyd. A 1 (604, 14) v. Oinop. 9 (230,
27) V. Bion 2 (466, 21) in Aegypten
29, 7 (230,19) 55 A 40 (360,7).
döxpov. syn. dffxi^p Anaximen. A 7
(18, 42. 44) — el fxfi riXio^ i\v, ev€Ka
xüjv otXXuiv döxpwv cuq)p6vn äv i^v
Herakl. B 99 (76, 9) oupavöv . . . iref-
pax' £X€iv aöxpiuv Parm. B 10,7 (123,2)
ciöxpujv Gepuöv |aevo<; B 11, 3 (123, 7)
ircp» xä^ T&v döxpurv xaxuxdxo^ . . .
Archyt. B 1 (258, 8) xfjv TrepixiJuprimv,
fiv vOv ncptxujpcei xd xe döxpa koi ö
nXio«; . . . Anaxag. B 12 (319, 8) xa
ir€p\ xd döxpa Hippias A 11 (581, 26)
aKpixo? daxpujv oxXoq Krit. B 19, 4
(619, 12). Doxographisches s. dcrxi^p.
döxpovonetv 68» AI (499,6) döxpo-
vo^elöeal 1 A 1 (5, 31).
'AaxpovoMia Tit. Orph A 1 (470,5)
Hesiod. B 1 (499,18) (dafür Astrologia)
B 4 (499, 26) vgl. B 5 (500, 1) Demokr.
A 33 (357,40) = B 11^^390, 16) 13 (390,
23) 14, 5 (391, 38) dofxpovoMia lehrt
Theodor. 4(233,10; Hippias 74 A 6
(528, 29) 79 A 2 (679, 12).
doxpov6|io?. 6 dXn6u'<; 68» AI (499,5)
dToGoi 70 A 1 (501, 26).
döxu. |i€Ta Emped. B 112,1 (205,8) k<^
döx€a xrjXeedovxa B 112, 7 (205,14).
daxux{? = eplöoE Lykos 2 (268, 13).
105 AxXavTiK^^ 106
dcTTUTpiMi Krit. B 72 (629, 13). ^x&p Parm. B 8,68 (122, 2) Emped.
douXXÖTiöTo^ V. Meliss. und Panu. B 109, 2 (203,20) Meliss. B 8 (147,8)
Aristot. 20 A 7 (141, 17) neutr. Pitta- Archyt. B 4 (263, «).
k08 73» 3 (622, 16). dTapaE{a Demokr. A 167 (383, 45).
&öuAo<;. (tö eov) träv äauXov Parm, B 5 dxdpßnToq. dtxapßTiToiOi Tipocruiitoi?
8, 48 (121, 9). (nXioO Emped. B 44 (188, 11).
d^JuMMerpia opp. ou|iH£Tp(a Hippas. drapirirö«; Parm. (?) B 20 (125, 16).
4 (30, 11. 18) Pythagor. D 4 (284, 4) D 8 drapTro«;. dxapnöv (biZnoio^) syn. Ö66<;
(288,4. 290,9) Emped. A 86 (169,36). Parm. B 4,6 (116, 24) irpo«; Kep6o<;
daun!U6xpo<;. Kpäoi<; Emped. A 86 (169, to dxapiröc; Emped. B 112,9 (205,16).
23) itöpoi (169, 35). Vgl. dxpanöt;.
d(Jt5)uq)opo<; opp. öiijitpopo^ Hippokr. ^x€ m. part. Diog. B 5 (336,12).
12 C 1 (82,3) oupo(; (xiöv ouMq>öpurv dxeipi^^. dxcip« xo^kOüi Emped. B 143
KOI d0un<pöpu)v> Demokr. B 4 (386, 26) (216, U] dxcipei^ (dOtivaxoi) B 147, 2
vgl. B 188 (420, 1). 15 {216, 2) dxcjpeoiv dxxiveöaiv B 84, 6
döu|Li(pur|(;. MÖpia Emped. A 72(165,2). (196,84) oM^axa dxcipta B 86 (197, 18).
döuv6€X0C- döuvöetuuq (xu)p(ov) xu)p(u»i dxe\eöx0(;. xo eöv ohne xeiÜiches Ende
itpoößoXciv V. Krit. A 1 (608, 12). Parm, B 8, 4 (119, 1).
döuvcxog 8. dEuvexo^. dxeXeüxrjxo?. xö eöv ohne räumliches
döuvrienc;. x*Pov Emped. B 118 (208, 20 Ende Parm. B 8,32 (120, 11).
11). dx€Ai^(;. np»iEia<; Demokr. B 81 (403, 8).
döuvOcxo^ und öuv9€xo<; (dpi8|j6(;) dxcvii^. KaxajuaBelv dx€V€<; Epich. B 4
(Speusipp. nach) Philol. A 13 (236, (91, 21).
32 ff.). 5 X 6 p Demokr. B 223 (426, 7).
douvxcKxo«;. 'AoüvxoKxa Tit. Demokr. & dxcpuiiiQ. x'I'Pov Emped. B121, 1 (208,
A 33 (367, 31) = (389, 26). 88) dxepneöxaxa opp. ^mxcpirecrxoxa
doqiaXi^^. cuXaßn^ ■f'vou xal dotpoXiri^ Demokr. B 233 (426, 16).
Demokr. B 91 (404,2) doepoXeq x6 änpitir] opp. xepiptq Demokr. B 4 (886,
Tivojuevov (öuviöeiv) Pittak. 73» 3 (522, 24) dxcpne^n B 17* (417, 8). Vgl
17) ouK daqpoXea Kxninaxo Demokr. 30 ärep\iiir\.
B 77 (402, 16) 11 ei)0TK(»l doqxxX^oxe- drepu/iri opp. xcptpK Herakl. b. Luk.
pov xf^c; M€TctXoTK()i<; B 3 (386, 19). 12 C 6 (86,41) Demokr. B 188 (420,2).
aocpaXxo^ Demokr. A 99» (468,42). Vgl. dxeptrin.
döximoöuvri Pythagor. D 8 (290, 9). äxt]. 'Axt](; av XeiiLiürva Emped. B 121, 4
döu»^axo(;. Oeo^ Orph. B 13 (477, 18) 36 (209, 2) krfva vcapa b' dxa Chilon 1 AI
x6 öv Mclisa. B 9 (149,1) r\ döiuMaxoq (7, 3) Thal. 73» A 3 (521, 32) vgl. A 2
€v liuxoT? q)üöi(; (Demokr.) C 6 (449, 2) (520, 4) cTfua oto«; BuToxrip Epich.
€Tru<; 6 dfip xoO d. [Anaximen.] B 3 Gn. 25 (94, 14) €kx6(; dxriq ßafveiv
(21, 30). Krit. B 49 (627, 26) dvftpedi xd<; dxa?
tttaKTOc, dvOpuinurv ß{o^ Krit. B 25, 1 40 jüxpä^ epöei Demokr. B 213 (424, 1).
(620,22). dxr]pö(;. juVi xi dxripöv iroietuai Demokr.
dxdXavxoc;. dxdXavxov än&vrm (Net- B 279 (436, 15).
KOt;) Emped. B 17, 19 (178,16). axifio<;. coni. iroXuxi/i»ov (XiSov) [De-
dxatia. trepi xOüvf ivo|U£viuv xfjv d. xt)v mokr.] B 300, 18 (444,29).
dp€xriv (t(v€ö8cu) opp. xd xcxaxueva 45 'AxXdvxcio?. iröXov Elrit. B 18, 6 (619,4
xu)v (licxeiupuAf Phüol. A 16 (237, 24 vgl. 618, 29).
vgl Anm.) d. dvcMUJV Demokr. B 14, 7 'AxXavxiK6<;. ne^ato^ 2ö B 1 (225.38)
(392, 6). vgl Nachtrag.
107 ÄTni? 108
ärtxi<i. Entstehung v. OctoC Anaxi- (407, 1) A 120 (371, 44) 124 (372, 10) —
mandr. 11 (14, 18) v. ve<pr\ Xenophan. X(6o^ und a(6fipoq A 166 (388, 20).
A 1 (34, 16) Ol) 6uvao6ai raq dT|ii(6a<; "Weiteres unter. \bka, vaard, irXftpc^,
cXkciv fxfiv fTlv) Kleidern, ö (327,20.21) d6ia(p€Tov, 6ev, öv.
djißpoöfav tck; äj^ibat; a\<; 6 r^Xio^ 5 äToito?. oübev dTOirov m. Inf. Archyt.
Tpeqpexai Demokr. B 25 (395, 6). B 1 (268, 5) oOk av eauMÄociev cf tk
dT^65 Anaximandr. 11 (14,17) Hip- arottoc; tpaveit] toI^ itoXXot^ Anaxag.
pokr, V. Ch. ö (232, 38) Demokr. A 99 A 30 (299, 19) dTOTrjJbraTOv Demokr.
(368, 29). B 155 (413, 2).
arofio^ (t6 dTOjuov sc. aOüina, 1*1 lo dTpauöi;. xcAeeiv dxpaTC^v {m56u)v) Em-
dxofxo^ sc.ovala?]. xö irept xObv dx6- ped. B24, 2 (182,18). Vgl. dxapitö^.
mjuv böfpia TToXaiöv (l^c&xo") ö5 A 55 dxpcKiic;. ou6ev dxpcKec; Demokr. B9
(362, 18) xu»t CK xf^<; bixoxofifa^ (X6yu)i) (388, 26) ou ji^vxoi ye dxpcxeu)^ fe
axo)Lia 7roii^<Javx€5 txirfiQt] v. Zenon 8|üioiov Diog. B 6 (336, 11).
A 22 (130,46) dxö|Liou(; YPOMMdq Xeno- 15 dxpeiLieTv vom Gott des Xenophan.
krates gegen Zenon A 22 (131, 2) — A58 (37; 977b 17) y. ^fxetpaXoc; Hip-
^K xu»v dx6)Liu)v ouveoxdvai xöv KÖojiov pokr. 14 A 11 (102, 21).
Ekphant. 4 (266,3) — Prinzip (dpxaf, dxp eintet;, (dxpeiuif^) (9e6v) Xenophan.
öxotxeta) Leuk. A 1 (342, 39) 5 (343, (Timon) A 36 (42, 15) dxpc^ic? fjxop
39) 8 (346, 3) (dxo^a) A 14 (346, 2) = 20 Parm. B 1, 29 (116, 11) xö Wv B 8, 4
Bl (349,31) (dx6|iiouO (346,9) — (119,1).
Demokr. 46 A 46 (303,6) 55 A 1 (352, äxpcnileiv. (irOp) oOöcnoxc dxpeiuiSlov
23fif.) A 42 (360, 26) 61 (362, 3) vgl. Hippokr. 12 C 1 (83, 22).
Mctrod. V. Ch. A 6 (451, 27) dxoMa Km dxxixfZciv v. Krit. A 1 (608, 9).
Kcvöv Leuk. A 32 (349,6) Demokr. 26 'Axxikö?. 'AxxiKf^q t^Uioötic; koviÜv v.
A 1 (352, 23ff.) 4xef^i B 126 (408, 18) Lysias 81 A 18 (612, 11) und v. Krit.
B 9 (388, 19) A 49 (361, 17) B 117 A 20 (612, 27).
(407, 2) (xä dxofia) <puötv €KdXouv dxuxetv. dxuxoOdfiv opp. eOxuxoOoiv
B 168 (416,9) A 68 (362, 41 ff.) — Demokr. B 180 (418,11) koi dv^P
Beschreibung, Bewegung auch Leuk. 30 öttou6atO(; dxux€l [Demokr,] B 302
A 1 (343, 6) 6 (344, 10) 9 (345, 12) 13 (446,6) dxux&v <pp6vt|ao<; iaQi Periand.
(346, 41) 14 (346, 9) 15 (346, 18) 16 73» 3 (523, 18) <p(XoK ä-mnodaiv (523,
(346,23) Demokr. A 1 (352. 26 ff.) 37 21).
(359, 9ff.) 38 (369, 34 ff.) 43 (360, 30 ff.) dxuxri<;- dxoxcaxikout; (aiixovx; X^ovxi)
49 (361, 27) 60 (361, 42) 66 (362, 24) 35 Hipparch. 66 C 7 (449, 37).
67 ff. (362, 30 ff.) 132(373,12] Be- dxux(a. iru)? av xk ßäwxo q)4poi Thal,
-wegung nach Epikur A 60 (361, 46) A 1 (6, 6) ^iri xä^ dxux(a<; xctx^w^ (iro-
61 (362,2) Gewicht A 60 (363,5) peüou, opp. xa Ö€inva) Chilon 73» 3
61 (363, 26) 62 (363, 36) vgl. A 47 (621, 21).
(361,6) nepnraXdöoeaeoi B 168 (416,9 40 au. x6xe jiev, xä 6' aö Emped. B 9, 4
= A 58 S. 362, 44) Kosmologie auch (176,1) xot€ \ikv — xoxe 6' au B 17,2
Leuk. A 1 (343, 3) A 21—24 (347, (177, 88) -=: 17, 17 (178, 14) oQe n€v
12 ff.) Demokr. A 82 (366, 26) iuvaxöv — x6x€ b' av udXiv B 100, 20 (201, 9)
etvoi KoO|Liia{av Ondpxeiv axo^iov A 47 oXXoxe |i€v — dXXoxe ö' aö B 17, 8
(361, 9) — Erklärung v. \|;ux»^ Leuk. 45 (178, 5) = 26, 6 (183, 8) (b' av) B 64
A 28 (348, 20) Entstehung d. aioQr]- (189,26) 6 b' *av B 137, 3 (213,86) €v
xai itoiöxnxcq Demokr. A 49 (361, ö' au . . . Krit. B 48 (627, 20) yir\be
18 ff.) 69 (363,3) B9 (388,17) 117 au Zenon B2 (134,4) av Archyt.
L09
I
^m B 4 (263, 8) *au Demokr. B 266
^m (433,2).
■^aiafvciv. up^öv auaivcrai Herakl. B
126 (79, 17).
ai»TaO|u6; i^\(ou Anaximen. A 18 (20,
16).
auT'^- ft'<i t' d-rtXeTou out^I«; (d. Him-
mels] Emped. B 136, 2 (213, 18) atx-
ßpoTo 6aaa . . . äpx^Ti öetjerai aiiyrii
B 21, 4 (180, 1 8) aiiyn diXfou) Ttivaao
ae.\r]vair]c, kukXov B 43 (188, 7) irpöc;
auTct«; i^eXCoio Farm. B 15 (124, 10)
äncöTeTOöev fte ol aiiya^ (sc. i'iX(u)i)
Emped. B 42, 1 (187, 27) kq auTö?
i^eXfou B 115,10 (207,10) xriv . . . bia-
aiT6ipo|Lievr)v Trpöc r\pidi<; avjr\v Philol.
A 19 (237, 40) ~ bei Entstehung
V. tpK Anaximen. A 7 (19, 8) 18 (20,
16 ff.) Pythagor. B 37= (278, 46) C 2
• (279, 29) Metrod. v. Ch. A 17 (452, 6)
döTepat; 6ex<^M^vo"'i tck; änb •rf\<; uTpa<;
dva6u|iii(icTeuu<; au^ct^ Herakl. A 12 (59, 9)
döTparrfic Anaximen, A 7 (19, 7) —
a\}fr\ Eripn ^^vxr\ öoqpujTdni . . . He-
rakl. B 118 (78, 13).
ö i) e d & ri (;. au9d66<; öfKOiov opp. TTpSiov
cTcieiKe^ Gorg. B 6 (557, 14) auGdÖEK;
TTpö^ To cru.uqpepov (557, 21).
au Gl Farm, ß 8, 30 (120,9).
aueic; Parm. B 3,2 (116,13) Emped.(?)
B 154, 1 (217, 5) Demokr. B 235 (427, 9).
aöAcTv Mavedv€iv v. Krit. A 16 (611,29).
aüXriöi«; Epich. (?) B 3 (90, 32).
ai)\r]Ti^q opp. auXr^oi^ Epich. (?) B 3
(91, 2) auXriTd? KiöapiSci und umgek.
Dialex. 7, 4 (647, 3).
auXrjTiKo^. f| auXrjTiKii Archyt. Philol.
A 7 (234, 28;.
aüXi26>.ievoi = KOtfiiu|Licvoi Antiph.
B 68 (602, 82).
auX6(;. Bohre irpriaTf^po^ Anaximandr.
21 (16, 10) 22 (16, 18) Hals cfcXoO iropS-
^6v Emped. B 100, 10 (200. 24) Flöte
Entstehung des d^^zepoc, und ßapoxc-
po? 5x0? Archyt. Bl (260, 6 ff.) T\ep\
auXdJv Tit. Archyt, (?) (263, 20) tibi-
einium als Heilmittel [Demokr.] B
300, 7 (441, 9, ß6|ußuE, öHurdTT] vedxx]
au£r)Oiq
110
Pythagor. B 27 (276, 1) — aviXOiv dvT{-
iraXov ('AvaKp€(uiv) Krit. B 1 (613,17).
a 0 X i6 & ri ?. iröpo? Anaximandr.il (14,10).
auEdveiv, auHeiv. Xöfo? ^o*^^'*' aöEwv
5 Herakl. B 116 (78, 7) aöHci xeOUv 0<p^-
Tcpov biixaq, alOepa 6' aiSi^p Emped.
B 37 (186, 18) luderi . . . <pp4va(; auE«
B 17, 14 (178, 11) 6m6voiov auEriaev
\(rfiopib<i €up€eef<; Archyt. B 3 (262, lÄ)
10 auEei ... €l(; »^6o? ^kcötov Emped.
B 110, 4 (204, 8).
passiv. aXXuj? dXXo d€i aöEcxai
npb? 0 dv f\i i\Xntk<i Herakl. (?) B.126»>
(80, 4) 6 iLi^v oöHcT , 6 bi... <pQiv€i
15 Epich. B 2 (90, 3) au£ii<JeTai opp. eXar*
Tov edxai Zenon B 2 (134, 4} 4k tuiv
övTU)v TtdvTt» aögerai Anaxag. A 46
(303, 33) aOEdv€(yeat Ka\ qpBiveiv . . ,
npoOKptvo|Li€vu)v tOjv irpU&TUJV <JTOl-
20 xefujv Demokr. A 58 (362, 46) — irf\i
TTÖÖcv ai)ir]Qev (to €6v) ; Parm. B 8, 7
(119, 4) Iv r|i)Hii6rj |u6vov elvai hi
TrX€6vujv Emped. B 17, 1 (177, 27) =
17,16 (178,13) aüHxai kv ^ipei oCan?
25 opp. <pe{v6i B 26, 2 (182; 24) —
(KocTjiout;) Tou? |nev aüHeaOai opp. dK-
ludZciv, (pefveiv Demokr. A 40 (360,
13) Yfiv T^v A 96 (367, 48) (to ZOöio)
aöHcaeai bih ttiv irapouöfav toö Oep-
30 |uoO opp. Tpeq>ca6ai, juetoOaOai Emped.
A 77 (166, 47) (to 6ev6pa) A 70 (164,
15) — TO €jußpuov auEdvexai t€ koI
TpeqpeTci Antiph. B 36 (696, 80) vgl.
Einped. A 76 (166, 36) ^uxn €v dv-
35 eptinwi aöSeToi Hippokr. 12 C 1 (82, 6)
y6o<, (Demokr.) G 6 (448, 12) 6 aOHö-
M6V0(; X6to<; Epich. B 2 (90,11). Vgl.
dcSciv, auEriai?.
avix] (opp.) <peop»i) Tuii ^leZovi dirö toö
40 cXdooovoi; . . . Hippokr. 12 C 1 (81,
24) — irepiöffTi i^o^<; Kopiroic; Kai ii\i
avir\i (Ji T^) Demokr. A 96 (368, 2).
avir]a\c, (i;>uxfl?) Hippokr. 12 C 1 (81,
37) 6 ir€p\ ai}i.r\a€tu<; Xöfo? Epich. B 2
45 (90, 9) vgl. oben Z. 37 — (« mÄk;,
cl'öeiiöi<;) rf\t ou|a}i€Tp(ai tiüv irdpiuv
Emped. A 86 (169, 12) 6id toO kcvoO
Leuk.A7 (344,32) 19 (347,7).
111
auo<;
112
auo^. aöri vuxn (?) HeraW. B 118 (78,
18 vgl. Anrn.).
aupiov xÖ€<;, t6 bk xöeq otupiov Skythin.
heraklit. 12 C 3 (86, 26).
aOöTTipö^. XeEiq bei Thrasym. Bis
(676, 5).
^aOrdp nur Parm. und Emped.
auT(ipK€ia. EevtTfdi ßiou auToipKeiov
bib&OKei Demokr. B 246 (428,21) xeXoc;
Hekat. 5ö B 4 (386, 26) = 60 A4 (4ö8, lo
32) Hegeaid. 79 A 1 (679, 7) TTcoi
aÜTapK€(a^ Alexis (?) 60 B 10 (461, 13}
a\)TapKelr\i rpofpf\c, (?) Demokr. B 209
(423, 12).
aurdpKTi^. (püaiq opp. xuxi Demokr. 15
B 176 (417, 16) aOrapKea opp. troXu-
TcXea (Tpdnerav) B 210 (423, 15).
aÖTOuToc;. *auTauTou Archyt. B2 (261,
28) bi ♦auTOUTov B 3 (262,8) auraurö
Philol. B 6 (240, 21). 2ü
aÖTC. vOv «UT€ Xenophan. B 7, 1 (47,
18) Emped. B 131, 3 (212, 8) aUore
)uev — cUXoT€ 6' aÖT6 B 20,4 (180, 7)
6aÖT6 = bfj auT€ Demokr: B 172 (416,
21). Vgl. aO. 25
duTJi (oupirfo?) Parm. B 1,6 (114,12).
XauTCKa Mua. B 11 (486, 16) Demokr.
B 172 (416, 20) u, ö.
auTK Herakl. B 40 (68,10) Parm.B 12,5
(123, 22). 30
oi»Tot€vi^(;. öuvoxi^v [Philol.] B 23
(249,2).
aÖTöKivrjToq. \i>vxr\ Alkm. A 12 (102,
31).
aiiT0KpaTii<;. voO^ aÜTCKparc«; Anaxag. 35
B 12 (318, 7).
aCiTÖiiaToc. aÜTo/iHTU KapnoOTOi (rct
aioxpö xP^lj^aTo) Demokr. B 182 (419,4)
— ^YKXiBfjvaf Tnu«; Tüv Koapov tK toö
auTOjadTou Diog. Anaxag. A 67 (306, 40
13) Tujv KÖöpiuv . . aiTiiuvTai t6 aürö-
jLiaxov V. Demokr. A 69 (364, 29) a bi
Ka-ca TÖ al)T6^aT0v dvai (opp. övciyk*!
u. a.) Demokr. Anaxag. 46 A 66 (306, 9)
XuXoi aüTÖ/tiaroi Kai oük aur. Hipi)okr. 45
12 c 2 (86,39).
^ut6^. kot' auTÖ xdvrfa Parm. B 8, 68
(122, 2) — auTct Top tOTiv raOra Em-
ped. B 17,34 (179, 11) = 21, 13 (181, 4f
= 26,3 (182,25) vgl. B 110,4 (204,8)
— ei . . . €.ir\, ftct auTO ^v cTvai* ev bk
Öv 5ei auTÖ adifia fitr) ix^iv Meliss. B 9
(149, 2) — Tot . . . ditavTwiZovTa aOrcu
aÜToiq Archyt. B 1 (268, 17) oüöev
Tu»v npaYwdTurv oure *auTÜ)v ttoS'
auTct oÖTE oXXu* rrpöc; oXXo Philol. B 11
(243, 10) — ni£0&o<; ovbafxiix; eq äpi9-
ILiöv ernnvel' noX^mov yap . ... töi
(pücrei (sc. aÜTw) t6 ipeöfco:; Philol. B 11
(244, 5) — 6 auTÖc; m. Dativ [Philol.]
B 21 (248, 11) Demokr. B 164 (416, 6)
vgl. unten Z. 24 ff. — Stellung €v auruiv
<jTrie€Cfiv Parm. B 6,6 (117, 18) eKoarov
^e-feQ6<, Ti f-xeiv . . koi äni\£iv auroO
TÖ cxepov ocTro xoO exepou Zenon B 1
(133, 7) oxf^exai aüxOüv axpa CKOxepa
Diog. B 6 (337, 20) . . . el<; r\v a\ nXeiarai
ex Tni; K€q)aXfiq 0uv€xoucfiv auxf^<; (338,
16) — jui'v gebrauchen außer Xeno-
phan. Parm. Emped. Herakl. B 94 (76,
20) Protag. B 9 (540, 6)
Identität, wuxoq 'Aiöt]<; Kai Aiö-
VMOoc, Her»kl. B 16 (65, 2) k^oiuov
x6v6e xbv auxov drtdvxtuv B 30 (66, 20)
xoig auxoT<; |Jox6eiv Kai dpxeoOai B 84
(74, 12) iTOxajioTq xo'i(; auxoiq €|Lißa{vo-
|a€v X€ Koi ouK i)ißa(vo)U€v, eTfi€v xe
Kai OÜK €l|uev B 49' (69, 7) vgl. B 91
(75, 8) 88 (74, 19) A 8 (68, 29) Hip-
pokr. 12 C 1 (86,27) Parin. B 6, 8 (117,
22) ol aüxoi «Teptrouöi Kai eEepTrouoi
Kot oüx Ol aüxoC Hippokr. 12 C 1 (86,
26) xujOxö x^pipi<; dxepij/iri, ■fvI'öK
d-p/uJöiT] KxX. Herakl. b. Luk. 12 C 6
(86, 41) vgl. |Li(o Kai r\ aüxrj [bboc, yva-
(peiuji) Herakl. B 59 (70, 18) xaüxd
epTa2l6|U€vot, xd dYaBd Kai xäq vooou^
Herakl. B 68 (70, 13) — xaurdv x ev
xaüxAi xe ntvov (xö eov) Parm. B
8, 20 (120, 8) vgl. ^v xaÜTuJi jiiifive«
(eedO Xenophan. B 26,1 (50, 22) outtok'
ev xaüxilu ^€vel (6 ^ev, 6 bk) Epich.
B 2, 3. 9. 12 (89, 26 ff.) ev xOüi aOxuii
bk T€ xouxwi Antiph. B 49 (698, 28)
— x6 auxö voeiv Kai elvai Parm.
B 5 (117, 7/ xaüxöv voeiv Kai ouvckcv
iia
dq)tiK€iv 114
y6i]\ia B 8, 34 (120, 1») t6 oütö <ppo-
vl€i irööiv KOI navT( B 16, 2 (124, 18)
^WUTÜÜl irdvTOÖt TlUUTÖV, TÜÜl 6' CTepUJl
Hn ti«ut6v (TlOp) B 8, 57 (122, 1) €Ka-
öTov TÜJv TcoXXüüv eauTüJi rauTÖv Ka\
€v Zenon B 2 (134, 10) — (tö> itp6a-
lunov oÜK€Ti t6 auT6 Antiph. B 49
(599, 17) — Ttövra Tct ovra öinö toO
«iiToO eTepoioöoeaiDiog.B 2 (334, Off.)
— (pa(vfa9at to»^ dKoüouoiv Tct auxct
ö)ioia KOI dvo|ioio ... V. Zenon A 13
(129. 15) ^vavrfa Xlxeiv . . . Tct auxct
irpdTTOVTe^ Tbrasyn».. B 1 (577, 15) —
CK Tüüv aurOüv (vgl. Sp. 111, 48) y^ve-
oem Tuftidcpopa Emped.B 23 (181,24)
TauTÖt Tp{x€^, (puAXa . . B 82, 1 (195,
31). — Vgl.^auToö unter ^luauTOö.
lUTOTpAneZoc; dGavdroK; auroTpd-
neroi Emped. B 147, 1 (216, 1).
ai)TO<puti^. voO(; Krit. B 19,1 (619,8).
auTÖxöiuv, AÜToxOovee; Tit. Pherekyd.
(Athen.) A 2 (605, 4).
.tUTOxeipict. aÜTOxeipilt dist. Ke\€uujv,
H»T^(piui Demokr. B 260 (431, 16).
uuTux;. iM^ b' auTU)^ Mus. B 5 (485, 4)
Emped. B 20, 6 (180, 9) 22, 4 (181, 1 7)
100, 16. 22 ■201, 5. 11) 137, 5 (214,2).
auxaXcoq. auxaXeoi Xenophan. B 3, 5
(46,20).
ouxnv. ^v tOui aüxevi (q[)X€ße(;) Diog.
B6 (338, 10).
«Oxmipöc;. aüxi^npoi v6öoi Emped.
B 121, 3 (209, 1).
•aüXMÖ^. ii €TTO^ßp(a(; auxMÖv TCOtf^öai
Herakl. A 1 (64, 28) coni. tno^ßpia^
Hipparch. 55 C 7 (449, 19j Q^oek; cE
OMßpoio . . Koipiov auxMÖv, f.'E aüxMoio
Ocpefou ^cujaara Emped. B 111, 6. 7
(204, 17 f.) €v Toi<; aüxMot^ fi-pfi<fQat
Tou^ ö€i(j)iouq Anaximen. A 21 (20,
37).
d(paipeiv. pire irpoöxieeinevov |niix€
dcpaipouiievov Zenon A 21 (130,13.19)
vgl. 65 A 136 (378, 24) — Zcüq . . .
ftiöol Kai dq)aip€iTGi (ndvxa) Demokr.
B 30 (397,22) Gocplr\ vuxnv iraediv
d(patp€Txai B 31 (399; 2&/ ouxe ofißpo«;
ouxe dvo^ßpia dq>qipdxai Antiph. B 60
(602, 8) dq)a»poOvx€(; dX^oOmv ujoitcp
dnö öapK&v d<pätpou|iEvoi B 53 (600,8)
xö €X€pov dqpeX6vi€vo<; d|Liq>ox€piuv dire-
tfxcprjöev B 54 (600, 2») — d<peX6|Li€voi
& — ivepjacfdiuevoi Qorg. B 11 (559, 8).
dq>otpcaK OPP- iTpö<J8€ai^ Hippokr.
12 C 1 (81, 37).
d<pav»i<; (dpfiovfa) opp. q>av€pii Herakl.
B 64 (69, 22) xd d. xo1<; (pavepolc;
10 x6K|Lia{pou Solon 73» 3 (521, 15) «k xürv
q)av6püjv xd d(pavea OKenxeaSai oük
€iT(<Jxavxai Hippokr. 12 C 1 (83, 23)
nepi xöiv d. öaq)iiveiav 0€oi cxovxi
Alkm. B 1(103, 23) d<pavt^ coni. oTreipa,
15 &br]\a Philol. B 11 (243. 7) xö mcv elva»
dq)ave^ ^r\ xuxöv xoO 6ok€Tv und um-
gekehrt Gorg. B 26 (561, 34^.
äq)avxo<;. opp. bi\\oc, Epim. B 11 (496,
21) vuKx6(; Pann. B 9, 3 (122, 11).
20 acpap Emped. B 35, 6 (185, 32) 110, 8
(204, 7).
dqpaupö^. ßioxTjv dqpaupi^v x€ . . koi
dXiTOXPÖvJov Demokr. B 285 (436, 22)
d(paup6xepo<; (dvftpö? THpevxo^' Xeno-
25 phan. B 9 (48, 8).
dq)aup6xii<;. vTt dq)aup6xrixo(; (xüjv
aloerjoeujv) Anaxag. B 21 (322, 4).
dipexfn?- öOi)|Lia opp. vieXo€i&6(; v. <je-
Xrivrj Ion A 7 (221, 34).
30 d(p€ibii<;. dq)ei6ü)(; aixtaodjuevo^ De-
mokr. B 159 (414. 5).
d<pU€ta nicht b. Krit. A 19 (612,25).
a<pr\ Erklärung vermißt b. Emped. A 86
(168,34 vgl. 170,23) dTTo6föUMJi xfjv
35 YVAötV XUll X€ 6)LX0IU)l KOI xf^i ä9fii
(169, 32) Erklärung Anaxag. A 92
(310, 25) vgl. auch 65 A 136 (375, 2)
Kai xtüv dXXujv aioöriöciuv iKäart] ä(pTf\
(Demokr.) A 119 (371, 39) vgl. A 135
40 (374, 30. 377, 22) Erkläiung d. Quali-
täten A ]20 (371,43) 135 (376, 20 ff.
376, 27ft. 378,29) ai TCveöeK; koi a\
biuKplöeic^ . . b6o xp6ttoi . . . öid x€
xoO K€vo0 KOI ftict Tf\^ aqpfl? Leuk.
45 A 7 (344, 43) — xeiXetuv dq»^ (Demokr.)
C 6 (448, 22 .
djpi^Keiv. dqjiiKOvxoc; = ftirjKovxo^ An-
tiph. B 16 (594, 86).
115 ÄcpÖapToq 116
aqpeapTO?. KÖCfJioc; Xenophan. Farm . äcppooeXrivot; [Demokr.] B 300, 18 (444,
Meliss. 11 A 36 (42, 37) = 18 A 36 31).
(111,4) Okkel. 3(264,26) [Philol.jB 21 ä(ppoavvr\. mh Trpoo6^xo" Blas 73» 3
(247, 14. 16) — WX^ Pythag. Ana- (523, 4) ä<ppoa6vY]q koX Opdcfco^ ir(|Li-
xag. Diog. 46 A 93 (311, 7). 5 nXavrai Demokr. B 254 (430, 10) —
ä<peiTO(;. 5a{fu«v d<p8(TUJi öoXXtJUv ß{uji = "Aprj^ (bei Homer) Theagen. 2 (511,
Krit. B 25, 17 (621, 6). 26).
ä(pQoyia. Kapniüv äcpQov{r\iai Emped. ä(ppi6f)T](;. äq)püJ&Eq (at)aa) «= ankpixa
B 78 (194, 29). Diog. B 6 (339, 18).
dqpievat. d.\ov ä<p{r]ai (irveOfia) Archyt. lO äq)pujv. tö aqppov (Tf)(; ^tüniiq) opp. t6
B 1 (260, 9) dtptlvTi (fiÖMßoi) (260, 18) qppöviiuov tt^c; Vf^txr]<i Gorg. B 6 (657,
dcpiiaei {■n6\atxoc,) (216, 16) - dwpie- 28).
tieva (ßeXri) i2ö9, 16). d.cpvr]. tuito? *dq)ur)(; ^v XiQwi Xeno-
dq)iKV€iö9ai. dqpiKvelrai k^ toöoOto phan. A 33 (41, 36).
üjöTe Herakl. B 108 (77, 12) e«; ff\pa<i 15 dq)ufi<; €? Moleiiaiv Demokr. B 85 (403,
dcpfterat Demokr. B 295 (438, 6) 6 13).
Mf^öo«; d(p(K€TO Xenophan. B22,ö dqpuoiKo? v. Parm. A 26 (109,35).
(60,11) 6it6öov k€v ix^"^ dq){Koto dxdXKeuToc- ai6oO<; dxaXK€i5T0iöiv ire-
oiKa&e B 1, 17 (45, 5) el«; IxÖpav koi 6«^ Krit. B 20 (619, 20).
Tapaxd^d(piK6a9aiThra8ym.Bl(577,6) 20 dxavTit;. xo^ili' dxave<; Parm. B 1,18
Bcö«; ÖOKCi . . . eiri irdv dcplxöai Diog. (114, 24).
B 5 (335, 22). dxapioretv. dxapiOTi^oavTi Antiph.
dcpoßo^. ätpoßoi €l<; Toü^ dqwSßou^ Gorg. B 54 (600, 20).
B 6 (557, 84). axöeoeai. rpoTreZa laeXiTO«; dx9o]Lievri
(dqpopiOjnöq) conscribere non potuit 2i Xenophan. B 1, 10 (44, 26).
[Demokr.] B 307 (447,2) 'A(poptöno( 'AxiXXeu^ X6yo(; Zenon A 1 (127,2)
Tit. Krit. B 39 (625, 25). 26 (131,37) r\\xo<i Metrod. v. L. 4 (326,
äcpopnr[. Y^iuvuieelöa dq)op|itfi^ Antiph. 23) vgl. 3 (326, 17). Vgl. Reg. 11.
B 14 (594, 28). dxXu<; d|ißXumö? Krit. B 6, 11 (615, 20).
d<ppo6ioidZ€iv Pythagor. D8(290, 20) 30 dxoq. &€iXafuuv Emped. B 145,2 (215,
Dialex. 1, 16 (637, 24) toT<; d<ppo6i0i(i- 22) dvbpefujv B 147, 2 (216, 2) — oi}bkv
touöiv Demokr. B 127 (409, 3). oötuj 5€tv6v, ö jufi eEeXeiv Tf)<; yviumii?
d(ppo6(crto(. dq)po6ia{u;v xpeia Pytha- Antiph. (Bhamn.) A6 (590,31).
gor. D 8 (289, 16 ff. 290, 23) uir€p- dxptio^. äxpeiov tii] elvai €v iijitv
ßcßXrjKÖTet; töv Kaipöv km . . . dq)po- 35 Philol. A 28 (239, 21) xpt^MOTa tzopiZeiv
biaioiaiv Demokr. B235 (427,3) doOe- ouk dxpeiov Demokr. B 78 (402, 17).
voOvTi KOKÖv, ufiafvovTi . . . d^aeöv axupov Demokr. A 165 (383,30).
Dialex, 1, 2 (636, 5) vgl. 1,16 (637,24) dij/uveoc; Bolos (466, 29).
— Erklärung des Namens Diog. A 24 ä^ilc, i\\iov Anasdmandr, 21 (16, 9) oeXn-
(332, 26) 'AqppoifTTi^ = d<ppo5ia{uuv 40 vn^ 22 (16, 16).
Antiph. B 17 (596, 1). äijiuxo^. ToT<; ä\\ivxoi<; |aeTa6i66vai ^/u-
'A<ppo6fT»i Planet Anaximandr. 19 yfic, opp. emjiuxo? Thal, AI (3,30)
(16,4) Demokr. A 92 (367,26) —Vene- vgl. A 3 (7,9) — koi km tiIiv dnJbxuw
ria germina Parm, B 18, 1 (124, 29) (6|Liof evf^ 6^0T€veöi avyayeX&leTax) opp.
'A<ppo6(t»i^ = dq)po6iö{u>v Antiph. B 45 Ziliia, aXoT« Demokr. B 164 (416, 1)» —
17 (595, 1). Vgl. E^g. II. Y^wdöeai rot ßpecpr] d^uxu Diog. A 28
d(ppö(; ToO aYfiCTo? = auepjuo Diog. (332,37). Vg^l. Ijmjjuxo^.
A 24 (332, 24) vgl. d<pptj(i6ti?.
117
^aaxkela 118
ßo9fioei6i^(;. diroxctp<4S€i<; Demokr. B
156 (412, 24).
ßaeo<; V\<i opp. TiXdiTO? Anaximandr.
10 fl3, 34) rn«; ßoiÖTi Emped. B 39, 1
(187, 4) erklärt 11 A 47 (43, 32) — 6
lnf^Ko^ TtXdTo«; fi&Qoc, => awna Gorg.
B 3 (563, 26) (ß(ieo? xv^%f[<l Protag. (?)
B 11 (540, 13) — ß(ieo<; des Parm.
(Plato) A 6 (106, 35).
ßoeu(;. u6ujp Demokr. B 172 (416, 20) lo
ßaöuTcpa q)p4aT0 Hippon B 1 (226, 5)
ßoeuT€pa Q&Xaaaa (226, 7) — ßaeOv
X6tov Herakl. B 45 (68, 19).
ßafveiv. ouK ^iraiiuv okt] ßai'vei Herakl.
B 117 (78, 11) CKTÖ? arri^ ßaiveiv Krit. 15
B 49 (627, 26) 6<; 66öv ßf^tav transit.
Parm. B 1,2 (114,8) — öuv b' eßn ^v
q)iX<5TnTi Emped. B 21, 8 (180, 22) dlb
. . 6Tr' 6l\) eßn B 90, 2 (198, 2) öiiv
trarpffei ißn Antiph. B 114 (606, 28) 20
ßan^ (Tf^) Demokr. B 247 (429, 2) —
Tujv 0(poipiMv eq)' ifiv eKaaro^ (döxfip)
ßlßrjKt Anaximandr. 18 (16, 44).
ßai6^. ßai(S opp. Tct nXetoxa Demokr.
B 119 (407, 24) — ßatörepov opp. 26
TrXelOTOv Parm. B 8, 45 (121, 6).
ßoKxeueiv Eurip. (Orph.) A 8 (471,26).
ßcKXiKÖq. BaKxiKd Tit. Orph. A 1
(470, 1).
ßiiKxo«;. ßoKXoi? coni. Xrivaie;, miörai? 30
Herakl. B 14 (64,19) — ^X<STn<; ßaKXOi
(= KXdöoi) Xenophan. B 17 (49, 15).
BaKxai Tit. PhiloL B 17 (246,5) 18
(246, 11) 19 (246, 18).
ßaXdveiov. ouk ^v ß. XoueaOai Pytha- 35
gor. C 4 (280, 34).
ßoXavoOv. ßaXavurröv dxf\a Parm. B
1, 16 (114, 22).
ßaXß((; = dpxn Antiph. B 69 (602,84 f.).
ßdEt^. cujikIc ßdEiv Emped. B 112, 11 40
(206, 18).
ßdirreiv. €UT€ . . . ßdnTTiiffi d<; u&axoc;
. . . bk^a<i Emped. B 100, 11 (200, 25).
ßaiTTiZeiv. doKÖv ßorrrriaai TcXi^ipr) irveu-
^(rro^ Zenon (?) A 18 (130, 1). 46
ßdpßapo^. ßapßdpouq vvx&c, Herakl.
B 107 (77, 9) ß. auTTPa<paf Hippias
B 6 (584, 21) — ßdpßapO(; tö fiyoc,
V. Pythag. 8 (24, 9) 6ouXeuöO|ii6v "EXXt}-
v€<; ovT€^ ßapßdpwi Thrasym. B 2
(577, 80) 'EXXd&a Tpeuiuv iui toü?
ßapßdpou«: V. Gorg. A 1 (544, 24. 29)
rd Kcrrd tiöv ß. xpöiram (5|ivou5 dmamX
(544, 33).
ßdpo(; (dist. Oxf{ixa, \xi-f(.Qoc,] oük jex^'V
Td<; drÖMOu«; Demokr. A 47 (361, 7 ff.)
pondertbus et motibus (omnia facta)
A 80 (366, 16) — KiveTöGai xd oiGiLiaxa
jitire uTiö ßdpoui; nrjxe nXritfjt; Ek-
phant. 1 (265,32).
ßapuvuixoc;. cv kötxohöi . . ßapuviuxoi^
Emped. B 76,1 (194,16).
ßapö? opp. KoOtpoc;. Erklärung 55 A
135 (375,6) xüöi ßapel xb KoOtpov öu|li-
uiKxov eTvai und umgekehrt Anaxag.
B 10 (317, 27) ßapiixepov x6 MCtZov
Demokr. A 60 (368, 5. 20) 136 (375,
20 ff. 376, 27 ff.) anders erklärt A 61
(363, 25) x6 aüxö ßapiixepov KOi kou-
qpöxepov Dialex. 6, 3 (644, 10) xö koö-
q)ov xüji ßapet jidxeööai b. Homer
Theag. 2 (611, 18) — xd ßapea xdv
Kdxw xÖTTOv, tlx; xtjv y»1v, emöxtiv
Anaxag. A 1 (293, 43) vgl. A 12 (296,
39) ßapu . . . dei (pipeaQai itpö^ xd
^eoov Demokr. A 61 (363, 30) — xö
Xenxöv dnopp^ov dnö xOJv ßapcuiv noiel
xf|v öb\ir\v Demokr. A 136 (379, 14).
opp.. öi6c,. oOk dv elvai dpjnovfav
jafj övxo^ öleo<; Kai ßapeoq Herakl.
A 22 (61,19) — • xfiv ßpaöeTav (kCvtjoiv)
ßap€iav (elvai) Archyt. A 19» (256, 41)
i= xd ßpafteujc; xai döGevoK; (iroxiiri-
Tcxovxa) ßapea B 1 (269, 10) ßapu? »j;6-
<poq, dxoq, q)ujvi^ Entstehung (269, 10 ff.)
ßapelq q>B6rfoi (261, 1).
ßapijxri? xf\<; qnuvf\<i v. Prodik. A 1»
(663, 6) 2 (663, 20).
ßaoavCZeiv (Herakl.) B 58 (70,11).
ßdffavoe; Antiph. B 88 (604, 82).
ßaöiX€{a d. Herakl. A 1 (55, 7) ßam-
\r]lr\ naib6<; B 52 (69, 18) Hepadxv
ßa(JiX€(ov Demokr. B 118 (407,9) TT6p\
ßaöiXr)(a(; Tit. Okkel. 4 (264, 29) Hepi
ßaoiXe{a? Tit. Anaxarch. A 1 (467,36)
2 (458, 7).
119
ßaaiXeta
120
ßaö(X€ia. KiJnpK Emped. B 128, 3
(210, 29) xöovdov Orph. F18 (480, 21
vgl. 20 Anm. 28] 19 (480, 33).
ßaafXciov tiIjv 'Iuivuiv (Herakl.) A 1
(67, 1).
ßa<JiXeu€iv. äfieXeiv toO ßaöiXcuovxoq
im Gleichnis Pythagor. D 'i (283, 7).
ßaaiXc)}^. ßaöiXel<; (^€p)6nuuv Mus.
B 13 (486, 26) - noXeinoc, nAvrujv
ßaoiXeuc; Herakl. B 53 (69, 20) Zevc. io
ßaöiXcijt; Emped. B 128, 2 (210, 28)
'Zei)? . . . ßaöiXcuc; xujv irdvTiuv* De-
mokr. B 30 (397, 22) — ßaöiXeü«; i\
Tupavvo<; €5 dvoufa«; Anoayra. lambl,
82, 7, 13 (635, 3) -rupawoi = ßaöiXcIq 16
bei Homer Hippias B 9 (585, 1) —
ßoöiXei? = l€p€T^ bei Aegypt. Hekat.
B 11 (461, 28) ßaoiXdq in Sparta Krit.
B 37 (625, 7) — ^xifac; ßaaiXeu? Thra-
sym. B 4 (578,8) ßaö. 6 jucf «^ — miktxdc, 20
Dialex. 1, 15 (637, 20).
ßa<TiXiK6<; (Yevoq) Tit. Herakl. A 1 (57,3).
^aaiUc, [Kapbla) (Demokr.) C 6 (448,
29).
ßaöiXfoKoq 6 Kivd6ri< [Demokr.] 6300,7 25
(441, 15 vgl. Anm. 729).
■ßdoi^ der Pyramide (Speueipp. nach)
Philol. A13 (236, IfiF.) d kjövoi; xe-
(ivoiTO napä xfiv ßctcfiv Demokr. B 155
(412, 21) laoöKeXoO^ Thal. A20 (10,16). 3o
ß<iTpaxo(;. s. ßpöraxoi;.
ßaußup e= KOiX{a Emped. B 153 (216,
1 8) — Baußuj orph. Demeterh. 66 B 15*
(479, 11. 13).
ßaqpiKÖ?. ßaqpiKm ßfßXoi [Demokr.] B 35
300, 17 (444, 3).
ßdiHiiq xa^KoO Antiph. B 40 (597, 6).
߀ßaio<;. nrjiev ßcßaiov Oirdpxeiv rf^i
«ptJöei Meliss. A 12 (142, 24) ß. oü6ev,
ei nfj TÖ KOTcGaveiv Y^voiievuui . . . 40
Krit. B 49 (627,25) (n (pucrti;) vikoi
T(öi Tiööovi Km ßeßafu» Demolo*. B 176
(417, 16) — ßcßaiuj.; Parm. B 2, 1
(116,7).
ßeßaiwT)]);. dTTiöTcix; ßeßaiiuTci^ tou(; 45
uoiT]Td<; ttapex^ixevoi Herakl. A 23
(61,26).
ß^ßnXo^. ßcßnXoi Orph. B7 ;47ö, 4).
ßeXovoctöV)^. «xilliiOtTa Demokr. A 135
(378, 17).
ߣXovoTr(X»Xai Krit. B 70 (629, 8).
ßtXo<;. luöiTcp im. ßcXüjv, rd ^ev iöx""
pux; d(pie|ueva -npoöiu q>ip€rai ktX. ,
Archyt. Bl (259, 16 ff.). !
ß € V 6 0 ^ 6ivrj^ evepTaxov) Emped. B 35, 3
(185, 29) vbaroq B 84, 10 (197, 2) ßcv-
eea xoXkoO B 100,16 (201,5) infundo
B94,l (198,24).
ßrjX6(;. XdfiTreöKcv Koxd ßrjXöv (tpOEx;; ■
Emped. B 84, 6 (196, 34). "
ßtiooeiv. TTepi . . . xAv dno v^oou ßrjo-
aovxtuv Demokr. A 33 (368, 12) = B
299' (439, 28).
ß{a. <i'(; . . . ßi'rjt; 'HpoKXei'n«;) Epim. B2
(494, 25) irpo^ ßi'av EupuöBeuJi; (yjku')
Krit. B 16 (618, 10) — uitö ß(ri<; drro-
Kp(v€xai (ZAia) Hippokr. 12 C 1 (82, 8)
xouxuiv . . . dircKpivoiaeviuv uiro ßdiq
xe KOI xaxuxi^xot;. ßi'rjv öe »] xaxuxfjq
noiet AnaxajT. B9 (317, 13 f.) uTr6 x€
xoO itvcujiiaxoi; eiXou/aevov kci utrö xifi<;
ßi'ac; Antiph. B 29 (596, 11) — MOGr,-
xd<; dvGpunrou^ ■xf\^ ßia<; (vgl. ßiäoGai)
xaüxnc, (Demokr.) A 151 (381, 1) —
ßlai \ir\hky irpdxxeiv Kleobul. 73» 3
(620, 15) epYO \i.Y[ Trpdaö€iv ßCai Krit.
B 25, 10 (620, 31) x6 ß{ai ^cEai xoöxo
6iKai6xaxov Dialex. 3, 11 (642, 11).
ßiäööai. liTiöe ö€ ßidöGu) Parm. B 1,34
(llö, 16) \iir\bk 0€ . . . ßiiiocxai Emped.
B 4, 6 (174, 15) — ovpu iTrrtov ßiaöct-
MEvou (Demokr.) A 151 (380, 48) —
nei'öat; Xoße, \xy\ ßiaddiuevoi; Bias 73» 3
(523, 8,.
ßiveiv. iroXXd ß. &uvaö9m [Demokr.]
B 300, 19 (445, 13).
ßioMnxavo(; Antiph. B 41 (697, 7).
ßidq. xa»i oöv xdHuui ovojia ßi'o? (= ßi6<;)
Herakl. B 48 (69,2).
ßfa?. ßi'ou 6aX€9ovxo<; ev aK\xf\\ Emped.
B 20, 3 (180, 6) ireptppnTM'ivi ß^oio B
20, 5 (180, 8) ba\\io\tc, . . naKpaiuivoc;
XeXdxaai ßfoio B 115. 6 (207, 11) bai-
\x\uv dqpGi'xiüi edXXuJv ß(uai Krit. B 26,
17 (621, 6) — ß{ov ex€»v sein Aus-
kommen haben Epich. Gn. 45 (96, 13)
121
ß\a߀p(5i; 122
vgl. imip ToO Koö' rmepav ßfou i<; Tf|v
£uU0T>lv Antiph. B 49 (Ö99, 8 vgl. 14).
TÖv €K€(viwv ßiov T€Öveunr€(i Herakl.
B 62 (71, 2) ^q)6öiov m^Tiötov eüacßn*;
ß. Epich. ön. 18 (Ö3, 21) ß(o<; XotiöMoö 6
KäpieiaoO öeiToi [Epich.] B 66 (98, 17)
— oTov ß(ou Xaxövre? aitiuvct Kaptroöaöc
Emped. (?) B 154 (216, 27) vgl. (217, 1)
Qf.ivj Ka\ oi)pav(uJ ß{u» kui ckvOptwnfvu)
dpX(4 (6eK<4(;) PLilol. B 11 (243, 5) lo
Zihuxrv ßbu dpiBno^ Pythagor. B 27
(275,29) — ß(oq dtvumaXoc; D 6 (286,1)
— T^v 6€iup(av ToO ßi'ou T^Xoc; elvai
KOI TT]v ÄTTÖ Taiirnc eXeuBepiav Ana-
xag. A 29 (299, 13) vgl. TeXoq. — 15
ßfou (Jurrrip{ri Demokr. B 43 (399, 12>
oiaiv 6 rp6ixoc, €UTaKTO(;, ToijToiai
Km 6 ß. euTuxTo^ B 61 (401, 6) k6ö|üIO^
öKTivri, ß{o^ trdpofeo? [Demokr] B 116
(406, 16) K6<J)ao<; dAXo(uJ(Ji<;, ß. iju6- 20
\»lijii(; (406, 18) Tct nXcTöTO. €v ß. . . .
ölvbipKdr] KOTieuvti B 119 (407, 25)
napä iTcivTa t6v ß. iDv tüftüviiTat (öA|na)
B 159 (413, 30) TU)v ToXairnjupouviun'
Tou<; ßiou(; 0€U)peeiv B 191 (420, 17 25
vgl. 421, 7) zitiert v. Hipparcb. 55 C 7
(449, 47) bKÖaa ß{ov dXruvei B 223
(426, 8) ouv€i6i^0ei ri\(, cv tüji ß(ijui
KaK{mpaT|Lio<juv»i<; B 297 (438, 13) v6ao<;
ßfou (oiKou, öKiiveo<;) B 288 (437,9) 30
Elend des Lebens Hipparch. 55 C 7
(449, 14 ff.) — eu8u)Li{rj ßfou avnfi€rplr\i
B 191 (420, 10) oÜK öXiToq Kf^paq 4v xuii
ß(tm öiidöeai (421, 11) vgl. Hipparch.
C 7 (450, 2), ßioTTj — äptOTOv töv ß(ov 35
6i<St€»v ii)<; nXelaxa cuOujirieevTi De-
mokr. B 189 (420,3) vgl. TTcpl eviOufiia«;
Hipparch. 0 7 (449, 6 ff.) ßfo? dveopra-
axoc, öbbi dnavö^KeuToc; B 230 (426, 8)
EeviTcfn ßfou oÜT<ipK€iav bibdöK« B 246 40
(428, 21) 6 vöjioi; ßouXerai eue^Y^Teiv
ßfov ävepüLmiuv B 248 (429, 4) Eu^x««-
p€€iv TttTöi Karä tov ßfov a.v6.fKai<;
B 289 (437, 14) — ßfoi; napembr]nla
Hipparch. 55 C 7 (449, 7) ßpaxuTOTO(; 45
(449, 6) ßpaxu<; Protag. B 4 (537, 32)
TÖ )xi\KO(; ToO ß. (eoiK€) V)^epal fiiäi
Antiph. B 60 (699, 19) — 6üo oöof
Prodik. B 2 (667, 20 ff.) irpocXecTtu 6
ßfo^ ei^ TÖ Trp6öe€v Antiph. B 49 (698,
18) £UKaTiTföpr]To<; itö^ 6 ß. B 51
(699, 28) dva9eo0ai utoncp itcttöv
ouK eOTiv B 52 (599, 27) t6v ira-
p6vTa ß. oü Zwaiv, d>? erep^v xiva . . .
ßioioÖMevoi B 53» (600, 7) anders Hip-
parch. 65 0 7 (450,10) — (V) uaföeuöi«;)
edXXei ftiä iravTÖq toO ßfou Antiph.
B 60 (602, 8) — €ptJUT€(; . . . iravToIoi
ßfou Krit. B 15, 1 (617, 2) dvepumiuv
ßfoq (dTOKTO^, eiipiiiObriq) Entwicklung
Krit. B 25, 1 (620, 22 ff.) öOev . . touc;
q)6ßou<; . . . KOI tck; dvi^dei^ tü»i raXai-
iriupuji ßfwi B 25, 30 (621, 18) — xd
ixkv v6aov, xd bk ßfou nouci (qpdp-
jiCKa) Gorg. B 11 (659, 13) — |uv<4^a . . .
Xp)^oi|uov, e^ xdv öoqpfav x€ koi €<; xöv
ßfov Dialex. 9, 1 ^648, 15). Ygl. ßioxn,
ßfoTO^, ßioöv, li\v, Z{ur{.
ßlOT»]. dvori)aov€^ ßtoööi ou x€piröfj€voi
ßioTf^i Demokr. B 200 (422, 11) xöv
xf^<; ß. xp<5vov ^v . . . q)6ßoiq xoXamui-
peouöi, ijieufeea nepi xoö ncxd riyv
T€X€uxfiv |uu6oirXa<Jxlovx6q XP*^'-"^*^ ^
297 (438, 18) — fWiboKtiv xP^u^v dv-
öpuinfvrjv ß. dq)aup»iv x€ coOoav Kat
öXiTOXPÖviov TToXXf^ioi Kfjpffi ovixne-
(pupMtvnv ... B 285 (436,22) — dvon-
pLo\e<i oO&ev' dvftdvouöiv ^v oXjii xf\i
ß. B 204 (422, 20). Vgl. ßtoc;, ßfoxo?.
ßfoxo<;. xö 6f] ßfoxov KaXeoum Emped.
B 16, 2 (177, «) dpfaXea<; ßioxoio . . .
KcXeueouq B 115, 8 (207, 14) ß. dv-
epi/inujv itXdvn Krit. B 16, 8 (617, 0).
Vgl. ßfo?, ßtOTTl.
ßioOv. oqppa fiiv T€ ßiuKTi Emped. B
15, 2 (177, 0) ~ Tcüö? dpiaxa ßii&öoi-
fiev; Thal. A 1 (6, 7) ßioöaiv ou xcp-
uonevoi ßioxf|i Demokr. B 200 (422,10)
^PYaJIö(i€voi lug d6\ ßiwaoMevoi B 227
(425, 20) Ttapa<JKeudtovxai lix; cxepov
ßfov ßiiuö6|j€voi Antiph. B 53* (600, 8).
ßXaßepoc;. neutr. opp. ffUMq)epov De-
mokr. B 237 (427, 18) ßXaßepöv dKpo-
aia Thal. 73» 3 (522, 6) ßXa߀pd conL
KOKci, dviu9€Xea opp. xd^add Demokr.
B 175 (417, 12).
123 ßxdßn
124
ßXdßri opp. uj<p^\tiöi<; Diog. B 2 (334,
IG).
ßXäE avOpiunoc; Herakl. B 87 (74, 17).
ßXdtrTeiv. ßX^Tixei opp. UKpcXei (troXu-
lxaQir\) Anaxarch. B 1 (468, 1. 2) ßX<i-
irrouai (MetdXa) Demokr. B 113 (406,
10) passiv. ouT€ TtXeov ouxe IXaoöov
ßX(4Trr€Tai Antiph. B 54 (600, 27).
ßXaartiveiv. ßXaffrdvouai coni. GdX-
Xouöi (itdvTo) Philol. B 13 (244, 18) lo
feevftpeo . . eßXdöTTioe, ävepec;, xuvaiKeq
ktX. Emped. B 21, 10 (181, 1) KÖpöoi
. . . eßXddTTiaav B 67, 1 (190, 7) upö^
Toli; äpKTOi^ äppeva ßXaOTfjöai (dies
Wort authentisch?) Farm. A 63 (112, 15
47).
ßX^OTTjaK opp.Tce»i>KMenest.4 (219,32).
ßXaaro^ opp. ^iZa Emped. A 70 (164, 24).
ßXaffqpTjjui'o. Xofou ßXaoqpii|LitT]i De-
mokr. B 177 (418, 1). 20
ßXevva Prodik. B4 (671, 8).
ßXeireiv. t6 . . . ßXaßcpbv QewpeOaa t6
ibiov 0U|uq)€pov Ol) ßXen€i Demokr. B
237 (427, 14) ßXcTtiuv irpö? ttiv dinoi-
ßi^v B 96 (404, 11) vöiui diKotitüv kw 25
pXeirwv (baipuuv) Krit. B 25,18 (621,6).
ßX^arpiZeiv. ßXriarpiZovTe^ Xenophan.
B 8, 2 (48, 4) eßxyjarpirov Xenophan. (?)
B 45 (53, 14)
^6oKr\na. iv ßoaKniuatftv coni. xpuawt
Demokr. B 171 (416, 15).
ßoußiöv [Demokr.] B 300,10 (442,13).
ßouYCVT^^. dv6pöirpu)ipa Emped. B 61 , 2 '
5 (191, 11).
ßoÖKpavO(;. dvöpoqpuf) Emped. B 61,3
(191, 12).
ßo«5Xeö0ai dist. ^in6u|ueiv Prodik. A 14
(566, 28) nai^ olov av ßoüXriTai De-
0 mokr. B 277 (484, 16) ötuji dv ßo\j-
Xiuvrai Krit. B 33 (623, 1») — m. Inf.
ßoijXcöeai €vip£tv Demokr.B 118 (407, 8)
ßoOXcTai cwoclaöoi Diog. B3 (335,9)
äfüQh bib6vai Antiph. B 54 (600, 28)
(ßouXöiLievoq) aeo toü? yänov^ elvai
Pherekyd. B 2 (508, 11) to?<: ßouXo-
fjevoK (eEa)LiapTdv€iv) Thrasym. B 1
(576,27) ۧouX6MTiv i^etaax^w] (576,
17) — et Tivi ßouXo^ievu« Demokr.
B 173 (417, 3) — ßoOXerai opp. irpdo-
öei B 68 (401, 21) 6 ßouX6|uevo<; (d6i-
K€tv) opp. ö dbiKüJv B 89 (403, 20)
dafür kQiXeiv B 62 (401, 8) ßouXerai
opp. öüvarai B 248 (429, 4 vgl. 6)
elneiv öuvoufniv 5 ßouXonai, ßouXoi^Tiv
h feel Gorg. B 6 (557, 11) töv ßouXö-
^€vov opp. TÖV buvd|i€vov B8 (558, 11).
ßouX€»}€lV. k&V . . . Tl ßOUXeUIIK; KttKÖv
Krit. B 21, 22 (621, 10).
{ßX(tov) blitum Emped. A 72 (165,14). 30 ßouXi^. v6no<; koi ßouXrj neiQeaQai kv6<i
ßotiOcIv Tot; «piXoiq [Demokr.] B 302
(446, 36).
ß69po(;. ßdöpoi allegor. Pherekyd. B 6
(Ö09, 26).
ßd^ßuH (auXoO) Pythagor. B 27 (276, 1). 35
ßopd. öx^''^^*' ^PT« ßop«^ Emped. B
139, 2 (214, 4).
ß6pßopo(;. ßopßdpuii xaipeaQai Herakl.
B 13 (64, 15) sties caeno lavari B 37
(68, 2). 40
ßopeaq, ßoppa<;. ßoplai -npd&poiiioi
Demokr. B 14,7 (392,31) ßoppdv trvelv
B 14, 8 (392, 45). Vgl. Reg. n.
ßdpeioi; (opp. v6tio(;). xot ßdpeia lüyiu-
efivai Emped. A 68 (162, 36) irenriYd- 45
TUJv hxa TÖ KaT€ijiöx6ai rdic, Kpufiolt;
Leuk. A 27 (348, 17) rd ß. aKpara De-
mokr. A 96 v367, 47).
Herakl. B 33 (67, 18).
ßounXcupov Xdxavov Lykon 6 (268, 23) .
ßoO<;. dpoTfjpo? dtrexeöeai Pythag. 9
(24, 47) ßoOuv cirdöavT dponipiuv Em-
ped. (?) B 154b 2 (217, 28) ei xApac,
€xov ß6e<; . . . Xenophan. B 15, 1. 3
(49, 5. 7) hoves Her«kl. B 4 (62, 10)
ß. Toiiiai und evopxoi : K^para Demokr.
A 164 (381, 37) vgl. A 155 (381, 44)
'Apdßtöi (382, 2) — ßöiv Xaßdvri auTuii
öcpdEai . . . (KoXöv) Dialex. 2,11 (639,1).
ßpabüq. TÖ ßpaftOTOTOv opp. tö toxi-
öTov im 'Ax»XXeu? X6to? Zenon A 26
(131, 38) ßpaölujc; opp. TaxO Archyt,
B 1 (259, ») vgl. (260, 10. 261, 2).
ßpaxiiüv. ßpaxiov€C €uvi&€? dijuwv Em-
ped. B 57, 2 (190, 8) coni. OKk\r\ (De-
mokr.) C 6 (449, 1).
I
125
ßpaxuXoretv v. Krit. AI (608,8).
ßpaxuXoTia v. Gorg. A 20 (649, 29)
concinnitas A 31 (551, 16).
ßpaxuTTic coni. ß(4po? [rf\c, ep,uriv£(aO
V. Herakl. A 1 (66, 16).
ßpaxu^- ^'^o<;. Protag. B 4 (537, 32)
ßpaxetai xe koi h\ öXf^ou (Tiftovai)
Demokr. B 235 (427, 4) TcpvK (427, 9)
— ßpax^a ßniLiaTa Sieben Weise 73=* 2
(519, 27. 31) — Korrä ßpaxu oXXuui dX-
Xaxoö (eiprirai) Hippias B 6 (584, 19).
ßpecpoc- Bildung Emped. A81 (167,10)
dvairvon A 74 (165, 21) djuviov B 70
(193, 14) xeXeioOaeai *v CTträ eßöo-
Hotöiv B löS^i (216, 19) TevvööBai äijjuxa
Diog. A 28 (332,37) mixpr] Mn-nip ßpe-
<p€UJV (Demokr.) C 6 (448, 42) — tou^
vöv avSpiüitou-; ßpeq)il)v eirtx^tv toEiv
Emped. A 77 (166, 1). Vgl. eußpuov.
ßpexeiv. tx\y •xf[v ßpexeööai Anaximen.
A 21 (20, 35).
ßpÖYXO<i ^^^ q)dpuYH Demokr. C 5 (448,
27).
ßpovTii. dir€iXf\<; evCKC Pythagor. Cl
(279, 19) fteivct KTUTitiiiaTa ßpovTf)^
Krit. B 25, 33 (621, 21) — Erklärung
{tonitruum sonora miracula) Thal. A 19
(10, 1) Anaximandr. 23 (16, 21) Ana-
ximen. A 17 (20,11) Herakl. A 14 (69,
17) Anaxag. A 1 (294, 8) 42 (302, 9)
84 (309, 47 ff.) Diog. A 16 (330, 14ff.)
Leuk. A 26 (348, 13) Demokr. A 93
(367, 33) Metrod. v. Ch. A 16 (461, 47).
ßpöraxot; (= ßöTpaxot;) Xenophan.B40
(62, 16).
ß p 6 T € 1 0 (;. ßpOTeCn ht^tk; Emped. B 2, 9
(173, 2ß) ööEac; ßporcia? Parm. B 8, 61
(121, 12) Kpouvw^a ßp. Emped. B6,3
(175, 10) ßpoxeiui xpot B 100, 17 (201, 6)
ßpoxituv McXeuJV B 20, 1 (180, 4).
ßpoTÖ^. öcoc; dvxi ßpoxoio Orph. B18
(480,30) vgl. B 20 (481,11) ßpoxoC He-
siod. B 1 (499,20) Xenophan. B 14, 1
(49, 2) (€i66x€(; od&^v) Parm. B 6, 4
(117, 17) 8, 39 (120, 18) Emped. B
16, 4 (177, 8) ßpoxuiv 66Ea(; Parm. B
1, 30 (116, 12) TviuMn B 8, 61 iX22, 5).
Vgl. Bvnrög dvepumo<;.
taXcö*;
126
ßpoxn> ßpox^i*; ^ntKpdxeia Demokr. B
14, 8 (392, 44).
ßpoXMwftn«; Demokr. B 133 (409, 16).
ßp6xo(; dfKOXri Demokr. B134t409, 17).
5 ßpüJOK;. ^in ßpuGaEiJtv koi tt6(T60iv xat
ä<ppo&tai'otatv Demokr. B 236 (427, 8)
danach (?) €iri ßptdoto^ xai tr6öio<; Ka\
dqppo&tcrtiuv Dialex. 1, 2 (636, 4).
ßueö^. ^v ßu0u)i 11 dXi^eeia Demokr.
10 B 117 (407, 4).
ßü ff öo ;. ßüffcriui Emped. B 93 (198, 17).
ß UJM 6 (; Xenophan. B 1,11 (44,26) Em-
ped. B 128,8 (211,2) xaOxov öioitit-
xfjv KOI ßu)^6v Archyt. A 12 (263, SO)
15 ßu))i6g s= irCp €v (jeffufi Philol. A 16
(237, 16).
20 TO 8. fC-
yala s. yf^.
Yciciv. X(pofipO(; \i.o\ir\\ "^aixtxv Emped.
27, 4 (183, 26) = 28, 2 (184, 4).
ydXa. d)^ 6' 6x' öiroq "f&ka XeuKÖv k^6\ir'
25 q)u»ö€v Emped. B 33 (185^ 8) luötrcp
Y<iXaKX05 öppöv xoO (xi^jlotcoc, ^KKpoue-
o9ai xö ftdKpuov A 78 (166, 26) Ent-
stehung von miov aus aijLia B 68 (193, 7)
öpviöoi; t'iXa x6 ^v xolg luiotc; X€uk6v
30 Anaxag. B 22 (322, 20) = Alkm. A 16
(103, 8) KdXXioxov el kl aOxd^ ÖTiXaiv
iiiifftnliix6 xiq [Prodik.] B 11 (673, 6)
€ptq>0(; €<; -^iX etrexov Orph. B 18
(480, 31) 20 (481, 11) — -^iiXa oOpdviov
35 Parm. B 11,2 (123,6). Im übrigen s.
faXaS(aq.
YaXaEia<; (kükXo^) Entstehung Parm.
A 37 an, 13) B 11, 2 (123, 6) Pytha-
gor. Oinop. 10 (230, 37 ff.) Hippokr.
40 V. Ch. 6 (232, 41) Pythagor. B 37«
(278, 42) Anaxag. A 1 (294, 5) 42 (302, 6)
(Demokr.) A 80 (308, 26) Demokr. A
91 (367, 15) Metrod. v. Ch. A 13 (451,
43) — Entstehung von t^Xio^ und ac-
45 Xi^vn Parm. A 43 (111, 36).
*YaXia [Demokr.] B 300, 7 (441, 21 vgl
Anm.).
XaXeöq Bild für die ursprüngliche Ent-
127
ToXf^
128
stehuDg der Lebewesen Anaximandr.
30 (17, 29).
TcXf^. xfKTeiv Kcxä t6 otöim Anaxag.
A 114 (313, 10).
taXi^vrj def. Archyt. A 22 (257, 7). 5
Y a M ß p o ?• TOMßpoO iiiiTux*«v, 6.ioxu%dtv
Demokr. B 272 (433, IC).
YOtiielv. fanci Tr\Q6^f Akusil. B 21 (615,
15) f «IMOTO Euovujuiiv . . Kp6vo<; Epim.
B 19 (497, 9) (i^ 0apTnX»a) nXeiaxoKi lo
€Y»l|LiaTö TU>v feta(Trj|LiOT<iTiuv Hippias
B 4 (584, 10) — TOM€lv €K tuiv ö^omv
Kleobul. 73» 3, 18 (620, 20).
Y(5no^. 'ßK€avö<; . . . ^ple fa.^olO Orph.
B 2 (473, 31) von Zeus und Chthonie 15
Pherekyd. B 2 (608, 7. 8) aio (d. i.
Chthonie) tou«; fa^ovc, cTvai (608, 11)
— Y- öiaipct TÖ ^v KOt troiet iroXX<4
Emped.BllO (203,29) t- äpie|u6<; Py-
thagor. B 4 (271 , 8) -fa^ov irapaiTeiTai 20
V, Demokr. A 170 (384, 15) ^a\xov(;
€UT€Xel^ iroioö Chilon 73^ 3 (521, 21)
TToXXouc; uapaKoXeiv iva noXXoi öuvei-
bwai Hekat. A 6 (468, 33 ff.) -f&nwv Km
TuvaiKÖq imQvnr]aaruii Antiph. B 49 211
(698, 13) |Li€ta(; äfwv tompc ÄvBpuiniui
(698, 16 ff.).
faimi/uuvuE Demokr. A 157 (382,16).
^Totp. ei m tap Herakl. B 16 (64, 23)
KOI Yöp Anaxag. B 1 (313, 33) 2 (314,4) 30
Demokr. z. B. B 182 (419, 4) 266 (432,
14).
Toariip. *TOKä<; appcvo^ yaaTr\p* Em-
ped. B 67,1 (193, 1) Trjv f. ireTTOucav
B 61 (191, 3) — oöoi äitb faarpbc, tck; ;<6
Vjfcovä^ itoieovxat Demokr. B 235
(427, 1) TCöT^pec; äpfai Epim. B 1
(493, 80).
^fk (dor. fa). o y« Emped. B 28, 1
(184,8) 129,6 (211, 18) rj fe B 114, 2 40
(206, 8) Ol T€ B 128, 4 (210, 30) -
Tni Yc önni B 12, 3 (176, 29) — t6
Y6 iixfj €Öv Parm. B 4,7 (116,26) t6 y^
^qöev Meliss. B7 (146,7) t6 y£ ne-
pi^Xov Anaxag. B2 (314,0) t^I. B 3 45
(314,16) 4 (315,0) — ooöa Y€ Emped.
B 23, 10 (182, 8) — Ol» Mevroi y€
dxpcKew^ Y^ önotov Diog. B 5 (336,
10) — enci 6€ y^ iPhilol.J B 21 (247,
26) ev Tü»i aCirOüi be. y« Antiph. B 49
(698, 23) — Tourri^ y' ^po • • f f^^ t^dj-
MTl<; Demokr. B 191 (421, 9) CTTUXpc-
X€fr]<; Ye oü6€)Liiä(; eivexa B 278 (436, 0)
— 6 Ya KÖXaiuoq Archyt. B 1 (260, 18)
Km ndvxa y« Mctv Philol. B 4 (240,15)
6 Y« Möv äpiQ\i6q B 5 (240, 18) nX^ov
Y« in öxi (241, 4).
YtXäv (eiTi) opp. öXocpupcööm Demokr.
B 107'' (406, 16) i-xiXa nAvra v. De-
mokr. A 40 (360, 20). Vgl. fiXwc;.
(YcXoioq) ridieulum Herakl. (?) B 130
(80, 18).
YeXuj<;. y^^i"T0(; dEi'iuv irotvxtuv x«i»v ^v
dvepaiitOK; Demokr. A 40 (360, 20) vgl.
A21 (365, 24 ff.) vgl. YeXäv. oirou&nv
6ia(p9eip€iv y^Xu)xi, YtXiuxa oiroubf^i
Gorg. B 12 (559, 2S) jiicxpiov YtXwxa
Krit. B 6, 17 ;616, 2«).
YtMfio (Buchstabe) Demokr. B 19 (394, 7).
Ycved. tKXTit ev y^vcöi Orph. Bl (473,
26) dv6pannuv Y^vef) koi q)öXov Mus.
B 6 (485, 6) — Y^ved, ex»i xpiaKOvxa
Herakl. A 19 (60, 44. 61, 8) xöi xoi
dpie^u» Ycveäi Philol. B 11 (244, 6).
YeveaXoYi'a- revcoXoYfm Tit. Akusil.
A2 (512,9) Blff. (612, 21).
Y€v€aX6Y0<; v. Pherekyd. (Ath.) AI
(504, 14).
Y€V£0Xio(;. TTepi y^vcöXi'ujv Tit. [De-
mokr.] B 306 (446, 46).
Y€V€iov Demokr. C 5 (448, 24).
Ycvcctk;. allgemein, xfjq YCV€a€u»^
Ttaxepa^ 'ÖKcavöv koi TnÖiiv 1 A 12
(9, 11) Y€v€öi<; e€u»v s. eeot; — opp.
(p6opd. eE djv i^j y^vcök • • • > «ai xfjv
qjSopdv elq xaOxa y;\veaQax Kcxa xb
Xpcüiiv Anaximandr. 9 (13, 7) Erklärung
10 (13, 30. 32) xp6vo«; iliq ibpiaiicvri?
tf\c, Y^ 11 (14, 2) tvo ^)^Ö£v ^XXefuTji i\
Yev€öi<; i\ liqpiaxaiLievTi 14 (14, 29. 34)
vgl. 15 (14, 46) — nach der Sintflut
ir(4Xiv~ apxeöGai xf|<; y^v^ö^wc Xeno-
phan. A 33 (41, 40) opp. dKmipmoi?
Herakl. A 1 (66,22) Y^veaiv (Kcxä 66-
Eav) dno6i66vai iteipäxai xOJv övxujv
Parm. A 7 (107, 11) dvcTXev y- Ka\
I
129
(pOopdv A 26 (109, 18) 29 (HO, 18) nach
teveai? direößcorai Ka\ aToiOTO? 6\6-
0po<; B 8, 21 (119, 18) f. koi öXeOpo^
Tf^Xe ^TrX(iixerioav B 8, 27 (120, «) vgl.
Paraphrase zu Meliss. B 1 (143, 29)
rfjv y. ou irpö(; oüö(av toTc ätöfotq koi
TU)i ovTi flfv^adai Emped. 20 A 5
(138; 976b 9) nÖTcpov ou noioOoiv i\
iToioOöiv f-, oi)Qkv bei öiordTciv Py-
thagor. B 26 (276, 12. 16) oirfKpfoeK;
Kai 6iaKpi<j€i^ eia6.fOvai, feveonc, bk
Ka\ qpSopä? ou Kupi'w^ Emped. Ana-
. xag. Demokr. 21 A 44 (160, 41) f. Karä
eKKpicriv flveaQai Anaxag. A 46 (303,
19) B 13 (319, 17) ftidKpicnv €laf)T€v
dvT\ f. B 10 (317, 19) T- ouK dvaipei
Leuk. A 7 {344, 20 ff.) al t- koi a\ bia-
Kp{<T£l^ 6U0 TpÖTTOl (344, 42) f. KOt
(p6opa 6iaKp(a€i koi ou^Kpioei Leuk.
(Demokr.) A 9 (346, 16) fiy^atv avve-
X»ö<; ouoav A 10 (346,23) Xifei xf^v f.
(= tnjfKpiötv Tiliv dr^ptüv, opp. hi6r
KptcTt^) (JuX\iiß6T]v nepi xOüv alaSriTurv
(JwiLiaTuuv dirdvTUJv (Demokr.) A 37
{369, 28) CK ToO |jfj övTo<; oük clvoi
Yevcöiv A 67 (362, 36) — boir\ ÖvtitOuv
fiveaic, boir\ b' ävc6\ei\vK Emped. B
17, 3 (177,29) vpiiirx] äpxn ei? ^£T€eo<;
öTiYMT^ . . . (Speusipp. nach) Philol. A
13 '236, 19) 6 Ai6vuöo(; rnv utpdv koi
öcpiafiv ^TTiTpoireuei Teveoiv A 14 (236,
34) — aiTiov voö^ Anaxag. A 41 (301,
10. 12) 48 (304, 14) 6uo airiac; y«v£-
aewc,, 6Ep^6v Koi i)-xß6y Arcbel. A 1
(323, 16) — t6 treptVetov luepo^ ^v du
TO xf\c, q)iXo>i€Taß6\ou feveaeiuc, Philol.
A 16 (237,23) vgU t6 m^v (toO k6(Thou)
vu» Ka\ i|>uxö? *äv6iK{uua, tö bk ycvl-
aioc, KOI ijjuxa^ [Philol] B 21 (248, 8)
k6(T|jiov evepY€iav öeijü re koi f€via\o<i
[»Kreatur*) (248, 8).
im besonderen. KaKiZ^wv rriv
Teveoiv Herakl. B 20 (66, 14) f. =
e(ivaT0(; B 21 (65, 18) t^vcok; ZtiGiuiv
Xenophan. A 42 (43, 10) f. ävSpuiniuv
€E ^Xfou Parm. A 1 (106,36) vgl. B 10
(122, 18) TOI? irpaiTa^ f. tiIiv Ztfiiujv
Ka\ qpuTWv mi6a|üiu)i; 6XokXt^pou<; . . .
Diels, Frafm. d. Torsokr. III .
Y€VVriTIK(5^
130
Emped. A 72 (166, 1) oOx ^ oMa
€v€Ka Tf^^ f€v€ö€tu<; Aristot. gegen
Emped. B 97 (199, 22) — '0<piov€U)?
teveoiv Pherekyd. A 11 (507, 18). Vgl.
5 fi^weadai, 9eop<i.
TCveTJ^. iK Tev€Tf^(; Xenophan. B 8, 3
(48, 6) diTÖ fevtrf[<i ävBpiunou (5pxo-
Moi) Krit. B 32 (623, 10).
Ycvlxup (v€<peu)v) Xenophan. B 30, 5
10 (61, 12).
T€VTiTÖ5 8. f{-fv€aQau
Yevvo. Y^vvov (toO WvtoO Parm. B 8,6
(119, 8) TJXiKa Y^vvav (Elemente, gleich-
geschlachtet = gleichalt vgl. dpxn) Em-
15 ped. B 17, 27 (179, 4) — (&)... 6i^-
Xouoi ^(iXtOTa Y^vvni T€ Kpi^oet t€
B 22,7 (181,20) Yevvav eopY« B 22,9
(181, 22) oqjiöv aOrujv iroSeovra qpfXrjv
im Y^wav lKeö8ai B HO, 9 (204, 8).
20 Yevvaloc;. irdöeuöivAntiph.B 60(602,7).
Y€vvaiÖTii(;. rpöirwi YCwaiÖTrjxa (eHeiO
Bias 73» 3 (623, 11).
Yevvdv. Xi'ieii . . . epa(T(5TTiTa y^vvöi
Demokr. B 196 (422, 2) — tö Yewf^öav
25 itpdiTov apiöTov Tt9eaöi Pherekyd. A 7
(606,27) Ycvedv, ^v iDi xpdvuii Ycvvuivxa
irapex« töv il auxoO YtT^vvrmlvov 6
Yewiioa«; Herakl. A 19 (60, 44) twi
YCwnöavTi iroT^pi xal brmioupYtln
OQ [Philol.] B 21 (248, 12) — Yewöoeai
trdvxa Karä tojkvujöiv koi äpafiuoiv
Anaximen. A 6 (18, 24) deum gigni
A 10 (19, 19) Ycwdöeai eeou? (im Tri-
meter) Xenophan. B 14, 1 (49, 2) xXf^MO
35 Tilit YCvvufMevtui napinJui koi fieXXovn
Demokr. B 148 (411, 13) few&aQai in
doxograph. Überlieferung häufig, vgl.
Doxograph. S, 733.
Y€vvii€K. m^Seo Emped. B 29, 2 (184,
40 12).
Yevvrioi?. 6tirXoOv T(i»v y- XP^vov Em-
ped. B 69 (193,9) planiae habent genc'
rationcm A 70 (164, 37) — al6olov . . .
Ycwi^moc; (dpxctv öO|iafvei) Philol. B 13
45 (244, 16) ir€p\ Ytwi^oeu)«; Vorschriften
Pythagor. D 8 (289, 8). vgl. (290, 16).
Y€vvtitik6<;. Y€^>"1TiKd rm) irupö? De-
mokr. A 93 (367, 35).
5
ISl
Y6V0?
132
Tcvoc ei^i ZeAi^vrie; Epini. B 2 (494,
23) TTUifte^ 'ApföTUJvoq . . . fivoc, Krit.
B 75 (629, 22) N\ih)aia tü -fevo? Hip-
pias B 4 (584, 8) — äoi&dwv y- Xeuo-
phau. B 6, 4 (47, 14) enpÜJV äyporcp'juv
Y. Emped. B 9, 2 (175, 21) evriTUJv y-
B 124, 1 (209, 35) — odöfai - dbr\
- Y€vn [Demokr.l E 300, 18 (444, 36)
Tot Y- '^'^>'^ 6vo|uaTU)v Sti^ipei Protag.
A 27 (535, 16) vgl. A 28 :.'>35, 20) C 3
(542, 36 ff.) fevY\ TröXeiuv (?) II 'ppiaa
A 2 [579, 14) anders A ll (581 30i --
oü^'tv biKUiov . . . ev Tiiji vöv Y^^ei
Krit. B 12 (616, 26).
Yfpotvo<;. Y^pccvoi Y^pavoK; (cruvaYeXd-
ZovTai) Demokr. B 164 (414, 33).
Yepapöv rpanela Xenoplian. B 1,9
(44, 24).
Yepaq. (Xöovi'rji) Zaq yf\v fipac, bihöi
Pherokyd, B 1 (507. 21).
Y€pu)v. eüxapi«; Demokr. B 104 (405, 7)
6 Yepujv veoq eYevero kt\.B295 i438, o)
Ycpovxa vouBereTv = veKpov iarpeueiv
[DeiKokr.] B 302 (445,31) Y^povrec;
Hiipoi Kai üvaioÖr^Toi flippen A 11
^224, 28) Y^pövTUfv druveairi opp, v€iwv
cüveOK; Bemokr. B 183 (419, 8).
Y6uea9ai (en' eAaTTov) Demokr. B 11
389, 21).
Yeöai<; Erklärung Emped. A 86 (108,
34) Auaxag. A 92 (310, 25; Diog. A 19
i331,13) 22(332,16) Tovqxv^ov<; irpix;
xfjv Ycöaiv dirobftujöi Demokr. A 133
■373, lü) vgl. A 135 ,377, 22; feöai^
zur öKOTi»! Yvw<Ji<; gehörig B 11 ^389,
18). Vgl. xvpLoc,, \v\6(i.
rfUJYPa<P''n Demokr. A 33 (357, 41) ==
ß 14 393, 3).
f€.u)br\ii. feyiibeic, 900611; cv tu» töitcvi
Ttuv ddTfepuiv Anaximen. A 7 ,18. 45)
ou)]LiaTa öuiirreptqjcpoiicvu A 14 ,19, 37)
<Jikr\v;-] Philo!. A 20 ^287^42) Anaxag.
A 77 (308, 12) YeOi'öe^ im Wind Em-
ped. A 64 (163, 14).
Yeu)]Lit-tpri(; v. Theod. v. Kyr. (233,7.
21). Vgl. -^eiuyierpia.
Yeuj,u€Tp{a d. Aegypter 60 B 6 (460,11)
Schüler Thai, A 1 (3, 31) 11 (8, 32)
Pythag. Demokr. Oinop. 29 A 7 (2iJÖ,
16) Demokr. A 1 (250, 25) — Mamer-
kos 4, &^ (23, 27) =^= Hippias B 12 (585,
11) fewutxpiac^ uroTbTtuiöiv cöeiEev
6 Aaaximandr. 2 (12,18) Tf]v irepi avxi\v
i^ikoaocpiiy cl(; oxf(|ua naibeiuq c/.eu-
Gepou neredTriöev Pythag. t^ (23, 27)
== 45 B 1 (269. 44; vgl. B 3 .270, 23)
andere Ceometer Anaxag. Oinop.
io Hippokr. v. Ch. Theodor. Piaton Leo-
damas Archyt. Thoait. (270, 1 if. vgl.
difc Verweise daselbst) gcometriain . . .
penäus haherc notas u, a. Archji;. und
Pbilol. A G (234, 22;. itepi fan^rplac,
15 coni. dpi9jUJüv, OipaipiKüq föacpfj ftid-
Yv( .'Jtv irapföiuKav; Archyt. B 1 (2ö8,
10) d ödeinei d fi^iu^ieipia, dTcoötf-
Hia«; a AoYicTTiKä äaTeXei B 4 (2o3.8) —
riepi Yt'iJuiiteTpin.c; Tit. Demokr. A 33
•IV (357, 38] = B 11'" 390, 11) — y- lehrt
Hippias 74 A 5 (528, 29) vgl. 79 A 2
(579, 12) 11 581, 25) B 12 (585,11).
Yeiu,ueTpiKÖ<;. ijeonietricain artem per-
spica/ii scnau invenit Thal. 71 A 5 i505,
25 33;. (d XoYiffTiKd) TÖc; -^eyu[x(^-zp\Kb.c, ev-
ctpYetJrepw TtpaYHßTtiieaOat h. BeXei Ar-
chyt. ß 4 f263, G) reu;|LieTp.KU)v . . . Tit.
Demokr. A 33 (357, 38) = B 11» (390,
12) reiuiaerpiKov (358, 6) Druckfehler
,iO vgl. • Nachtr. Kiyrjöiv öpYoiviKfiv 6ia-
YpdmaoTi Y^iJ^I^^TpiKuii TTpoöriYaYe Ar-
chyt. A 1 (250, 41] xbv TeTpaY«JVla^6v
TÖv 610 TÜ>V T|Lir]udTWV Y^^^^xpiKoö
biaXOaai, xöv b' "Avxiqjojvxoc; oü -^^xu-
io ^expiKoO Aristüt. zu Hippokr. v. Ch.
3 (231, 38) ^ Antiph. B 13 i593. 14 iF.)
— Y€">M€fpi'^n dp|aov(a Pliilol. A 24
(233, 11) vgl. Pythagor. B 15 (273, 14]
Y. [i^aörqc, Hippas. 15 (32, 11; (|ii€üa)
40 Archyt. B 2 (261, 13. 18).
YeuipY^a. TTepi y- T'*t. (Archyt.) A 1
(2.50,33; de re rustica Demokr. Ar-
chyt. (?) S. 264,5 vgl. 45 D 6 i285, 16 ff.)
TTcpi YCUjpYiot^ r\ feujpYiKov Tit. (vgl.
45 Nachtr.) Demokr. A 33 (358, 6) = B 26f
(396, lö) YewpYia dYa96v, kukov Dialex.
1,4 636, 10, . . . T€\6xd<; tiüv YeojpY'«?
KoXujv cHattxei Prodik. B 5 iö72, 1).
I
133
jtivpfiKoc,. PeuiptiKÖv Tit. Deznokr.
A 33 368, iy, ^ ß 26^ (3%, 15) vgl.
Naclitr. TTepi Y^tupTi'^'J'Jv Tit. Andro-
tion 80 B 118 (606,30).
ffiüpTo^. Tüü^ (Joqpouq; lUTpoi'^, yeuip- 5
YOU<; Protag. A 21» (533, 3).
fi\ (yal«). Göttin. Tai' eupuöTCpvoc;
Entstebung He.siod. 73 B 2 (513, 6) vgl.
20 A5 ,138; 975» 12 ri\ ouö' 'Afip oü6*
Oupavör, i^v Orph. A 12 (472, 9. 17) 10
friv . . . otpxnv Tf^<; öXri<; Ttv€ft^ tujv
GeOJv B 12 (476, 22. 24) Tn "■ Oüpa-
voq (476, 36 Aom.) B 8 (475, 9] 13
(478, 2 ff.) 17 (480, 14; rrpaTOTÖviui rf|i
^laxpl Orph. B 21 481, 16) raiaVf^Tep i»
Earip.46 A20" (298,24) A 112 (312,39)
vgl. unten Z. 44 terra mater (Epioh.) B
62 ;97, 17)- Miimp AegjT)t. 60 B 7 (460,
33) XBoviTii övofxa ^t^veTO Vf\, k'nixhr\
amf\\ Zä<; yH'^ T^pa^ ötbol Pherekyd. 20
B 1 (507,21) vgl. A 8 (606,29) 9 (507,
2. 5) 10 (507, 10; Tf\ auf dem qpöpo?
B 2 (508, 9) — €l ^ tn 0€6(; €öti,
0e6? (€i|m) [Epich.] B 64 lOO, 6) —
= "Hpn Emped. A 1 il53. 33) 33 (159, 25
17. 25) B 6 il75, 9; = 'Ai6ujveu<; A33
(159, 14 vgl. 159, 10 Anm.) = 'EXevrj
(bei Homer) Metrod. v. L. 4 (326, 23).
Vgl. oupavö^. Weiteres s. E^g. 11.
Element, üreprung des Le- 30
bens. ouöei;; iiEfujoev utroBeöOai \i6-
VTiv 6ia t6 6u(ja\\o{u»Tov 50 (327, 44)
vgl. 51 A 5 (329, 18 — dpxai u6u)p
KOI Yn Orph. B 13 477,5) ytJ koi ubwp
irdv-ra Xenophan. B 29 .'51, 5) yö^I«; 35
Te KOI uScTO!; eKY€v6|i€ö9a B 33 (51,
20) €K Y«'1<; itdvTU, ti(; yhv Trdvxa t€-
XeuTui B 27 i50, 25) vgl. A 32 41, 20)
33 (41, 30) 3G (42, 25) terria gentis om-
nis j>eperit et rr^umit denuo Epich. 40
Enni 52 ^97, 17j y^ Mev €\c, fäv, irv€0|ia
6' avuj Epich. Gn. 9 (93, 19) vgl. terra
corpus mentis ignis Epich. Enni 48
(97, 7) Tot |Ltev fK Yoiia^ (puvT €1? -^oiav,
Tct 6' im al0ep{ou ßXaOTÖvra YOvt^<; el^ 45
oupdviov irdXiv f^X9€ ttoXov Eurip. 46
A 112 312. 47) vgl. auch Orph. B 17
(480, 14) v6Kp6<; = xdirpo«; ■» y^ =
Tn 134
0€6(; i Epich.] B64 (100,6) vgl. unten
Z. 27 ff. — TTÖp Yfl (<P1&<;, (TKÖTO^ OTOl-
X€ia Parm. A 1 (105,33) 7 (107, 15) 24
il09,27) 34 (110,44) 25 A 6 ,221,31) y»^
(Hiuxpöv) = \u\ ov Parm. A 24 (109, 15)
55 A 42 (360, 27) — viertes Element
Epich. Enni 49,97,9) Emped. AI (163,
31) (terra) A 21 (166, 33) 28 (158, 6)
30 (168, 28) 33 (169, 11 ff.) 37 (160, 6)
(qpüoei KoV Tuxn») A. 48 (161, 9) (Yota)
B 17, 18 (178, 16) 6K 6' ain? Trpopeouöi
öeXuMvd T6 Ktti (TTepcwnd B 21, 6 (180,
20) ö6aTo<;, yo^I?. aiöcpo?, r^cXfou Kip-
va|i€vu)v B 71, 2 (193, 1 7) yt) in veOpa
A 78 (166, 5) ööTä (166, 7) 1^ <pX6E ixd-
eipa mvuvea6»ii<; xux« Y^'l^i ^ 85 (197,7)
Yafiii Y«>av 6rt*imcme\i B 109, 1 (203,
19) vgl. A 86 (168, 12) xötöv für -^
B 37 (186, 18) 76, 3 (194, 18) 96, 1
(199, 17) 98, 1 (199, 81) 1'48 (216, 7) —
irOp, Y»lv, depo un^eexo Ion A 6 (221,
31) — Yfl? noXX*i(; ^veoüari^ (in ou^i-
\x\iic, ndvTurv xp»lM«TtMv) Anaxag. B 4
(316, 21) — dpxT] Tiliv öXwv Archel.
A 9 (324, 45) — dagegen: p^ nicht
Element Meliss. B 8 (147, 10) Diog.
B 2 (334, 10) — Entstehung v. Idria,
dvOpumoi, Ö€v6pa aus yH Emped. A
70—75 (164, 70 ff.) vgl. B 57—62 (190,
7 ff.) facta animalia decidentibus e
caelo in iarram seminibus Anaxag. A
113 (313,7) vgl. 112 (312,41 f.) 62 (305,
41) Archel. A 1 (323, 21) 4 (324, 18)
Pherek. A 6 (506, 1) Protag. C 1 (541, 24)
Akus. B 28 (516, 8) liyv yi\v ujcJtrcp äy-
Y€»öv n Turv cpuoinevurv üiroXafißdvov-
TO^ MITCpa irpooaYopeOoat Aegypt. 60
B 7 (460, 33; Tf|v y^v auroiai qpövai
iToXXd T€ KOI TiavToia Anaxag. B 4 (315,
12) vgl. Sp. 138, 35 ff. Yeve(Ji<; dvepai-
TTiuv €K YnC Zenon A 1 (127, 5) y**!«;
Xaßeoöai (touc; dv6pu>Trouq) Y^voiuevouq
iKOvou^ eauTol^ ßor|9etv Anaximandr.
30 (17, 29) — fOiia<i xe Kam'vou x' ck-
Yovov (Kcpafiov) Krit. B 2 (614. 13).
Entstehung. Ttporrov uYpdv Ana-
ximandr. 27 (16, 41) vgl. Diog. A 17
(330, 22) aus di^p über öfeujp Anaxi-
135 rf\
136
men. A5 (18,14) vgl. A6 (18,26) 7 (18,
39) 8 (19, 13) 9 (19, 17) €E dcpoc; Ka»
■jivpbc, öUjLntatflvai Xenophan. A 47
(43, 34) Entstehung aus iröp über u&iup
Herakl. A 1 (56, 26) 5 (ö8, 21) Qak&a- 5
or\<i tö )Liev f\yna{} ff\, xb bk f[^xiov rtpr]-
öTT^p Herald. B 31 (67, 8) vgl. Hera-
kliteer 53, 2 (342, 27) Verwechslung
Herakl. A 5 (58, 15) — nd»(; yato . . .
djpiur^eriaav flfveaQai Parm. B 11, 1 lo
(123, 6) aus är\p (?) A 22 ,109,1) vgl. unten
!Z. 33 — o\)b' air\c, Xdaiov txivo<; (6te(i€-
xai) Emped. B 27, 2 (183, 23) il djv bf\\'
^TCVOVTO . . . yalA re xai Trövroc; . . . B
38,3(187,1) &idKpiöi^A49(161,24ff.) 15
al6np fiaKpfiioi KOTci yß6va öucto ^i-
Zaic^ B 54 (189, 26) ■jr\c, iöpdira G<i\aö-
tfav Böö (189,27) vgl. A 49 (161,32)
66 (163, 19 ff.) t^l ößpiöTO noTcmiiv
^KßoXat^ . . . Emped. (?) B 154 (217, 7) 2o
empedokleisch auch (Orph.) B 16 (479,
31) — TÖ |Ll€V TTUKVÖV KOI ÖlCpOV . . .
ffuvexu'priöav €v9o vöv (f\ fr\) opp. tö
TTpöcTU) TOÖ aiöepoc; Anaxag. B 16 ,320,
12) vgl.A62i30ö,39) ^x TujvvecpeXwv 25
uöuip diroKpfveTat, €k 6e toö uöoTOi;
ff[, €K xf\<^ Tf\<i ^^Öoi B 16 (320, 20 ff.)
vgl. A 45 (303,13) tö u5ujp biet xf\(; fi\(;
ftir|9o<5n€vov äX^upöv YiveTOi t&i exciv
TVJV YHV TOlOÜTOUq X"MO^? ^v auTf^i 30
Anaxag. Metrod.v.Ch. A90 (310,6) —
Entstehung aus üöu>p Archel. A 1 (323,
19) 4 (324, 8) — aus di^p Diog. A 6
(329, 24) 9 (329, 43) vgl. 1 (328, 38)
Austrocknung d. t]\»o<; A 18 (330, 34) 35
vgl. Archel. A4 (324, 15) — f'^v Tpi^T«
ToO ööaTO? Metrod. v. Ch. A 20 (462,
19) — aber: öoKel . . , ii uöoto^ ff^
Kot \{0O(; YfvcaOai Melisa. B 8 (148, 8)
oÜTC (puTÖv eK Tf^q Y^l? «pOvai ... €1 40
jLif) ouTU) öuvföTaTo waxt TOUTÖ clvai
Diog. B 2 (334, 16) — ff\ iv. KÖßou
Pythagor. 32 A 15 (237, 10) f^ K»5ßo^
21 B 96 (199, 8) — aus Atomen Leuk.
A 1 (343, 13) (kotuj, wie Anaxag.) 45
A 17 (346, 37) 24 (347, 88) Demokr.
A 1 (352, 27) npÖTepov tuiv a<JTpiuv
feviaQai A 40 (360, 16) — ouöe tap »1v
falr\(; nf.Oo<; öfxqpoXö^ oitbe 6aKaaor\^
Epim. B 11 (496, 20).
Vernichtung, kot oXCtov ttjv
■Xf\v eiq Tfjv QaXaaaav xujpciv Xeno-
phan. A 32 (41, 16 oTov KaTev€xee1oa
€i? Trjv GdXaTTOv ■nr\\6i Yevr|Tai, elTa
irdXiv apxeaOai Tf^^ f^veaeux; A 33 (41,
40) — Tfjv ff^v x^aQai kl f\(; xb öftujp
iffvcöOai Herakl. A 1 (öö, 27) Q&Xaaaa
öiaxecTci ... €l<; töv aiiTÖv Xö^ov,
6Koto(; itpöaGev i^v f\ feviaQai yf\ {xb
irOp) B 31 (67, 10) vbenoc, e6.vaxoc, yi\v
T€ve<J0ai, CK jf\(; bi vbwp ylvexai B 36
(67, 19) Zf^i irOp TÖV fr\c, edvoTov ktX.
B 76 (73, 7).
Kosmologie. ff\v niaryv KetoBai
(Thal.) 11 A 47 43, 36) Anaximandr. 1
(11, 39) 2 (12, 18) Parm. A 1 (105, 33)
Emped. Anaxag. A 88 (309, 27) (töv
KaTUj TÖTTov iitioxctv AIS. 293, 43
widerspricht nicht) Archel. A 4 (324,
10) — irpiüTnv Xenoph. A 47 (43, 36)
— anders Philol. A 16 (237, 18) 17
(237, 29) Pythagor. B 37 ^278, 6. 23 ff.)
37a (278, 38) — Y« (öq)a{pa(; ouimo)
PhiloL B 12 (244, 0) — €<p' uöcto^
Thal. A 12 (9, 4) 13 i9, 22) lucT^ujpov,
|ii€veiv Anaximandr. 11 (14, 5) 26 (16,
36) Anaximen. A 20 ^20, 28) (Demokr.)
Parm. A 44 (111, 41, Emped. A 67
(163. 36 ff) vgl. A 36 (169, 40) 49 (161,
26) Anaxag. A 42 (301, 32) Archel. A 4
(324, 9) ävexo)LievT]v Otrö toO üiroKcifi^-
vou depo^ Anaximen. Anaxag. De-
mokr. (309, 28) ^Ttoxeicfeai ti&i dipi
Anaximen. A 6 (18, 24) drip = t*)?
öxTi^a Diosf. 0 2 (341, 6. 7. vgl. 13)
vgl. A 1 (328, 28) — 6oK€Tv T\pe^clv
Xenophan. A 47 (43, 31) kot dpxä<;
TtXdZ€(j9ai , iTUKvujO€iaav kaxaaxf\vai
Demokr. A 95 (367, 45) aber dxel06ai
irepi TÖ ^iiaov öivoujuevrjv Leuk.
A 1 (342, 38) KivcTöeai koto kOkXov
Philol. A 1 (233, 33) vgl. A 17 (237,
29 21 (237, 46) Hiket. 1 (265, 20) Ek-
phant. 1 (265, 35) 5 (266, 6] 45 B 37
(278, 6 ff.) buo, TouTriv koi tt^v dvrf-
xeova Hiket. 2 (266,26) vgl. dvTfxewv
I
137
— f*lq dtrÖKpiöK; di^p Parm. A 37 {111,
12) — aöTpa Bevregung Anaximen.
A 1 (17, 38) 7 (18, 46) 14 (19, 40) Ur-
aprung Anaximen. A 6 (18, 28) xp^-
cp€(T9ai ^K Tf\<i dtro t*1? dvaGumdöeiu^
Herakl. A 11 (59, 2) vgl. dva9ufi(aöK
— r\kwq V)Trfpie!Li€vo<; "^aiav j diriOaX-
■muv Xenophan. B 31 (51, 16) Kpuirrc-
ö0ai Tov riXiov utro xuiv xf^q xf\<i u>|"l~
Aoxepuiv nepüjv Anaximen. A 7 (18,48)
Verhältnis zu Ti^ioii öeX'lvrj Anaxi-
mandr. 21 (16, 9 ff.) 22 (16, lo) [Ana-
ximandr.] 1 (12,1) Emped. A 56 (162,
25) d(p' VimOjv dvdxaat(; A 50 (161, 34)
Entfernung von tiXio^^ aeKr[vx\ A 61
(163, 2) dq)iKveta6ai npöxepov x6 dito
^Xiov <pü)<; eic, xö jACxaE»}, npiv . . . ^tri
xfiv T*\v A 57 (162, 30) vuKxa tatet x{-
Br]a\v u<p»axa|U€voio rp&eooiy (sc, iiX(ou)
B 48 (188, 81) ^lUKXtef^vai xov oupavöv
Km ouxuJ<; xöv rjXiov km xf^^ y^? iroif^-
cai <p(u<; Archel. A 4 (324, 14) — itep\
Yttiav d\U)|Li€vov dWoxpiov <pu>(; (acXr^vr])
Parm. B 14 (124,6) danach xuKXoxepeq
'jr€p\ Y^iav eXiöocxai dXXöxpiov qtdjc,
Emped. B 46 (188, 13) dTT€OKv(q)ujO€ bk
ira(ri<; xöaoov ooov x' eupo^ . . . ^)lvr1(
B 42,2 (187, 28) aieepia yrS — «Xi^vri
Pythagor.B 37 (278,37) x6 MCxaßdAXov
drei» xdi; acXi^va^ MCXP* "^a? T««; [PhüoL]
B 21 (247, 26) ctkXiök; Leuk. A 1 (343,
23) 27 (348, 16) Demokr. A. 96 (367,
48) vgl. k6o^u><; — V^X^v • • • noxe bk
ht xoi^ Ortep xt)V friv xöiroi? elvoi
Pherekyd. B 8 (510, 3) (6a(nove(;) dva-
(Jxpeqpovxai 6toiKOÖvx€(; xd Koxd xfjv
fflv Emped. A 31 (158, 43) növxo^ ^
x6ovö(; ovba<; direirnjoe (&aijiova<;), foia
€c. tt\)fa<; i\e\lov B 116, 10 (207, 16)
primtts intellezit ostenditque codi cum
terria soeieteUein Demokr. A 17 (354, 36).
Gestalt u. ä. Anaximandr. 1 (11,
39) 10 a3,23) 11 (14,6) 25 (16,34) Ana-
ximen. A 6 (18, 26) 7 (18, 40) 14 (19,
43) 20 (20, 27) Parm. A 1 (105, 33) 44
(111, 39) Anaxag. A 1 (294, 2) 42 (301,
32 ff.) 47 (303, 48) Demokr. Anaxag.
A 87 (309, 20) Archel. A 4 (324, 15 ff.)
TnpaX€0(; 138
Diog. A 1 (328, 28) Leuk. A 26 (348,
14) Demokr. A 94 (367, 41) B 16 (393,
10) — keine Erklärung Herakl. A 1
(55, 47) — ff\<^ "iicTpoc; dvuj napd rco<S-
5 otv Kdxu) k<; dncipov kveixai Xenophan.
B 28 (61, 2) vgl. A 32 (41, 19) 33 (41,
29, 46 (43, 24) 47 (43, 35) 20 A 6 (140;
976» 32) dagegen Emped.B39, 1 (187, 4)
vgl. 11 A 47 (43, 32) — t»1<; k<»^
10 6aXd(TCr|^ itcpfiicxpov Anaximandr. 1
(12, 6) Tfl^ Tr€p(o6ov 2 (12, 19) vgl. ol-
KöU|Li4vil — x6 irepiexov xfjv t^v 'ßK^a-
vov eTvai <puaiKo( 26 B 1 (226, 2).
Brdbeben. Thal. A 14 (9,29) Ana-
15 ximandr. 28 (17, 9 ff.) Anaximen. A 7
(19,8) Anaxag. A 89 (309, 32) Demokr.
A 97 (368, 3) 98 (368, 8) Metrod. v. Oh.
A 21 (452, 22) (xö nOp) Kotov xrjv t»^v
. . . TPUTtdviov iroiel Antipb. B 30 (596,
20 16) vgl. B 31 (596, 16) — noXXd cvepOc
ou&eo(; irupd Kofexai Emped. B 52 (189,
14) vgl. A 68 (163, 43).
VerschiedeneB. möxov t^ dm-
öxov e&Xaaaa Pittak. 73» 3 (522, 17)
25 (dveiüoi) em -^aiav 6pv»5|n€voi Emped.
B 111, 3 (204, 14) <ir€0uiv Kqtxd toflav)
dvaoxpeepoiuai B 119,2 (208,21) — (mb
ff(v oIkoOvx€(; Antiph. B 47 (698, 5) —
ßprjoxpßovxcc; . . . dv' 'EXXdöa ffiv Xe-
30 nophan. B 8, 2 (48, 4) dvftpi <To<pd»i
naao yi\ ßaxn Demokr. B 247 (429, 1)
•ffiv TrXeföxiiv ^Tr€irXavr)<jd|unv [Demokr.]
B 299 (439, 12 vgl. 13) — %pvahv ol
StZrilucvoi Y^v noXXrjv öpuooouöi He-
35 rakl. B 22 (66, 21) — Vj nCeipa oCi6cv\
Hu|j<p€p€i q)uxu)i Menest. 6 (220, 4) ter-
rae euUm Anaxag. B 20 (321, 14) xfjt
ff^i olov dv xK xö Gtiipua ^vap6<ini,
xoiaOxo xd €K<popaAntipIi.B60(602,4).
4fr Vgl. ata, x^iöv.
YnT£v»i(;. 'ApTO<; AkusU. B 13 (614, 14).
fr\Qoa{>yr\. Piieoauviiv = <t>iX(iiv Em-
ped. B17,24 (179,1).
Y«^ivo5. xf|v öcXt^viTV Anaxag. A 42
45 (302, 4).
Yiipaiö?. V6ÖV KOI f. xaiixd Herakl. B
88 (74, 20).
■^r]pakio<i Xenophan. B 1, 18 (46, 6).
139
T^pa?
140
ff^pf»^. fi^pao^ a\Kap Empefl. B 111, 1
(204, 12) f7\paq rmepa<; (Emped. ?) B 152
(216, 14) epavoi ev Tfji T^ip'^ti (xeKva)
Thal. 73» 3 (522, 4) €v rr^i Y»ipai oo-
<pi<xv (KTf^aat) Bias 73» 3 (523, 10) y^- 5
po.^ Kol Ttäv rb |a€iov)aevov o.uoiov l*y-
thagor. 0 3 (280, 2; — <(ivTi) Tnpao<;
edvoTOV öeSoiKoxe^ Demokr. B 205
(423, 2) ^T^pao(; (Ta'<ppoöuvii ävGoq B
294 (438, 4) 6 veo(; u&r/vov ci e<; "npc-; i"
ÄqpfEexai B 295 (438, 6) ff\pac, öXokKt]-
poc. Tr^ipwöK; B 296 (438, 8) ,\6yoi ol-
KxpÖYOoi €Tt\ "HP«? Thrasym. 74 A 26
(535, 9) vgl. 78 B 6 (578, 18. 24) nihil
habeo quod accuseni seneclutcm Gorg. 15
A 12 (548, 6) alTfa toO iiiaKpoO f. A
13 (548, 10) vgl. A 11 (547, 34; Yf^pa«;
qpoßei AnonjTu. lambl. 82, 4 (632, 2)
5 i632, 19).
YTjp<iaK€iv iQiXovaiv Demokr. B 206 20
(423, 8) Y^pdöKci XP<^voc; Krit,. B 26
(622, 10) cpiXüTri<; yripaaemi B 1 (613,
18) äy/bpbc, YTlpevTO<; Xenophan. B 9
(48, 8).
YnPOTpocpeivv. Pherekyd.A2(505,16). 2S
YHPOTpoqpia — -amboipocpia Antiph.
B 66 (602, 27).
YiYTPO^'vo(;. avXol Xenophaii.(?) B 44
(53, 6).
^Y^fveoeai. eYevT(o) Parro. B 8, 20 ,iO
(119, 17) YevTO Emped. B 98,6 (200, 2)
Y^voioTo B 71, 3 (193, 18) kfeviaQriv
Orph. B 8 (475, 10) f^viaQuiCav An-
tiph. B 49 (599, 1») eY€vneriv [De-
mokr.] B 299 (439, 17 vgl. Anm.) Y€vn- 35
edaac, Archyt. B 1 (258, 14) — €Y€{-
voTo Orph. B 13 (478, 8) — ■je.'^aaoiv
Emped. B 71, 4 (193, 10) ^efäai
B'^ll,! (204,12) Y€YaKa<^iv (Y€Y<iaöiv
Hdsfi.) B 23, 10 (182, 8) Y^Y^vf^öBai 40
Antiph. B 68 (601, 16) Krit. B 31
(623, 1) yeyr\T6(; s. Sp. 141, 20 —
toO \6you . . . dei dEuvcTOi Yi'fvovTai
Herakl. B 1 (61, 31) ^6pou<; Y6veö0ai
= ^6pou(; Ixeiv B 20 (65, 16) fivkaQai i5
lY€pT( B 63 (71, 6) . . . Oirevcpec y^-
vnrai Emped. B 26, 7 (183, 4) l(p' cau-
ToO Y€veöeai Anaxag. B 6 (316, 14k)
tq' CTepOKTi YiTveaGai Demokr. B 266
(433, 2) dalur Ott' eKdvovc, y- '^'''3, 4)
Y«Yv£Tai m. Inf. B 253 (430, 4} y'Tviu-
öKojuevov feveaQai Philol. B 6 (241, Cj.
Begriff opp. öAXuaGai. y^T''"
vtvat TtoXXa ck nr\ ovru'v z. B. Hesiod.
20 A 5 (138; 975* 11'' IG^ vgl. 137;
974» 12) 11 A 28 (37; 977'' 22) -ntv Ik
ToO nr\ ovToc, Xeniad (543, 25 — tö
fxfv^'nxfvov tS övTO(i Y'TV€ö6ai Xeaopii.
(Meliss) A28 (37; 977'' 22) oi'-6t^ y^-
verai ovbk qpGefpexai A 33 fdl, 25) aber
irßv t6 y'Tvömcvov (pHaptov A 1 (34,
19) Y'Yv^ööai ou6ev dX,\ä juovov öokcTv
i^jiiv Parm. A 25 (109, 20j ovhi irox
CK )Lirj e6vxoq etpi^öei iricrxio^ ^öxu? fi-
YV€ö9a( XI . . . 0üX€ Yfvf aöai oi'ix' dX-
XuöOai oivfiKe 6{kti B 8, 13 (110, 10)
Tr«jü(; ö' dv k€ y^voixo (xö eöv) ; ei y«P
€Y€vx ouK toxi B 8, 19 (119. 10) ßpo-
xoi KoxeGevxo . . . y- ^o\ öXXuö6ai B
8, 40 (121, 1) — el CYevtxo, dvoYKaiöv
€öxt iTpiv Yeveööm eTvai |ir]&ev «l xoi-
vuv firjöev r^v, ouöajid dv y* voixo ovbkv
kK |UTi&€v6^ Meliss. B 1 (143, 4 £f.) vgl.
B2 143,9£F.l 7 (145,8) d xo(vuv xpixi
(iifii . . . exepoiov y^voixo, öXelxai näv
(145, 9) vgl. d. Folg. bis (146, 4) B 8
(147,15; riv jucxanearj» x6 |nev eov dmw-
X€xo, xo bk OUK ^öv Y^TOve (148, 17)
6oK€i xö öepjuöv y/uxpöv yiveaQai . .
€K |ifi Zojvxoi fiveadai ... es ö&axo«;
Yf^ Ka\ X{8o^ fiveadai (148, 1. 3. 8) —
vgl. die Paraphrase (143, 30 if.) A 5
(136 ; 974a 1 . 137 ; 974«' 12 ff.— 9751») A 10
(142,12ff.) — Ol (Elemente) 6' öxe kcixo
epOuxa jutYevr' €i^ oiBep' i(KUivxai) . . .
x6x6 laev xö (XeYouoi) fe.vtaBax Em-
ped. B 9, 3 (175, 22) viinioi . . . oi bi]
YiYV£<J9ctt irdpoi; oOk cöv eXiruGuaiv
B 11, 2 (176, 1») €K x€ YÖp olbS.^ eöv-
X05 äfXTf\Xav6\ kaxi Ycveoeai B 12, 1 (176,
27) Ttpö^ xoiq (Elemente) oux' dp xe xi
Yivcxai oux' dtroXtiY« B 17, 30 (179, 7)
vgl. 20 A 6 (138; 975»» 1 ff.) — ^r\bkv €k
xoö fifj övxo^ Anaxag. A 45 (303, 11)
46 (303, 29) 52 (304, 36) B 10 (317, 18)
= Diog. A 1 (328, 27) o06e Y^vexai
141
T»TV€ö6ai
142
o06€ tp9ei'p€Tai xi tOliv ö^oioucpüiv B 5
316, 3) itäi<; civ 6K nfj rpx\bc, fevoiTO
epi'S ... B 10 i317,24i t6 Y^veoGai koi
dTr6A.\uo6ai oük öpOiT?^ vouiJIouöiv . . .
f. = (TOji|uiiaY?o0ai, (iTr6\Xi;a6ai — bia- 5
Kpiv?a8ai B17 ;3üO, 2(»ff.) vgl. A. 62
(304, 38. 41) 20 A 6 (139; 97ü1' 18) —
oufcev oiov T€ Y^v€ö0ai . . ercpov tOüi
^Tcpiui, TTpw TÖ ainb ylv^yrai Diog.
Bö 336, 11. ItJj vgl. B 2 ■334, 17) — lo
Kaxü (pavTü(T{uv Km fioKriaiv to iravTa
f^vcaOai Leuk. A 33 349, 10) y- oi)6ev
€T€pov es erepou tüjv TrpujTutv Demokr.
A41 ;3(;0, 2i; vpl. A42 ;.3r,0. 2ö; 57
(362, 35' Y- xwi (pÖeipeoBai wpcöi' pivo- 15
|J€VUJV KOI atTOKplVO|Uf.Vl.UV TUiV ITpOl-
Tiov (JU)|LiaTiuv A 58 362, 47) — ei yi~
fovev i'TO öv), TjToi e2 ovrc; r| fir\
ovroc, Y^TOvev - . . trorg. B 3 ;5ö3, 11).
Yevr]T<5(;. Y^vrir .v dY^vr^TOv (tn iräv; 20
Herakl. B ÖO (69,11) (tö öv) dibiov
i] y€vt)t6v f\ di'&iov nai YC^Ifov Gorg.
B 3 (652, 31 ff.) fteiEai m^ T^avTc t«-
vrird Demokr. A 71 (364. 46) vgl. otYt-
vT)TO(; — TÖ fcK . . . ToO uev äe\ Oeovroq 25
Geiou Toö öc dei pteja^äWovxoc, ftva-
Tcö == KoöMOv; iPhilol B :!1 248, fi
vgl. 10; vgl. Koöii •<;.
opp. elvai. eivm ou6ev, fiYvcaem
irravTa: -rroXXoi 20 A 5 (138; 975*15) tu :>o
|Liev Y€v6|Lieva, Tct b' äibut (Elemente)
Emped. (138; 975» 38) — Trji m^v t^-
"fvovrat (El.) xat ou öq)iöiv euneboc;
aidjv, TOUTTii b' alkv eaaiv Emped. B
17, 11. 13 '178, 8. 10) = B 26, 10. 12 35
(183, 7. 9) — nepi tuiv Yivo.ufvujv ttjv
draEfav tv^v dpeTrjv opp. t« ucTeiupa
Philol. A16 (237.24) uuto toOto (dj^p)
d(&iov . . . , Tiliv bk Tot ^lev Y^vexm. xd
bk dTtoAemei Diog. B 7 (339, 17) — 40
eE oö (drip) xd Y'v6,ueva Kai xd y-YO~
vÖTa Ka\ Ta eööfieva YiveaOai Ar.axi-
men. A 7 (18, 31) kl dnefpou xpövou
npoKaTexeöÖai . . . xd -x^-xo-vÖTa xai
eövTo KOI ka6}i(va Demokr. A 39 (359, 45
47) dfeuvoTov «iravxa y^T^^'v«», tov
Xp6vov dYCVTixov Demokr. A 71 364,
44. 46j — Trepi xä'v eooinevtuv oük ennv-
xev'xraxo dXXd nepi xiJüv y^Yovoxujv
Epim. B 4 (495, 9) — ouxi^ eYtvexo
ou?>£ XK iöxai Xenopban. B 34, 1 (51,
22) — Y6veö0ai dist. dvui Prodik. A
14 i566,30) ^v xüJt Y^Y^vf^öOci oük eve-
OTiv, ev bk xu)i ueXXeiv kvbfX'^rai (kü'i
x6 Mn) Ycveoeai Atitipb. B 68 (601,1«).
Vgl. elvai.
Kosmos. 60a fivoYX^ i\bk q>tJOV-
xai t=s ff^ Kcu "t6u)p Xenophan. B 29
(51, 5) iroYTa Y^veoSai koB' eifiopiuevriv
Herakl. A 1 (55. 10) fivoukvwv irdv-
TUJv KOTJ Tov'XÖYOv Tovbe B 1 ;6Ü, 32)
TvdvTa kot' epiv Y^veöSai B 8 (63, 4)
vgl. B 80 ;74, 1) ouvepYOtx; Ttüv tv
Tun k6(Tjhu)i Y'vo|uevuJv ß 76 (73, 6)
[Q6Xacfaa] . . . f, yevkaOai ym B 31 (67,
10) vfuxniö' Oava-voc, ufcwp Ytveoöai...
B 36 (67, 1 8. 19) — ndb^ y«'i« ^ai r^hot;
. . . u'pmiSriöav YiTveöOai Pan.:. B 11, 4
(123, 8) -rrdvTa dvctYioji v.ni upjiioviai
YiveoGoi Pliilol. A 1 :233, 23 bi\\ kfk-
vovTo xd vOv ecTopü'(iev aTtavxa, y"»«
xe Km TTÖVTO? . . . Eru]> -d. B38,2 (186,
21) bi' dXXiiXiJuv öeovTo (Elem.) y''yv€-
xm dXXoxc dXXa B 17, 35 (179,12) dX-
Xoia.'iTd B 21, 14 (181, 6; uXXoxe dX-
\o1a Diog. B 2 (334, 19) — itiü^ . . .
ei6n TC Y^voiOTO XP'^'t' "^^ oö« vöv ft-
Yda.(itvE)iiped.B71,3(193,18f.) yvou?,
OTi tidvTUJv eiöiv diroppoai, cöö' CYe-
vovTo B 89 (197, 20) — oöbev xp\\na
MaTJiv Yivexai Leuk. B 2 (350, 5). Vgl.
KÖdf^oi;.
Mensoh. kct eKpoiavTouxou(drjp;
YivoMcGa [Anaximen.l B 3 (21, 31) y^-
v6)aevoi Zo&eiv eöeXouot Herakl. B 20
(65, 15) Entstehung Emped. B 26, 4
(183, 1) 124 (209, 26) v. qI|u« B 98, 5
(200,2) ööxea B 96,3 (199,19) Seeleu-
wanderung B 117, 1 (208, 2) 127, 2
(210,12; eis xi; Anaxag A 1 (294,17)
vgl. A 30 (299, 21) ßeßmov o\)bkv d
|nfj TÖ KaxaOaveiv Ycvofjevuji . . . Krit.
B 49 (627, 25) ~ dvepu)noi<; Yi'veoeai
OKOöa eeXouOiv ouk djxeivov Herakl.
B 110 (77,16). Vgl. dv0piuiTor^ ~ fevi-
<Tic., OYevrjTOq.
143 yifViljOK€^l\
XU
YiTvoGöKciv. ÖTiHerakl.B 108 (77,12)
Anaxag, B5 (3l6, 5) Eniped.(?) B 89
(197, 20) Ol) |n6vov . . . Kc toutiui Yvoirj-
|nev dXXa koi okko Archyt. B 1 ,2ö9,
18) u)^ . . KeXexai, tvijuöi Emped. B
5, 3 (17Ö, 6) Y'TviwaKeiv in. Partiz. im
Akk. Demokr. B 286 (436, 21) ttoUoI
€XOVTe<; q)(Xou<; oO yivwaKOuaiy Antiph.
B 66 (602, 24) <&) Y»TviüaK€i elTrelv
Thrasym. B 1 (677, 9) tivi(>ökovt€<;
(TaOxa) Antiph. B 61 (602, 10) ^diöxTi
fvuJöGrjvai (noXiTcfa) Thrasym. B 1
(677, 19).
Yivui0K€iv aYoGoö Demokr. B 229
(426, 7) (avöpiuitoi;) xpi^iZujv oO y«vi6-
OKCi B 198 (422, 7) aocpla<i t6 nXifua
YvJJvai Gorg. B 8 (658, 10) xaipöv
fvüjei Pittak. 73» 3 (522, 11) fvwei 0€-
auTov Thal. AI (6,3. 37) 2 (7,3) 3 (7,12)
Sieben Weise 2 (619,30.35.36) 3 (520,
4. 6 Anm. 521, 18; xotAenöv xö eauxöv
Tvujvat Thal. (622, 4 vgl. 521, 31 Anm.)
45 C 4 (280,28) itöoi jüiexeöxi tivuickciv
^auxou!; koi q)pov€iv Herakl. B 116
(78, 8) — ouxi TivcOcTKtjjv öeoij^, oi
xiveq elai Herakl. B 6 (62, 18) ov ^la-
Oövxec; fivwOKouai opp. boKecuct B 17
(65,8) boKcovxa 6 öoKin(/ixaxo^ xiviw-
<jK€i(?) B 28 (66,13 vgl. Anm.) ('Höfo-
6o^) 'f]iiepr\v koi eOqjpövrjv ouk ^y(-
viüöxev B 57 (70, 9) (xu)v öcfouv xot
iroXXct) ftiaqpuTT'ivei p.r| fiyviböKeoQai
B 86 (74, 16) KCxaßaOZouaiv i&v av (nn
YtvuiOKouöi B 97 (76, 6) — ou f\oir\c,
xö Mn köv Parm. B 4, 7 (116, 25) —
<yujaßa{v€i nnxe öpäv xö övxa jir^xe ip-
viijffKeiv Meliss. B 8 (148, 9) — ovbk
xö YvwooOfuievov kaaeiim TRivxujv ättal-
pujv övxiüv Philol. B 8 (240, 18) trdvxa
jh f^fvwaK6^^eva dpi0|Liöv exovri • oi)
Yop otov x€ oOftev ouxe vorjöfiiuiev oi5xe
Yvu)o6f^(i€v äv€u xo<5xou B4 (240, 15 ff.)
vgl. B B (241, 6) (dpieiiiöO ndvxa tvu*-
. <Jxd (oTtcpYdZcxai) B 11 (243,13) irdvxa
€Yvu) voOc Anaxag. B 12 (318,20) vgl.
A 65 (305, 3) — yifvdjaKew xpr\ dv-
epwnov . . . oxi 4x€f|<; dirViXXaKxai De-
mokr. B 6 (388, 5) ix€f)t olov exaorxov
YiYvuuöKCiv ev diropuDi karlv B 8 (388,
12) räbe yvoüi; dar\i iv xi ou6ev (6v)
auxd»i (sc. xuji XÖYWi) . • • oöxe div yvui-
luirii Y'Tv^uöKei 6 (iiaKpöxaxa fifViuaKVJv
5 Antiph. B 1 (591, 17 ff. vgl. 592, 6 ff.)
— (6id xöv depo) YiviücfKeiv xfjv vpuxt^v
Diog. A20 (332,9) fi xf)i yvu)|hti» Ti-
YvdiöKei dist. a xtöi dXXiui öu>|uaxi ai-
<j9dvexai Krit. B 39 (626, 26) yitviu-
10 cfKOucriv . . eiGiOjaevoi uYwxfveiv xf|i Yvdi-
\xr\i (625, 27) iroXXoüc; (xüüv ipdqpiuv) oük
elvai . . . oiou(; xe Yivd»<yK€a9ai Archyt.
B 1 (259, 2) — {\\ivxr\v) Iyvu) Xeno-
phan. B 7, 6 (47, 28) ouxi<; jiie €yvu)K€
15 Demokr. B 116 (406, 27) — (X(eov)
oyvujoxov koi Tfäai yvujöxöv [Demokr.]
B 300, 18 (444, 30).
YXauKföKoq 55 C 1 (447,16).
yXouk6(;. y^öwx^^ • • • dKxf)^ Emped.
20 B 93 (198, 17) rXaöKoq und y^oükö^
Dialex. 5, 11 (646, 5) y^o"'«'"? 0€ou(;
Xenophan. B 16, 2 (49, 12) — xa yXcoko
(oMi^axa) nupuiön . . • iiMepa^ ouk öSu
ßXttteiv Emped. A 91 (172, 11).
2:> fXavKwitiq. fJir\y/r\<; Emped. B 42, 3
(187, 29).
YXouE. öxi luövov fxt] xu<pXd xiKxei, kv
ralq <JKOxo|Anvrii0iv öpQi Demokr. A
157 (382, 15).
30 •rKi<Jxp6c, Demokr. A 135 (376, 10).
yXuk«5<;. oTvov Xenophan. B 22,3 (60, 9)
uöiup B 1, 8 (44, 28) Y^wöaova ööko
B 38,2 (52,11) Y^UKiixaxa idMoxa De-
mokr. B 246 (428, 22) - x( yXwv-
35 xepov (YUvaiKÖ?) Antiph. B 49 (698,
22) — Y^*^'<'5, TTiKpöv ^vavxi6xT]xe?
Alkm. A 3 (101, 1) = 46 B 6 (271, 34)
YXukO fkVKK) |udpTCX€, TTlKpÖV ö' ktzi
ffiKpöv öpoucre Emped. B 90,1 (198,1)
40 xiöi öie\ xö Y^wtü (Yvujpßeiv) Ana-
%Ag. A 92 (310, 28) v6niui ttiKpdv, v6-
fiwi fXvKi Demokr. A 49 (361, 18)
B 9 (388, 18) 125 (408, 17) oxi\na A 129
(372, 31) 135 (376, 2) 8 ififiiv y^wku,
45 xoOx' flUoic; mKp6v A 130 (372, 46)
135 (376, 38. 376, 25. 36. 47) jilXi jii^xc
YXuxi) n^e itiKpöv A 134 (373, 18)
fXvKb ouScv Iffxai jurj a{09av6|i€vov
I
145
Protag. A 17 (532, 6) — t6 t^ukü
(SoAdööriO erkl. Xenophan. A 46 (43,
20] Tpöqpifiov Tuiv Ix6i5uiv Emped.
(Demokr.) A 66 (163, 27. 34).
TXiiiTTa. Sprachwerkzeug. Emped. 5
A 86 (169, 5. 171, 9) Diog. A 19 (331,
46) — (iavfriv äitoTpIvoTe f\vjaar\(^
Emped. B 4, 1 (174, 10) 6iä ttoUCöv . .
^\d)aax\<i i>r\QivTa B 39, 2 (187, 6) lufi
n<4vTa eiriTpeire rf^i yXtJuöcrTii De- lo
mokr. (?) B 298* (439, 2) Xa\if\(i innTrip
yXüioaa C ö (448, 26) -fXwaaav evtpt]-
Mov KeKTf^öBai Kleobul. 73^ 3 (520, 13)
i^i f\. pLr\ npoTpcx^Tui toö voö Chilon
73» 3 (621,27) fXuOTnii epatfuvcxai An- 1.5
tiph. B 56 (601, 6) öqppoTK j^inercprit;
-fX. Krit. B 5 v615, 3) -fXdjaaac, Xuouaiv
€l(; aiaxpoix; ^vQovc, B 6 (615, 18) €i(;
q)iXoqppoauvTiv f\(uaaav ijerptöv t€
TeXwra (cTeivi B 6, 17 (615, 2G) vgl. 20
auch Gorg. B 28 (562, 10) — TTepi . . .
fkwaaiwyf (Glossen) Demokr. A 33
(358,1) = B 20* (394,13) — Sinnes-
werkzeug. f\. biaxiviüOKouaa tö
yXuku KOi TÖ Ö5u Hippokr. 12 C 1 (84, 25
32) i'jbovf^? KCl är\bia<i (85, 13) vgl.
YXuJTxa KpiTiKoiTUTOv rjöovT^^ Diog.
A 19 (331, 34) yXoitttii toÜs x'^MO^^
Kp(v€iv Alkm. A 5 (101, 20) (|ufj) vui^av
önna, OKounv, tXdJöaav Parm. B 1, 36 30
(115, 18) inx]) äKor\v . . unep Tpavt&)uiaTO
fk\i)aar\<^ (exwjv Tcförci) Emped. B 4, 10
(174, 19} tX. (TOMtpn Kleidern. 2 (327, 6)
Ta(; (pXeßai; (n:a.aac; ävr\K^w elc, aiit^v
öfliueta nXelöTa toIq Kct^vouai en ouTf)^, 35
Tiüv äXXuiv tdjivjy rot yipduixara pit\-
vtJ€iv(?) Diog. A 19 (331, 35 ff.) vgl.
A 22 (332, 16) beides (Demokr.) 0 6
(448, 26).
T V a qp 6 u ? Handwerk mit Menechen ver- 40
glichen Hippokr. 12 C 1 {84, 3),
Tva<p€!ov. Yvaqpedüi 660^ ula KOi r\
airni {Schraube? vgl. Nachtr.) Herakl.
B 59 (70, 15).
TvJiOioi;. Yvw|in opp. OKOTlr) Demokr. 45
Bll (388,17.18).
TvuiinTi- Begriff, Besitz. tv'"M1<;
6uo ibkai, f\ nev Yv»l<'^n> A ^^ ökoti»!
Tvw^ri
146
Demokr. B 11 (389, 16) uiv öij/ei opfii
... luv Yviifj^ili fifVii)<JKi.i Antiph. B 1
(591,18 vgl. 592,4) lui^re & rtiüi oXXuji
adjfiaxi alaeävcToi fxribk h Tfji Tvoinrii
T TviuöK« Krit. B 39 (625,26 vgl. das
\orherg.) tiyvumjkouoiv . . . elSiaiuevoi
uTia(v€iv xfit TvuG|Lint (625, 28) vgl. B 40
(626, 2. 6) tfuipccxpnaeat tf\i xoO aioQi-
oQai q)U)vfii Koxä xfj«; Yvtinn*; v. Hip-
pokr., Stoik. (625, 18 ff.) — Tv>i»Mn<;
x<Sxo^ eu|Li€X(ißoXov woioOv xfjv xfj^
bdlric, ttiaxiv Gorg. B 11 (559, 8) —
oöoa irep Zy\i, ndvxa koi tvti&Mii'v €X€i
(syn. aoq)& eöxiv) Epich. B 4 (91, 1»)
i^Ooq dvBpwirciov ouk €x« fvu'iuuxg
{Zwecke, besser: Einsichten [so Eeraklß
p. 37]) eelov Ö€ exei Herakl. B 78 (73,
19) vgl. evclaxaaQai fviuiiTiv öxerj ^ku-
߀pvri<J€ ndvxa B 41 (68, 12) und ander-
seits f}iwfjia<; rjiftee KäiifxaQev Ion(?)
B 4 (222, 31) Yviufiiiv ncpi navxö?
TTÖöav J:öxei (6 voO^) Anaxag. B 12
(318. 15) — KOxIOevTO Tvui^a^ övo|id-
r€iv Parm. B 8, 53 (121, 14] ßpoxurv
Yvt/iMn B 8, 61 (122. 5) — Besehlufi
YviGjar] r{ ae KorTriya-fe ('AXKtßid&nv)
eyii) xaüxr]v . . . eluov Krit. B 5 (616, 1).
Wert u.a. tvi6|uii Kpdxiaxov Py-
thagor. 0 4 (280,20) eni xoic; buvaxoti;
€x«v xf)v Tvui|itr|V Demokr. B 191 (420,
14) fvwnr\<; {Uricil) KOKoeiT^n B 223
(425, 9) vgl. Tv»6Mn<; edpoo^ B 216
(424,6) Yvui|iiiii öiKaiooüviiv (eSeiq) Bias
73^ 3 (523, 12) oü Ti6e|Li€voi ev aoq>tr)(
Tvi&iuriv Anaxarch. B 1 (458, 6) fynii-
nr]v (kcCi pdj}jir\v) (döKiiaavxcO Gorg.
B 6 (557, 19) tOüi q>pov{|uu)i rf\<^ yvid-
M»15 naiiovxc^ xö d(ppov (x<^(; iidjnr\<i)
(557, 23) av€u xvti&Mnc «piXovmoOvxcq
Thrasym. B 1 (577, 14) ^trlkciva xi\r;
tllii€xlpri(; fvij&mi? (577, 21) i\ fvtuMn
xoO öi6|Liaxo^ TJY^xai ei^ uT(€iav . . .
Antiph. B 2 (592, 14) dirapa0K6Üuji
'fv{i)HY]i B 3 (592, 16) €Eo(xexai xö v€o-
xi^tTiov OKi'pxrjina ^k xfj^ yviLiur)^ B 49
(599. 16) YvtiJMn* T€ KTi^a€i xe (tücpcAi-
not wdaiO Krit. B 6, 19 (615, 28) 00-
<pö<; Tvi6|iir|v dv^p B 25,12 (620, 38) —
147
f vix).uik6(;
148
Spruch 'A^iOirfoTou Yvü)|iai Tit. Epich.
B 8fF. (92, ^0) Yvu'M^iwv . . ru'vfte ei' tk
«Tratoi Demokr. ß 35 (B98, 31) vgl.
B 191 (421, 10) fDeniokr.' B 302 (44ö,
25) ~ TTfpi öioipop»!; TV'jüp.*]!; .vu)~
HOviKf^t;?) T) TTcpi vj/aiioio^ kukXou koi
ö(pafpii(; Tit. Demokr. A 33 (c57, 37)
^ B ili (390, 9).
YvujmKÖ(;. YviWM'KC! Ä fpxjoxc, b, tu)
dpi9u.ij Pbilol. B 11 (243, 8).
f vuifioA.OTC'iv V. Epich. A 3 (87,26)
4 ,87, 36) vgl. 45 P 1 (282, 42;.
•fvu)|aoAoTia Polos 74 A 26 (535, ö)
Antipb. B 44» (597, 19).
Y V lu ^ 0 V i K 6 (j. ymfmomeen inrenit Ana-
ximeri. A 14^ 20, 1) multas res ')rga-
mßos et gnomonicas . . . inventot-
rrliqverunt Archyt. Tbilol. A 6 (234,
26).
Tviujivyv Anaxinv .ndr. 1 (12, 3j 2 (12,
18; 4 (12, 24) (ixapa 3aßu\iuv{iuv) (12,
26) Anaxinien. A 14» (20, 1) Oinop.
14 (231, 15) KttTÜ YVuf'Mcvor, fp»5cTiv
Phüol. B 11 '243, 13) plur. Pytbagor.
B 28 ;276, 23. 25).
yvujpiZeiv. TO KoXa f^ujpfZoooi De-
mokr. E 56 (400, 1($) r|v )xy\ ■ivwpiZr\\c,
Tou? eiraivouc, KoXaKeüeoeai i'vfto B
115 (406, 14) — OMiT". t^vai (töv voOv)
Iva xpaTfJi, toOto h' eöTi iva Yviwpi'Zrii
Anaxag A 100 (311, 42; tu öjuöqpuXa
|Li<iXi0Ta tKaöTOY fviupiZeiv Demokr.
A 135 (373, 36).
YViupiiuoc;. etfeoc;, öoEa Gorg. B 22
(559, 18).
YvOJöi^. kl.r\n&tT(\\xa\ . . . irpo^ ttiv fvCD-
ötv Tuiv fpavepüiv Herakl. B 56 ;70, 2)
Yv<I)öi<; äfvvjoir] Hippokr. 12 C 1 (85.
15 vgl. Nachtr.) Herakl. b. Luk. 12 C 5
(86. 41; itAv to ov «x^iv 'fvuiJiv Pami.
A 46 (112, 20} fii] cTvHi yvluciv (eewv)
Meliss. A 1 (l;55, 26) uf) etvct dXriOivrjv
TUTv' ovTflüv Xaßeiv f. Ekphant. 1 (265,
29) ä q)uo«(; Geiav f^ xai ouk dvOpuj-
irCviiv €v6€x€Tai TvOüdiv Philol. B 6
(241, 4) Entstehung Korä tö uncppdX-
Aov 0ep)L{oO T] ipuxpoO Paria. A 46
(112, 1 1) ävobibtuai tOüi xe 6f.ioiuji Km
Tfii ötpf^i Emped. A 86 (169,31 vgl. 48)
B 109 203, 171.
Yü|Li<po (;. f6\i(poii; am Tor Parm. B 1, 20
(115, 2) - - f. döK)i{Ju(J« KaTaöT6p-foi<;
5 'Acppoökri Er.ipe(l. B87 (197, 14) f6ti-
tpoic, ciJvnpMooiievov (y<:V€iov) (De-
mokr.) C 6 (448, 24).
YompoOv. kf6^q>vjaev coni. e6i-|(J€v
[önh<; -f&Ka) Emped B 33 186, 3).
i<i fovf.^^. Tt60ev fi'vovTOi Tvliv Yovciüv a\
6]uoidjaei5 Parm. A54 (113,6) Emped.
A 81 (167, 6. 16) müc, äKKoic, t^vovrm
ojLiotot (167, 8) vgl. Anaxag. A 111 (312,
34; — Yoveuiv utciikoov elvai Pytbagor.
15 D 3 (283,28) 4 (283,36) ^ wpoq xou^
Y- oniXfo. D 6 (284,18) yovIujv pr| Xf-^e
öiKoiÖTepa Solon 73» 8 (521, 9) Ko.\a-
Keueiv Y"vü(; \xr] oKvet Thal. '522, 2)
epavoi ToTi^ Yoveuöi (522, 3) ogcutov
■*ö aEiov anpaOKi.vaZe tujv yov€U»v Pe-
riand. 73' 3 (523, 20) ^6ti vj ti dYaööv
tvoir]aav Dialex. 1, 19 '637,11) Yovea<;
KOTeoeovTi 2, 14 (639, 11) fefKßiov kl-
aitaräv xvj<; fO\m<; 3, 2 (641,14).
25 Yovt^. Zmigung. Yovfii [Philol.] B 21 (248,
11) (Demokr.) A 151 (381, 2) Sarne.
oux alfio Hippen 21 A 4 (154, 24) tö
lneTYMö TÖ Tt'jv aircppdraiv Yiveoöai
TTUKvöv CK \xa\aY.f\c, Tfle; Yo^n*; o\}ar\c,
30 tKOTepa«; (Maulesel) Emped. B92 (198,8)
el i'i Y^vrj xpariioeiev, dppcv, €i ö' r\
Tpoqpn, 6f)Xu Hipponf?) A 14(224,47)
Yiveoeat rd Tcpara öid tö &uo -^oyki,
ou^itfureiv Demokr. A 146 380, 16).
•.<5 y6vi|uoc. tö CK Toö diftfou YOVljUOV
Anaximandr. 10 (13,30) hm t{ to trc-
TOfiriviaia YÖvip« 21 A 75 (165, 31).
Y^voq d. uiiTpa Parm. A 54 (113, 7)
YÖvoi öirepiuaTiKoi Emped. A 81 (167,7).
40 YÖvu. eod YoOva Emped. B 29, 2 (184,
12) = 134,3 (212, 23) (cpXtße^ irapd
TÖ Y<5vo Diog. B 6 (338, 6).
Y^oc;. "^Sovc, coni. dirdTO^ Emped. B
154^ (217, 20).
45 YopYtdZctv 81 A 1 (607, 24).
Yoöv. oi YO"V ioTpoi Herakl. B 58
(70, 11).
YpdufiC. Buehaiabe. TTepi eijqpuivuiv Ka\
149
XUJivoOv
150
iuaqputvurv YPCMM^Turv Tit. Pemokr. A
33 (367,45) = B iS»» (394,6) <t)o{viK€^
€Öpov fp&y.^iaT äkilikofa Krit. B 2
(614, 10) n€pi -{panyL&Twv ^uvd^lelU(;
Hippias All ;ö81,27) TpaiiiiictTiuv öpOo-
m? A 12 (582, 22; xö biaoxr]fxa ev roiq
"fpamnaaiv Pythagor. B 27 (275,48) —
Buch. TÜ Toö Ztivijdvo^ 19 A 11 (128,
37) A 12 il28,47ff.^ Hepi tujv ev Ba-
ßuXöivi iepujv YP<T|JMOTU)v Demokr. A 33
(358, 10) = B 298t' (439, 6) — Lesen
und Schreiben, oute ypanpiar av jict-
eoi€iv o\ne \xovaiKr[V ... B 179 (418, 7)
^nudiKOL KOI -fpa.ixfJi.aTa Dialex. 2, 10
(638, 27; T. h\baaKCi\ivc, fpati^tara b\-
b&OKev . . . KieapiöTÖ.r KiSapiZev 6, 7
(646,1).
YpamnaxiKo^. KpiriKÖqv.Hekat.v. Abd.
A 1 (458,22) YpOMMOTiKn clef. Hippokr.
12 C 1 (85, 9) suhiectam grammaticen
musicae Archyt. A 19'» (256' 43, 1^ irepi
Tov €XXr|vta|abv «pSajLievii dmb Geore-
yovc, 72, 1» '511, 8).
f pamJti. CTTiTrcbov KOI YPCMMH (Troiriöei
|U€i2ov) Zenon A 21 (130, 16) äx6fj.ov(;
ypanix6.<; Xenokrat. gegen Zenon A 22
(131, 2) M'l'^oi;, 6\jvd|Li€i(; Theodor. 4
(233, 16) TOI ß (Speusipp. nach) PhiJol.
A 13 (235, 43 vgl. 47) vgl. TPaMMf\<;
XÖTO(; 6 Toiv 6uo Pythagor.B25 (275, 9)
■zerpac; ev önyiufi^ koi fpa\jiiJ.j\q, bia-
<nr[iian xai irepaoi (236, 1) TrpiuTTi
irupank (236, 10) fteurepa dipxn ^Iq
juefeöoc (236, 19) — KuXivfepiKTi u. ä.
Archyt. A 14 (254, 1 ff.) KaiutiuXov ^v
ypafinaic, €l6o<; Eudox. 35 A 15 (254,
41 £f., — YPOMW KoiöeToi; u.a. 8. K<i0€-
To^ u. ä. — T€TpaYU)v{touöai Hippias (?)
B 21 (586, 16. 17) — Tpa^W ouö(a
Pythagor. B 23 274, 47) 24 (276, 4)
b. kukXo^ und xpi'Yiuvov B 25 (276,7) —
TTepi dXÖYurv •fpQMMiI'v Koi vaöTuiv (?)
Tit. Demokr. A 33 (357, 39) = B 11p
(390,14) fpan^iwv mjvGeaioc nexä diro-
öeiEeux; [Demokr.; B 299 (439, 16) —
Tct? fi€v -fpamiac, datpoXecTTepa^ . . .
€X€iv b€i 6pp. rd? itpd?€K fDemokr.]
B 302 (445, 41).
YpajxfiJKor, dpi6(i6<; (Sjjeusipp. na^-h)
Philol. A 13 (235, 17. 43).
Tpaö^. i^n xd (1. Miixej noAXct XoXe'iv
j«ixe iToXXd irfveiv [Denöokr.] B 300, 19
6 (445, 4).
Tpdipeiv. schreiben. noij|iric tljöa f.itv
UV Ypa<P1' M^T evöouöiaoinoC . . . De-
mokr. B 18 (394, 2) YP<i»l'"'' voupYov
tfcpacre Krit. B 6 (615. 3) YP'"'<i'Ci<; opp.
10 Xexöek Gorg.B 11 (569, 7) y;f,fna<:paiax
Demokr. B 259 (431, 10) — malm.
Ypdvjjai \^{p^GG\ Xenoplian. B 15, 2.
(49,6) vgl. etpacpov B 16, 4 (49.8)
YpairroK Coiioiffi Emped. B 128, 6
16 (210, 31).
Ypctfpei'»';. YPö<Pfk Maler Emped. B
23, 1 (181. 26).
YpuTravi'reiv Antiph. B 30 (696, 16).
Ypuirdviov Antiph. B 30 (596, 16,.
20yu'iov. naXd^ai Koxd vi^a xexuvxai
Emped. B 2,1 (173,181 y"^« xd aufxa
XeXoYXf B 20,3 (180,6) 'HeXfoto B 27. 1
(183, 22) eeoTo B 31 (184, 23) vgl. B
134,1 (212.21) MOUvoneXf^ B 58 (190,
25 11) Vgl. B 69 (190, 19 1 singula mevi-
hra A 72 (165, 11) aifio KXa6aaa6|i€vov
6id yvlwv B KX), 22 (201, 11) <p{Xa B
116.3 (207,9) i\U B 128,10 211, 4)
Yvifuiv xpuqpepaixdxri eöpa Krit. B 2
30 f614, 6, — T&v dXXuiv öiröoin tröpoc
^0X1 vordem -fviiin Emped. B 4, 13 (174,
22) — OKiepot? iiöKriiueva y^^oi^ Sckum^
glied B 61, 4 (191, 13) vgl. B 62, 8
(191,24).
35 Y^Xtoc;. eKTruj|Lia . . . eutpopiuxaxov ev
YuXftut Krit. B 34 i623, 26).
YUjivdZeiv. 6 qjuxeuijuv (fi .ui^xrip. fM\i~
vdZotxo Krit. B 32 632, 11. 14).
YUjivaöxTi^ dpiöxoc; Ikkos 2 105,9).
40 T"MvaiJxiK6<;. yuMV«<"^"<'^ Ikko9 1
(105, 1).
Yu^v6^. ßpaxiov6(; Emped. B 67, 2
(190, 8 .
ru|Ltvo(Toq)iöxi^<; 55 A 1 (3ö5, 27) 40
45 (360, 6) 69 A 2 (454, 37) 60 B 6 (469,
38).
YUfivoOv. Yt'ibivwGeiaa ä<popMf^(; Antiph.
B 14 (694, 221.
151 TwaiKCto? 152
YuvaiK€'iO(;. Y^vaiKtfiuv ficX^tuv . . , 0601 ußpiq B 111 (406,8) YwvaiEi ftou-
wib&<; Krifc. B 1 (613, 14). XcOouoiv B 214 (424, 5) YuvaiKaq iv
Yuvaiiw>q)ui^?. Y*^vaiKoq)uf) opp. äit' TroXaCarpai aloxpov (XoOööai) Dialex.
divbpiliv Emped. B 61, 4 (191, 18). 2, 3 (fö8, 13) Ko<JM€i(T9ai . . . dvbp\
f uvVi. öuwppovo«; t"vaiKÖ<; dpcxA Epich, 5 aiöxp<5v, tuvoiki KotX6v 2, 6 (638, 18)
Gn. 36 (95, 12) y- MH daKefru» \6fOM fvva\Ka<i irpdööeiv än€p rf^iöe toi ov-
Demokr. B 110 (406, l) Kt5öM0(; dXiTo- 6pe^ bei Aegypt. 2, 17 (639, 22). Vgl
ßvQir\ fwaxKl B 274 (434, 8) |Lirj t6 Qf\\\)<i &vr\p.
€lbo<; oiXXä -rriv 66Eav ttoXXoT^ fvtwpi- fvpoti. ox^f*« f^^ *Tupöv Anaximandr.
nov Gorg. B 22 (561, 18) f^vaiKÖJV 10 11 (14,6).
i1Tr€p6tr€U|na Krit. B 1 (613, 16) — ö{- T^V- TÖ^^? ZufvTe? (Ifüttpuxot) rdcpoi
Yovoi (TuvaiKeq) Emped. B 69 (193, 1 1). Gorg. B 6» (566, 27. 567, 2).
Yerhältnis zu dviip. dvöpdfli -{tuwia. a\ itpoc, rf\i ßdoti (iaocTxeXoO^)
r\6e fxivaiil Emped. B 112, 8 (206,16) Thal. A 20 (10, 16) evQexdtv dXXi^Xa^
dvfpe^ i\bk y. in der Malerei B 23, 6 15 Te)üivou(Jü)v al kotoi Kopu(piiv (10, 18)
(182, 4) Entstehung B 21, 10 (181, 1) irpö^ Tf\i boQdam eOeefoi . . . edeu-
62,1 (191,17) TO ^ev reXceoucn yuvat- fp&nfjuui yiuviai iar\v . . . avCTf\<sa<sQai
KC^ vfux^o? dvTidöavra B 65, 1 (192, 20) Oinop. 14 (231, 17) d. Pyramide uaw.
fuvaiKa? Tuiv dv&pü»v Qep^oxkpaQ (Speusipp. nach) Philol. A 13 (236,1 ff.)
Parm. A52 (112,43) ((pXeßeq) reXeuTUJöi 20 Ocoir; dvaK€l^eval A 14 (236, 26 ff.) öpei^i
elq Toix; opx««; Toii; dv6pd<Tiv, ral? bk Pythagor. B 19 (273, 44 f.) eüeirfpdiii-
fuvaiHiv ei(; tck; varipa(; Diog. B 6 luo? B 20 (274, 3) Breieckawinkel =»
(339, 6) — oÖT€ Tiv6(; ntjötroTe fuvaiKÖc; 2 R B 21 (274, 6) näöctv euöiiTpaMMov
fjijjaTo oiiö' au trai&d^ v. Ilckos 2 (106,7) fwviav iTpixoTÖnrjaev fiippias (?) B 21
femina virque simul cum Veneria 25 (586, 16).
germina miscent Parm. B 18 (124, 29) Yvuvoeiör^? (6 &pijnu<; x"M<5<;) Demokr.
Tf^<; 6Ü)jopq)(Ti^ Tiiiv X. €iT€p€8iO|Li6v ToO A 129 (372, 85 vgl. Anm.) 6 6Ei5? A
öuepinaTiKoO Kivi^juaroc; ^lairoiriddöTiq; 135 (375, 4C. 48).
Emped. A 72 (165, 5) 6irriv(Ka bü mo-
XiffTa fuvaiKt Tipoöievai Kleiniaa 5 30
(267, 20) d<ppo6(oio Pythagor. D 8 (289,
21 ff. 290, 25) xpuööv ixovam ui\ tiXt)- (AA-)6€6driK€ Emped. B 17, 26 (179,2)
oidreiv ^m T€Kvonoi{ai 0 4 (280, 37) €Ö 6eöau)T€ B 23, 2 (181, 2C).
Toii n^v auTöc; öuvf|i€v dvöpi KoXdv, ftaepo«;. *6aepöv eiroxciTO feaiipüüt* Em-
dXXoTpCuJi be aroxiöTov Dialex. 2, 4 35 ped. B 90, 2 (198, 2).
(638, 16 ff.) — YuvaiKÖ^ ^meu^riödTU) öai'jiLKUv. rotOiv&e baY\fiove<; Demokr.
(ß(o9) Antiph. B 49 (698, 14) xl ^biov B 197 (422, 4).
tuvaiKÖi; KaTa6u^{a^ (698, 22) t^Jv^ &o»^p6^ s. iaepd^.
dvöpi oiibkv k\&Ttov{^ tck; «piXÖTiixa? bai&aXlo&ibiOQ. m5poi<n Emped. B
. . . Kai ^a<i d6uva? napexerai f\ aörö^ 40 128, 5 (210, 81).
auTÖL»i (699, 11) — Y^valKa ou &£t ötiO- öa{€iv. q>iXo<ppoai}vr) 6€Öi^€t {brannte)
K6IV TTiv auToO, Jkcth fop, dq)' kaxiai Emped. B 130,2 (211,22) — beb6aBai
ä-i6pie9a, Xf|i(iK öid beSid^ Pythagor. {verteilt sein) Diog. B 3 (336, 6).
0 4 (280,40) 5 (281,17) YuvaiK\|Lif)|iid- öaf?. Kaxfiv dXffuvaro SaiTO Emped.
X€ö0oi . . . dXXoTp{u)v trapdvTuiv Kleo- 46 B 137, 4 (214, 1).
bul. 73a 3 (620,17) Twvfj noXXd dv6p6<; 6ai<ppu)v. 6ot<ppovo(;Emped.B 1(173,©).
d2uT€pr} Tipbc; KaK0<ppa6|iioauviiv De- &aiM<^vtoq. iv Tolq &at|Liov(oii; kci 6€(oi<;
mokr. B 273 (434,1) Otto TU vaiKcx; dpx€- TrpdY^a0l opp. dvOpumiKoT^ Philo!. B
153
bi
154
11 (243, 17) &al^6vlov M€po<; Tf^<; 'n5xi<;
Pythagor. D 11 (291, 20).
ba{|uujv. Gottheit, dvfjp v^iuioi; t)kou0€
iTpö(; ftaffiovoc; Herakl. B 79 (73, 21)
6ai|bi6vu)v crfotAiLiaöiv euxovrai He-
rakl. (?) B 128 (80, 11) 6ÖÖV ftaf^ovoc;
(oder 6af|uov€5 = KoOpai 'HXidfteq)
Parm. B 1,3 (114, 9) ^al'|Ulwv i^ ir<4vTa
Kußepväi — t6kou KCl iLißioc; apx€i
B 12. 3 (123, 20) vgl. A 37 (111, 10)
4|u((TY€T0 ftaffiovi 6ai|üiujv (<t>iX{ri, N€t-
K0(;) Emped. B 59, 1 (190, 18) ahxi[<^
Tf\^ laexaKoaibiTioca»? i\\iap\xivr\ = hai-
fiijuv B 126 (210, 4) €U toooOtov i^iua;
dveöero xP<5vov 6 6a(mjuv i&(TT€ Thra-
sym. B 1 (576, 28) ftaijuiuv dq)9(Tuii
e(5XXuiv ß{uji Krit. B 25, 17 (621, 5)
KOTudKiöcv Tov ftaffiova (koUekt.) B 25,
39 (622, 3) vo^(r€lv öainövujv elvai
tevoq (622, 7).
Dämon, Gespenst, xöv k6ö|liov öat-
Movujv nXiipri Thal. AI (4,9) 3 (7, 11) xö
trav A 23 (10, 41) navxa Herakl. A 1
(56, 11) ciiujXo aiixoü^ övojadliov neaibv
€lvai xov äcpa xoüxurv <py]a{ Demokr.
A 78 (366, 7) dvacrrpcqjovxeq 6»oiko0v-
x€<; xä Koxot xfjv ff\v 6vx€<; nXclaxoi
Emped. A 31 (158, 42) 6a{Mov€^ oixe
|LiaKpo{urvo(; XeXdxaöi ßfoio Seelenwan-
derung B 115, 5 (207, 11) ftixxai xiv6(;
€Kaöxov YiTD'diuevov irapoXafiißdvouai
lioipai KCl 6a{nov€^ B 122 (209, 5) fixo<;
XoAkoO : q)UJVTi ftaiindvujv Pythagor. C 2
(279, 25) — Ursache d. v6öoi [Demokr.]
B 300, 10 (441, 46).
übertragen. i^Öoc; äv6pu&iru)i 6a{-
muv Herakl. B 119 (78, 14) 6 xpöiroi;
dv9paiTroi<Ji baffituv Epich. Gn. 17 (93,
19) x\tvxr\ olKrjxripiov 6a(|Liovo<; De-
mokr. B 171 (416, lü) auTTi i\ i]^xipa
. . . KOivoO 6a(|iOvo<; apxei Antiph.B49
(698, 16).
6<iKV€iv. ^K xoO a1|iaxo<; xoO Tucpdivoq
ndvxa xot ödjcvovxa Akueil. B 37 (517,
27) 6e&iiYM^vov unö npdxuo<; (Niki^-
paxov) Thrasym. A 5 (674, 18).
bdKpuov. b&Kpua Ai6<; = d{ußpo( Orph.
B 22 (482,11) <Kp6vou?> ftdKpuov 6<i-
XaxTtt Pythagor. C 2 (279,23) öaKpüoK;
xetTC» KpotJvui^a (Nfloxi<;) Emped. B
6, 3 (176, 10) — ödKpwov Entstehung
A 78 (166, 8. 26) — buKpuiuv €ipT€09ai
5 Pythagor. D 6 (285, 22) 7 (285, 35).
baKpuiÄftrjc; Herakl. b. Luk. 12 C 5 (86,
37).
6aKxuXioTXi5(poi Krit. B 66 (628, 84).
boKxuXtot;. €v 6aKxi)X(uJt |ufi 'q)ep€tv
10 eeoO elxdva Pythagor. C 4 (280, 39)
6 (281, 43) tUebatur antUo , (ut) aig-
naret quae esset expertus [Demokr.]
B 300, 2 (440, 11) öaKxuXiov ov €lx€<;
öauxoO Ipfov V. Hippias A 12 (582, 10)
15 — xü»v ftoKXuXfujv xOüv iroirixu)v 66 A
14=1 (472, 30).
ödKxuXo<;. 6 flffÖTjpo? . . . xOüi b. Kcxa-
xp{߀aeai Meliss. B 8 (148, 6) öxCTexai
(9X€i}j) ... 1^ fxiv ^iTi xöv ^eTav b&TK.-
20 xuXov Diog. B 6 (337,21) €it\ xou^
6aKxOXou(; [Zehen) (338, 7).
b(X[xAti.\v. {kb&\ia(iOi) Epim. B 2 (494,
26) oü top M^^itoxe xoOxo b<x\ii\\ [aon
pass.] €Tvai Parm. B 7, 1 (118, 1).
26 SavefZeiv. Sovclaai ^itt x6kuji Antiph.
B 54 (600, 12) xilii 6av€iZo|Lteviui A
(600, 19).
ftairdvri opp. q)£i6uj xat Xi|nd^ Demokr»
B 229 (426,7) ftandvrii xpdxwjxoc; Krit.
30 B 2, 3 (614, 3) oUoxpiß^? b. B 6, 14
(615, 28).
6dnx€iv. äXXiiXou(; Sdirxovxcq Emped.
BU6,2 (213,29).
ftaxeloeat xot xpi^MOTo (xol^ uaiöi) De-
35 mokr. B 279 (435, 14).
ftdqjvT). Trapa|biev€iv xä «pOXXa Emped.
A 70 (164, 19) dp{<mi |Lt€xo(Kri(JK B
127, 2 (210, 12) ftd<pvr|C «puXXtuv dno
TtdMTrav Ixeaeai B 140 (214, 18).
40 6aH>iX6<; aienp Emped. B 89, 1 (187, 4).
^bk. oöXo? . . . oöXo^ 64 . . . ouXo? 5e
T€ Xenophan. B 24 (60, 18) u6axi ö*
u6iup, aiöcpi b' aiBcpa . . . oxopTnv bk
mofr^1\\, vdKO(; bk x€ veCiceV Emped.
45 B 109, 3 (203, 21) oüv bk xc Mus. B 11
(486, 17) — TTouaavdi, oü 64 kX09i
Emped. B 1 (173, 9) — Ka\ verstär-
kend Ko\ xoi^ dtdXuoöiv bk Herakl
155
bk
156
B ö (62, 1 7) KCl ipux".t U B 1'^ ,48, 13)
KOI ixe bi Auaxag. D 6 (316,10) Vijl.
Demokr. B 191 (421,1) im Xachsatz
u;<; b' ö-;e — (hc, öe TÖxe lilmped. B
84,7 (196,35) f)i /iev - Tr,t jiicv ... 5
1^! bk - TöÜTrii bt B 17, 13 (178, 10)
onöoa \)kv — otröau 6e . . ., raOra
bk Thrasym. B 1 (577, 22) — ÖKocra
KUKu . . ., xdfce bk Domokr. B I7ö
(417, 12) •— Stellu.ig Toö XÖTOU öt lO
Heraki. B 2 .;62.5) 6 cpuöi.; öd I'Lilol.
B 1 ;2iJ9, 31; eE d6iKiii<; 6e Demokr.
B 78) 402, 18) To öe b\ otaüv riut6\iov,
t6 öiü iraaüv öe ömXoov B 6 i242, 1;
vgl. Stellaatj von uv — ofioiuu^, \iy\ 15
laijui öe Tcixei Archyt. B 1 ;238, 18j ev
Tiwi aiiTuii öe ft Antiph. B49 (598,33).
^öe suff. locativ. s. dtYTOOöp, |uux6v6e,
TTOVTOVÖe.
öeöievqi. öcöoiKe abaol. l)emokr. B 20
174 (417, 9) eavoTov öeöoiKore;; B 205
(423, 2) 206 (423, 3) öeötoüi opp. oiYa-
Ttijjöi (rjiLiepav) Thrasyra. B 1 (577, 4).
öenöK = evÖ€{a Antiph. B 10 (593, 3).
öeiKeXov Demokr. B 123 (408, 6). 25
öeiKvuvai. monstrare. öei'Euu Ke\eu6ov
Xenophan. B 7, 1 (47, 18) reddeve. TOÜi;
litev eeooc; töeiHe (TToXenoi;) Heraki. B
53 (69, 20).
öeiXaio«;. äxeiov Emped. B 145, 2 (215, 31)
22).
öeiXia Beispiel 'Eneiöc, Dialyx. 9, 6
(648, 24).
öetXtx; npo<; tu aiöxpa kci ctToXnoi; Xe-
nophan. A 16 (35, 41) vöacq öeiXoioiv 33
eop-rri Antiph. B 67 (601, 9; — öeiXujv
T€ KOI eaeXüjv Mus. B7 (485,14) öeiXa
(öeivaHdss.) km esöXd Euiped. B 15,3
(177, 7) noXXa bdk' ipL-naxa B 2, 2 il73,
19) ^upia ötiXd B 110, 7 (204, 0) — 4«
Ö€iXü<; opp. öXßto<; B 132, 2 (212, 7)
öeiXcv 9vnTU)v f evo(; coni. öucrdvoXßov
B 124, 1 ,209, 26) öeiXoi, iidvöeiXoi B
141 (214,31).
öei|ia. Ö€i|üia Eu|aq)opf^(; Demokr. B 216 45
(424, 7) öeiVari äibeiu B 199 (422, 9)
öttui^ ei'rj ti bei^a toi^ KaKoli?! Krit.
B 25, 14 (621, 2).
öeiMatveiv. öeijaoivei |uti ArttipL. B 58
(601, 12) ev i&i öe;^aivei. jueXXei f601,
1*).
öeiv binden. *öu'jj öeei opöpov* Em-
ped. B 32 (184, 20; eb*iö6 coni. etöia-
(f\:iO<i>i B 33 (185, 3).
öelv nötig sein. tüXXo öca öei T.dvxa
Pherekyd. B 2 (508, C) traiöo *oTov av
*ötni Demokr. B 277 (434, 19) b\<„ 6
öel, kqXov eöTiv eviöiteiv Enipßd. B 25
(182, 20) updTTeiv d öel Demokr. B 3
(386, 4) tppoveiv a öei B 42 399, 11)
eiircTv & öei Gorg. B 6 '557,11) öid to
ölov [opp. öid qpößov) drrexeööai d)aap-
Tri)nuTU)v Demokr. B 41 (399, 9) tö f ic
TO öeov r|Y|uevov iieiBoi ß 181 (418, K»)
TÖ öeovra npdTTeiv Dialex. 8, 7 (648,
1 fif.) TÖ öeov ev TU)i öf ovti Xe-feiv . .
öiTÖv . . Tcoieiv Gorg. B 6 (557, 1 7) 00-
<poi ev TUJi öeovTi Dialex. 5, 9 (645, 1;
— TU)v auTUJv öei Demokr. B 235
(427, 9; öid TÖ öelv . . oEl'tiitoi; Krit.
B 37 (624, 38) öei ra. Inf. Heraki. B 2
(62, 4) *73 i73, l) Meliss. B 9 (149, 2;
Philol.Bll (243,3; Archyt. B 3 i262,«;
Demokr. B 87 (403, 16) 191 (420, 14;
266 (433, 2) 288 (426, 2) Protag. B 3
(537, 20; ujv öei irpoöeivai Gorg. B 6
(507,9.10 vgl. 18) Antiph. B60i;602, 5).
med. bedürfen. iravTÖ^ eöcixo Parm.
B 8, 33 (120, 12) ouötv()^ öeTrai ',Ge(5?)
== döenToc; Antiph. B 10 592, 85; vgl.
t6 |ur]Ö€v6^ öeioöai Betov Sokr. 80 A 3
(589, 11) q)uociu<; Kai doKt^öeoiq öiöa-
OKoKia öeiTOi Pro tag. B 3 iö37, 19) tö
dTiwvicTfia öiTTOJv dpexiLv öeirai Gorg.
B 8 (558, 8) Toi^ öeo|uevot(; opp. oi
irXouaiot Archyt. B 3 262, 16, — bit-
ten. TToXu eöeiTo m. Inf. Antiph. B 54
600, 12) Twi öeo|nevun (600, 17).
öetvdq. deöXov Xenophan. B 2, 5 '45,
18) Gf^pa XeovTa Epim. B 2 (494, 28)
öeivoi ev toxc, Ö€ivoi<; Gorg. B 6 (557,
25) Xe-feiv , . . öeiv6(; Epich. Gn. 29
(94, 23) Ö€ivou<; Xeteiv troieiv Gorg.
A21 (549,34) — öeivdv = kokov Pro-
tag. A 14 (565, 81) -fvvi] |nfj döKeiTiu
XÖYOv, öeivöv ydp Demokr. B 110
bel\6<i
158
^B (406, 1) 6€ivuv V) 6taßo> ia HippiaB B 17
(585. 25] btivöv, ötuv tj; nn qppovurv
boKi\\ (ppoveiv Krit. B 28 ,622, 16,.
ieitrvov 'Ikkou Ikkos 1 {\g\. Nachtr.)
't{ apa &OKCI t6 5.;' Ant-xarob. Als
(454, 12) cm la tftnva ßpabetuc; no-
pcuou, f.iri Tac, axvxiac, xaxeuj^ Cliilon
73^ 3 (521, 20).
fitKo. bkK dvGpuuTiuJv Ka{ t' » rKoöiv aiuj-
vea0iv Emped. B 129, 6 '211, 19' bim lo
tixc, öpxa«; Pythagor. B 5 ;271, 17] ai
■xiq ütirö Tiiiv öeKo tv äcpeXol Dialex.
5, 14 i64ö, 11). Vgl. beicct?.
^eKa|urJV0(; Emped. A 75(165,33] rot 6.
(165, 35). 15
6 1 K a <;. TTtpi Tfi<i beKÜboc, Tit. Archyt. (?)
32 B 11 242, 36; = (263, 15) Getupeiv
. . . rfjv ouöi'av tuj äpiOn'Jt) Karrctv bu-
vajuiv otk; eaxiv cv xäi beKubi, jucfciAa
fup KCl navT€Xii(; ktX. Philol. B 11 20
(243, 4 ff.) vgl. (Speusipp. nach) Philol.
A 13 (235, 21 ff.) tt(ötk KaXeitai (236. 21)
bcKTiKf] ToO cnrefpou (236, 25) Mvriiit]
(236, 23; vgi: Pythagor. 34, 4 ^250, 15)
35 B i263, 13) 45 B 4 (270, 44) 15 ^273, 25
17) 16 (273, 32) Bedeutung für Wachs-
tum d. Menschen Hippon A 16 (225,
10 ff.).
fteKoroq. i-itivö'; €v . . b€Knixr]i Emped.
B 68 (193, 7). 30
bikeap. öeXeara Antiph. B 49 (599, 3).
b e Xto. öeXTUTOt; Demokr. B 20 i394, 12).
bi\ro<i Pythagor. D7 (286,81 ff.) xaXKal
Akusü. A 2 ,512, 10).
6eXq)dKiov Antiph. A8 591,4). 35
AeX(pTvo<; Demokr. B 14, 8 (392, 38).
bifxac, Xenophan. B 14, 2 (94, 8) 15, 5
(49, 9) opp. vonna B 23, 2 (50, 16)
Tovrla €Kpi'vavTO 6e|na<; (des 6v; Parm.
B 8,56 (121,16) vÜKxa . . nuKivöv bi- 40
Moq B 8,69 (122, 8) uuSei x0wv . . acpk-
T€pov beiLiaq Emped. B 37 ^180, 18)
ßbaxoc; . . . xepev b. B 100, 11 (200, 25)
oupavoö b. Krit. B 25, 33 (621, 21)
McX^wv ^paxöv 6e|Lia? Emped. B 62, 7 45
(191, 23).
6€^€lv. €&€inav Mus. B7 (485, 18).
öev (= axojuoi) opp. ouöev Demokr. A
37 (359, 12) .19 ;361, 26) txr\ fiöAXov
TÖ bkv f] xö Kifttv etvai B 156 (413, 11).
tev5pe6ep€nxo<;. ^cjf tax« Emped. B
111,8 (201,1!)).
öevöpf.ov, bivbpov. ^x xouxujv (Ble-
mentt) blvbpeo. cßXaainöe Emped. B
21, 10 (181, 1' hevbpca KxiJovxe (fpa-
(pfc€c,) h 2'ö, 6 (182, 41 6€v&pea ^oKpä
KCl . . KOMaörjveq B 72 (193, 22) uiio-
lOKei jLiaKpit bivbpta . . tXaiO«; B 79
(195, 0) evi fttvöptoiv riuKojuütaiv B
127,2 210,12) efAncöoqpuXXot KOI i|i«re-
u6KapTra B 77 (194, 28) über <puXXo-
poeiv (194, 21) A 70 (164, 18) <puXXo-
pOGiv äpxf xixi Demokr. B 14, 3 (391, 11)
Trpojxa xüJv Zaiiujv tK f'^c; dvaqpOvai
Emped. A 70 (164, 12) yf\c, uepn (164,
15) — xpotpn Anaxag. A 45 (303, 18) —
09aipav TTepiq>ufivai xOöi itepi xf^v pjv
äepi ihc, xüJi ftevöpmi qpXoTov Anaxi-
mandr. 10 (13, 37) xb öevöpov iroi'riOK;
d. Phorekjd. A 11 (507, 18) vgl. B 2
(508, 1). Vgl. (puxov.
6eEa^evTl. 6eEa)üi6vai = ai ev xtiii öuu-
tiaxx (pXeßeq Demokr. B 135 (409,18).
besiöc,. tni ötHice, €tt' ctpiöxepd Diog.
B 6 (337, 12) cm behd Krit. B 1 (613,
20; 6 (615, 16) 33 (623, 18) «tri öeti-
xfeputv xtip« B 6 (615, 13) vgl. x^^pa • •
ieSixepfiv eXev Parm. B 1, 23 (115, 5)
diTÖ ir,c, heliäq (auch 337, 24) ei(; xa
öeEid Diog. B 6 (337, 16) U tujv öe-
5iü;v ,338, 12. 339, 9] elt; xä beim (338,
13. 339, 10).
öeE'.öv KQi dpiöxtpöv dpxfXi'Pythagor.
B 5 271, 22 = 14 A 3 S. 100, 33) B
31 (277,4] x6 öcStov xoO oupavoö B30
(276, 45 = OTaeov (276, 47) rj^dq €v
beliwi inepei B 31 (277, 9 falsch ^277,
12; — x6v fteSiöv uiro6el<j9ai irpöxepov
C 4 :280, 33) Xt^vjik; (y^voiköc;) 5id be-
Eidc; ,280, 41) — öeEixtpotcriv laev koü-
po'jc,, Xaioioi bk Koupo*; Parm. B 17
(124, 19) ex dextris partibus profuso
semine mares Emped. Anaxag. 21 A81
(167, 12; Anaxag. A 42 (302, 13! an-
ders Emped. A 81 (166,39 ff.) wieder
anders Parm. Anaxag. 18 A 53 (113,1)
159 ftipKcoeoi 160
Qäaaov bianopqioOTai to ev rot? be- iuev, fte. direSeTO otro» 6»^ Antiph. B 54
lv>\<i Emped. A 83 (167, 41) tö öeEiöv (600, 14) - \ia\ b^ Ja sogar Demokr.
im Vers Pythagor. B 27 275, 47) — B 263 (430, 6) <pep€ b^ Antiph. B 49
Töv öeSibv av6pa Anaxarch. Bl(458,2). (698, 18. 20. 699, 16) — öauT€ Demokr.
öepKCtfOai. vöiui 6lpK6u Emped. B 17, 5 B 172 (416, 21;.
21 (178,18) ^iriiLMipTupa öepKcu B21,l br\\o<;. hf\\ov Sri Zenon B 2 (134, 4)
(180, 1 6). Meliss. B 8 (148, 12) PhiloJ. B 2 f240, 4)
hkp^a. OTOv Ti Otto rh bkppta Xuirf^i Archyt. B 1 (260, 0) Diog. B8i339,20)
Diog. B 6 (338, 20) (q)Xeß6(;) Otto tö Demokr. B8 (388, 11) Antiph. B 49
öepfia T€{voüöi (339, 4) 'b€p|bia'EiTifi€- 10 (699,11) dvGpufnrou; tOüv dvatKodov 5o-
viöciov' Epim. A 2 (491, 18). k€! elvat . . . bf^Xov bk koi toT? äXXoic
b€po^ iropqjupcoOf^vai dirö Tf\<i 6aXd<T- ZiÄioii; Demokr. B 278 (436, 6) — opp.
ori«; Akusil. B 29 (616, 11). atpavToc; Epim. B 11 (496, 21) fiep«
beöfiö^. kv Ti€{pa<yi ftcöiuiliv Parm. B ... Trfji öf^Xov ckoötov Emped. B 4, 9
8, 26 (120, 6) Tt€iparo<i kv 6eö^o'iötv B 15 (174, 18) vgl. B 4, 13 (174, 22) ovi yap
8, 31 (120, 10) <pvff\c, dSia . . n fteöfntöv i'j(; ftf^Xov oObcvi oüiöcv . . . , ci imfj i^^
Demokr. B 262 (432, 2). <ipie|u6<; Philol. B 11 (243, 10) bf\\a
b^a'n6Ze\v. itoXimv beOTtdZovai, fvvaxh. Y^YOtKaaiv Emped. B 23, 10 (182, 8) ki.
fcouXeiiouöi Demokr. B 214 (424, 6) oOx ^v *bi\\' exevovro rä vOv ^(Toput|ix€v
oöiov 6€(Jw6Z€cf6a{ xiva tuiv Oeuiv Xe- 20 B 38, 2 (186, 21) 'xP'J^* ^^«' Phere-
nophan. A 32 (41, 17). kyd. A 1 (504, 9).
öcoirÖTri?- btav[6Ta<; opp. cTUTTevei<; 6ti^o0v. ftriXoi absol. Philol. B 2 (240,6)
Kleobul. 73» 8 (621, 1). 6tiXo1 6 Xöfoc; öti Demokr.' B 7 (388,8)
&ei5€iv. 6a<f \b€i te kcCx dpt^r» 6eu€Toi (örjXtdauj) Krit. B 34 ;623, 27) br]\dj-
airrf\i Emped. B 21, 4 (180, 18) XP^- 2» <fa<; döiKoOvTa^ {Kofiondc,) Archyt. B 3
Haai 6€u6m€voi Xenophan. B 3, 6 (46, (263, 1) ftcöriXiuTai oti B 10 (389, 2)
21) 96VOK; Ol» ftcücTo ßu>)i6^ Emped. iL<; öeöri^uucfeTai Diog. B 4 (336, 15).
B 128, 8 (211, 2). 6r]|irn-ope!v. öa|LiaYop€tv Dialex. 7, 1
6euT€po(; Archyt. B 2 (261, 16.1») gen. (646, 21) 8, 1 (647, 14 ff.).
(261, 16. 23) acc. (261, 10) fem. (261, 30 bi]nr]fopia Nausiphan. B 1 (464, 8) 76
18). B 14 (660, 10).
6^XCt^6<»»- dXXo(; eH dXXou ftex^TOi Em- fermnYopiKÖ^. X^yoiThrasym. Bl (676,
ped. B 115, 12 (207, 18) vcOfto? oi)bkv 17) ArnunTopiKct irpoofma Tit. Krit. B
bixerai d tA dpiGmö cpüai? Philol. B 43 (626, 16 vgl. 612, 19).
11 (244, 1) xapiTaq bixeaBai Demokr. 35 AriMi^TTip. AriimiiTpo*; Tfjv toO rerpa-
B 92 (404, 8) — 6€Ea<|i€VTi €6 tö epS)- -ftivou T"Jv{av Philol. A 14 (236, 37.
po^ Pherekyd. B 2 (608, 16). 237, 6) — = f\nap Metrod. v.L. 4 (326,
^'bA- rr\y 6ri Parm. B 1,15 (114,21) 4,6 25) = apxo? Prodik. B 5 (571, 27).
(116,24) ßi&öi, TÖ Sri ß(oTOv KaX^oum "Weiteres s. Reg. II.
Emped. B 16,2 (177,6) enci ...kvbk... 40 6ifjmoupY€iv. Trjv öpefjv ör)|itTffop{av
ev Tfji b^ B35,5 (185, 81) ei IffTi yY\... Nausiphan. B 1 (464, 8).
€1 br\ raöTa eOTi Melies. B 8 (147, 18) &r)|LiioupY^a- KCTd tc«; bimtoupTfa^ Tct?
€ir€i bk ToOxa ^HeTcXctrav . . < ^nci br\ Tcxvixdc; Philol. B 11 (243, 20).
ndvra eroTna T^TveTai Pherekyd. B2 ö»)|nioupYÖ^. Xöyov 6ri|uioupTÖv rtliv
(508, 6. 6) ir€pf t€ bi\ iSl^ t(öv aOTpwv 46 övriuv (€inap^cv*]v) Herakl. A 8 (68, 31)
TaxüTdTO^ (vorher wpi tö*; tOüv 8Xu)v tiXji Y^vviiaavTi ircTepi koi ir]|LiioupY(tit
qjiiöio?, iT€p\ TÖ)v KOTd yiipo<i) Archyt. [Philol.] B 21 (248, 12) vgl. A 17 (236,
B 1 (268, 8) — häufig nach Relativen, 32) (bra bY]ix\ovpfO(i dvcujixe (Demokr.)
I.
bi&Qiaiii 162
C6 ;448. 26) ftriimoupTÖ? voO(; (Krit.) 6iaßdXX€iv. jii^ at fttaßoXX^Tiu \6yo^
B 19 (619, 13) TteiBoO^ bi^moupYÖ? 'f\ irpöq robt; Trforcuji; K6Koivu)vr)K6Ta<
^HTopiKi^ Gorg. A 28 (Ö51, 4). Thal. 73* 3 (622, 1) bioßdXXciv mX dwo-
ÖTmoKpaTia KpeiTTov Tupavv(6o(; Pe- XvaaaQai ftmßoXd^ Thrasym. 74 A 26
riand. 73» 3 (523, 16) Vj ^v b. nevf») Tf\<; 6 (636, 12) = 78 A 6 (678, 21).
napä To^<; bvy&at^xai KdKiotiivr\<i eO- SiaßcßatoOv. oO &v äplT]i btaßcßatoO
öaiMovfri^ . . aipcTiuTcpTi . . . Demokr. Bias 73» 3 (523, 3).
B 261 (429, 12) ArmOKpaT(a b. Krit. 6taßoXT) ynupilii <plkov<; pDemokr.] B
A 13 (61 1 , 20). 302 (446, 7) ftiaßoXd Tlirasym. 74 A 26
ftflMot;. ^v tovtI bif\nwi Anaxarch. B 1 lO (635, 12) = 78 A 6 (678, 21).
(458,8) 6i^MU)v doCftoiat Herakl. B 104 biaßoXia b€iv6v Eippias B 17 (686,
(77, 1) ^(ixEOdat xpn 'Tov bi\\ioy vnkp 26).
ToO v6|iou B 44 (68, 16) Toi»? äpxovrac; bi&f€iv (töv ß{ov) Demokr. B 189
uiro ToO 6. aipcTou^ etvai . ., bf\^ov (420, 8) abs. ßeXrtov trpi^aoet t€ ital
6' ^TCo{ei Ta Tp(a |i4pii tt)^ niSXcui^ Hip- 16 bi6.fex B 191 (421, 9) eueujaÖTepov 5i(4-
podam- 1 (227, 34) xpn töv 6d|Liov a\- Uic, (421, 10) zitiert v. Hipparch. 65
petöSai irdvra^ zixx; euvuj^ airrOüi Dia- C 7 (460, 11).
lex. 7, 6 (647, 9) biiinou ^xöp^v iroXe- öiatiTvi^aKCiv. fitvc? &v fturrvotcv
fiiov voMÄciv Kleobul. 73» 3 (520, 17) Herakl. B 7 (63, 2) absol. KaX&i; 6ra-
fti^Mov KOToXiiciv V. Krit. A 1 (607, 1) 20 tvt^M€vai Archyt. B 1 (258, 4) 6ia-
ävaircföovra xöv 6fj|Liov eEeXOclv . . . fV'ivTcq (268, 6).
(Kimon) Krit. B 62 (628, 8). biä^viuaii;, aa(pr\ bidtvwmv Archyt.
br\tx6aio<^. 6»moa{uiv ktccviuv (rfixa) Xe- Bl (258,9) i) toO xaipoO biA-p/wSKi
nophan. B 2, 8 (46. 21) tuiv b. opp. Demokr. B 226 (425, 17).
Tü»v eujuTurv Demokr. B 253 (430, 8). 25 6i(iTPaMM<i T€iWM€TpiK6v v. Archyt. AI
6i1liuiq)€X*i<;. örmuKpcXca Demokr. B (250,41).
282(436,10). öidiieiv. ouvaiöov ftiäiftov Herakl. B
5tlvai(5TTi(; Demokr. B 201 (422, 12. 18). 10(64,2).
&f^pi^ dist. ötcIök; Emped. B 27» (184,1) öiaftiKotZeiv Krit. B 71 (629, 12).
vgl. AfjpKtt i)uaT^€0(Ta B 1 22, 2 (209, 10). 3o6ia6ox»^. eetliv öioftoxa{ Pherekyd. A 3
6t]PÖv ... ncTtapfi^voi Emped. B 112, (605, 2).
12 205, 19). biabutaeai. 6 dixxi x^Xö^ Demokr.
bf\xa Thrasym. B 1 (577, 9). A 135 (376, 47).
^bi&. m. Genet. ^xußepvriac Ttdvra bia 5io6«iv€iv. 6 TXuia*i; xw^^<; Demokr.
inivTUiv Herakl. B 41 (68, 12) Siä irav- 35 A 135 (376, 4).
TÖ^ wdvTa irepiIivTa Farm. B 1, 32 (115, 6t<i9€0iq opp. Xö^foi Nausiphan. A 2
14) bxa iToXX(!)v . . -f\\bo<jY\<i p^Qivra (462, 37) k%pTf\acno iv\ tv^MIIj toO
Emped. B 39, 2 (187, 6) biix x^ipbc, ftmöeivoi Xötov, xi\<i bicKoa^if^atüi^
£XovT€(; Demokr. B 279 (435, 16) &i' (vgl. öidoraaic;) Antiph. B 24» (696,
öEciav Philol. B 6 (241, 16 ff.) — 6i* 40 28 ff.) — (= 6io{ktjOiO 6i6^€? t#iv
aluivo^ nap^öcvrat Emped. B llOj 3 ftideeoiv dKO^outftv B 63 (602, 19) —
(204, 2) q>uo^evou(; novrcla ötä xpövou » Kpd<Tt<; , maßgebend für 6<Sippi\<n<i
(Xp6vov HdBfi.) cftea B 115, 7 (207, 13) Diog. A 19 (331, 7) für axoQ^Ol<i De-
ßpaxdai t€ Koi bi dXlyox} Demokr. B mokr. A 136 (376, 41) Protag. A 14
236 (427, 4) bih tox^o^ Trapofxerai 45 (531, 21 ff.) für (ppovciv TroXatoC 66 A
(427, 7) -— m. Akkus. Trp6o5ov voeiuv 136 (377, 16) — növ tö wpoo€V€xö4v
. . . x€ipi€pir\v bxa vuKTo Emped. B 84, 2 ofnöv xivo? \biov 6ta6€06U»( Pythagor.
(196, 30) bxa toOto B 67, 2 (193, 2). D 8 (289, 6;.
D i «1 > , Fngn. d. Yonokr. III ■ $
163 ?>iaO»iKii
164
öiaOriKr). Testavient. 6ia6fiKai Demokr
Bl^ ;385,22)— -= öideeöit;. juexa-
irliTTov KOTct . . aü()|LiaTO(; btaO»iKT]v (öuvi'e-
|Li£v) B 9 {388, 20;.
ftiaeiTn Leuk. A 6 (343, 4) Demokr.
A 38 (3Ö9, 35).
6ia0pu»iOKeiv. tpu«; cEiu biaGpüJiöKOv
Emped. B 84, 5 (196, 38,'.
6ia{v£iv. (xööva) cftfTjvev ev ö^ßpult
Emped. B 73, 1 (193, 26).
6iaip€Tv. noaöv |uev KaGcariix; iMaipc-
ötlöexai, öuvexc<; he. öv i:\xx]Qr\a^T(x\
Gorg. B 3 (653, 24) — feiaipeujv €Ka-
öTov Karct qpuoiv Herakl. B 1 (61, 35) —
Disposition Nausipban. B 2 (465, 34 ff.)
öiaipetv 6v6|uaTa Prodik. A 17 (566, 16)
18 (566, 28) — (eßöoiua«;) biaipeixai
Kaxä xä(; äpKT0U(;(?) Herakl. ?) B126i
(79, 22) (ä&iaipf.xov tö €6v; ei yctp hv[\\-
prjxai x6 cöv, Kivelxai Meliss. B lö
(149, 5) 'xb iTäv) ftiaiperbv äbiai'pexov
Herakl. B 5() ^9. 11^ oü6f feioiptröv
(xb €Öv) Parm. B8, 22 120,1) iräv xb
öiaipexbv iroXAä Xenokvat. nachZrnon
A 22 (131, 1). Vgl. Ö4a{pfc(JK.
feiaipeöiq Entstehung Leuk. A 14(346,
11) xoö Xo-fiKoö Ziwiou Pytliag. 7 (24,2)
xTiv xitiv TToXeujv aipccnv eOpe v. Hip-
podam. 1 (227, 12) ai xiuv xerpoxöpömv
Archyt. A 16 (255. 10). Vgl. öiaipeiv.
öiaipexo^ s. biaipeiv.
öiuixa. (ZüJia) oüxe ibeav gWij'vOk;
601k6xc( oüxe öiaixav . . . Dicg. B 5
(336, 14) 'x{vi biafxr.i xpiu|ixevo<; o'!;x\uc,
k)xixe\Cnc, . . . ZT^öeiev' Gorg. A 11 (547,
33) Aaxebaijioviujv Krit. B 6, 25 (616, U)
B 34 i623, 24) 06xxaXoi iroXuxeXeöxaxoi
irepi . . . xf]v öiairav B 31 (623. 1 —
TTept biafxriq r\ AiaixjixiKov Tit. De-
mokr. A33 (358,4 = B 26' (396, S).
6taixT}xr](; koi ßmiub«; xauxcv Atchyt.
A 12 ,253. 30).
biaixrjTiKOi; s,'ft{aixa.
ö i (i i XX 6 1 V. fciaixxovxe^ Entstehung Xe-
nophan. A 44 (43, 15) Anaxag. A 1
(294, 7) 82 (308, 39'.
biäv-aoaxc, äaxkpoc, = Y^Xa^ia^ Pytha-
gor. B 37- ,278, 43).
6iaKoö|Lieiv. irdvxa 6ieKoa^r]Oe vovc,
Anaxag. B 12 (319, 2) vgl. A 42 (301,25)
46 (303, 39j 48 (304, 14. 18 55 (304,48;.
biaK6a\ii)ai<; = xP*l<^Moöuvn Herakl.
6 B 65 (71, 12) xujv alaörixOüv Parm.
B 19 (125, 6) dfftioq Emped. A 1 (153,
35) &ixTt^v, xriv |Liev vo€pav, xriv be
ai<j9riTi^v Anaxag. B 14 (320, 3) öia-
aiipeiv aüxoO (Anaxag.) xu irepi xri«;
10 &taKoa|ui^aeu><; koü xoO voO v. Demokr.
B 5 (387, 20) = A 1 (350, 22).
?)i(iKOö|Lio<;. 6i(iKoa)Liov . . . ixotvxa q)o-
riZiii Parm. B8,60 (122,4) bixxc,; Em-
ped. B 22 (181, 7) fAifac, bu'tKOöiLioc;
15 Tit. Leuk. B 1 (349,30 \gl. Aum.) De-
mokr. A 1 (351, 23. 27) 2 (353, 6) =--
31 (357, 3) 14 (354, 18) Ü3 (357. 2l! =--
B 4»' (387,4; B 0^ (384,31) MiKpöt;
Demokr. A 1 (351,39. 41) -•-- B 4^ (387,
2. 10 ir.) A 33 (357, 22. Anfang:?) B 166
(415, 11).
öiaxpiveiv. TTcqpuKev xb )iiev 9ep)ubv
biaKpiveiv, xb bk ipuxpbv öuviöxdtvai
Parm. (?) A 35 (110, 46) vgl. (riXio^)
25 biaxpiviiv -ireqpuKC (opp. ituKvoöv)
Theophr. gegen Dtmokr. A 135 (374,
16; opp. rfufKpiveiv v. <J>;X{u Euiped.
A 37 :159, '16^ 40 (180,19) v. NeiKO«;
A 52 (162, 3; vgl. Dt5..iokr. A 49 (361,
30 3<3) — pass. npp. auYKpiveae.il v. oxoi-
xcia li. ä Epich. Gn. 9 93, 2i (coni.
biaXXdxxeoOai) Emped. 20 A 5 (138:
975'' 13 vgl. 141; 977^ 4, 21 A 1 :153,
32 28 (158,10; 37 ,100,1) 42 160,31;
r,5 49 ;!61,21.30) vgl. (Oi-ph., B 16 (479,
33) Aegypt. 60 B 6 (459, 44) — xou-
xujv ouxm öiaKpivojuevujv Anaxag. B 5
:316, 5) vgl. B 13 (320, 1. t!) xa avtx-
|LU0Y6|lt€VU X€ KOI diT0Kpiv6|ucva Kai
40 öiaKpivojueva B 12 (318, 21) ou6tv ütro-
Kpwexai oi)b€ 6iaKp{vexai (319. ö) yive-
oGai = ovixixioffoQai, diröXXuöGai =
biaKpiveoGa; B 17 (321, 3. 4) vgl. A 45
(303, 21. 24; 64 (305, 48) B 10 (317,23)
45 inrib' evbexdöai ndvxa biOKpi0f|vai A
53 (304. 44) nach Anaxag. Eurip. 46
A 112 (313,4) — biaKpi'veoGai xd ö^oia
^pb? xd öjioia Lftuk. A 1 (343, 7) —
165 6iavoia 166
irpiv ri^if pctv KOI vukto ftiUKpiGrivai 20 A 5 (138 ; 915^ 13; (tOlii Xo^iöinurt)
Emped. A 70 (164, 13) — tüliv coiiuiv nepi tuiv öuvaXAaTindTUJv biaXkaao6-
TO ykvri 6i«Kpi0nvoi A 72 (Ifiy, 7; tcx neGa Archyt. B 3 (262, 14) — 6iaX-
fioi irp'UTov öiaKp{v€(J0ai TiiJv Ivjhjjv Xdactou 0]p, tiMiopoö Chilon 73» 3
üemolo«. A 145 (380, 11; &ieKpieri<Jav 5 (521, 30).
avSpiuTTüi . . . Archel. A 4 (324, 22) — biaXofiZeaQai {Ka\6v n) Demokr.
V. x'J,uc' A)km. A 9 (101, 37j — ci B 112 (406, 5).
fci'jtKpieeir] Koö' €v €Ka(TTOv Demokr. 6i(S\oyo<;. TrpiOxov ypa^iai v. Zenon
A 135 375. 20;. Vgl. ftioiKpiöK;, duo- A 14 (129, 22) TpiuiK6(; Hippias A S
Kpiveiv. 10 (579, 16; elöoi; t6 kotö ßpax«J v. 8okr.
biüKpiaic, upp. ptci«;, oufKpKJK; (für Hippias 0 2 (587,6).
ffveö!^, cpOopd' Emped. 20 A 5 (138; ftiÄXuöiq. 9vtiTf)i; q)\j(T€iU5 &(dXu(nv
975'' 14; 21 A 28 158, 7 ff.) Emped. Demokr. B 297 (438, 12).
[Anaxag. Demol-.r.) A 44 161, 43) ftiafxefßeiv Parm. B 8,41 (121,8) 5io-
.TTpdjTT]; A 53 (162. li;, B 58 190, 12) 15 fi€{߀i Emped. B 21,14 (181,6) beides
Anaxii-r. A 41 ,301, 1. 6 43 :.302, 21) in Tmesis.
B 10 v^r?, 18. 23; Ltfuk. A 7 (344, 42) öio|iev€iv. ftianevei rov oTTCipov aiOöva
9 (345, 16) Dcmukr. A 37 (369, 29;. (6 Koaiioi) [Philo!.] B 21 (247, IG vgl.
Vgl. ftiaKpivciv, dnoKp{vPiv. 19. 248, 9) t6 Ttv€ö|Lia öia^evel kct
bißKpiTiKo^. feiaKpiTiKü)^ Demokr. B 20 oupavöv Epich. Gn. 22 (94, 7) — oreiui
164 (415, 4). Itif) 6ia|Lievouaiv . . . oi -aeipaOevrec, qpi'Xoi
bidKTUjp erkl. Ncssaa B 2 (450, 27). Demokr. B 100 (404,19) -- 6ia|Lii^veiv
cuaXaYX^veiv xpr\}iara) Antiph. (?) B (v. diip) Demokr. A 135 (374, 27).
116 ;60ß, 27). 6idM€Tpo<;. 6ixoT0|aeiaGai töv kukXov
biaXcTeöBai v. (pvöiKÖq Nausiphan. B 1 l'i Otto th^ ftiajuerpou Thal. A 20 (10,12).
'4G4 9i KOTci ßpaxu Dialex. 8. 1 (647, öia^ffiveiv s. feia|iev€iv.
13; 8.13 648,11) t6 möBoO feioXete- ^lainovii. dpl6^6v Ti\<i tOöv Koff.uiKOüv
aOoi iTpüjTo<; eupc v. Protag. A 2 aiiuvlac, b\atiovi\c, KpariöTeiiotöav [Phi-
527, 33). lol.] B 23 (249, 2).
öiaXeKTiKÖ^ TT^i Zwf\\ V. Zenon 19 A 15 30 6 1 d |li o p qp o ^. 6id|üiop(pa coni, dvöixa
(129, 30 ff.) 6iaXeKTiKo{ 73»« 1 (524, 14) Emped. B 21, 7 (180, 81).
biaXeKTiK»^: cupcTfj^ Zenon A 1 (126, fciafXTrepri?. biaix-n€pe<; adv. Emped.
21 = 127, 16 = 128,26) vgl. A 9 (128, B 17, 6 (178, 3) = 17, 12 (178, 9) =
20) 10 (128,26. 28) 21 A 1 f150, 47) — 26, 11 (183, 8j 17, 31 (179, 8) 100, 4
5 (154,29) oi nporepoi Tf\<; b. oi) ^ercl- 35 (200, .18),
xov Aristot 45 B 13 (273, 1). fcfavra Emped. B 84, 9 (197, 1).
6idX€KT0^ Syrache Hippokr. 12 C 1 SiavoeiöOai m. Akk. Demokr. B 156
;85, 13;. (412,21'.
fcidX€2i<;. elaiTYCTO c^TdgbiaXfSeKYeu»- öidvoia. TTepi voO Kai öiavo(a? Tit.
Merpiav . . v. Hippias A 2 (579, 12). 40 [Brotinos] 7, 5 (29, 17) = voO?. Tct
ÄidXXaSi^ mYfeVTWv coni. fifSic Emped. dXXa ZOöia x^'P^ Tf]v ftidvoiav Diog.
B 8, 3 (175, 17). A 19 (331, 41) €v öXiui tOui <nu|uaTi
inaXXdTT€iv. &iaAXdHavTa KcXeueouc; [trp/ ftidvoiov eTvai) Demokr. A 107
Emped. B 35, 15 (186, 8) - absol. (370, 19) vgl. A 105 (369,45) öuo tvi6-
feioXXdaoovra (= dXXdaaovTO; Emped. 45 a€i(; Tr)v fiev bib. tüjv aiae»i(T€U)v, ttjv
B 17, 12 (178, ») 6iaAXdö<j€t dir' dXXi^- fee 6id Tf^<; bxavoiac, B 11 (389, 12 £F.)
Xujv Hippokr. 12 C 1 (82, 6) — b\a\- cnodiöc tac, aloOiiöeK; Xe^auGac, rtphc,
Xd-TTCOGai colli. öiaKpCveöeott Emped. Tr)v biavoiav B 125 (408, 19) (das Wort
6*
167 öiairlreaeai 168
authentisch?) qpiiXoKO öiavoirn ifKe- bi&arr\^a (i'jXfou) Herakl. AI (56,38)
<pa\ov C 6 (448, 18) — 6\i-<fr\v nv^nr\)/ tujv köö^jjv Demokr. A 40 (360, 12)
Ixovxa KCl xf^i 5iavo{ai \ir[ itpodcöpcii- rä b. iruiq e|aqxa(v€Tai €itix€ipi^öaq Ae-
ovxa Demokr. B 191 (420, 16) (Korä feiv A 13ö (374, 21) = X6yo<; Verhält-
TTiv ftidvoiav) ^<p' 6|uaXoO tip&wic, xai- 5 nis Archyt, B 2 (261, 18. 21. 262, 1)
povTC? Pythagor. D 6 (285, 3) dito- vgl. (261, 9) und Xöyo? — ai ^k mctä-
KardöTam»; (285, 21) s=s aioGriöK;. Xwv biaöTTnadTurv Kivoujucvai tuiv t4»u-
Theophr. 18 A 46 (112, 12) 21 A 24 x^wv Demokr. B 191 (420, 12).
(471, 11). ftiaarriiaaTiKÖ^. 6taöTTiiuaT!Knv xrjv
&taiTeTea6ot. *b\kmr\ Emped. B17,5 lo ■tf\<^ <pu>vfi<; \dvi\a\v Archyt. B 1 (200,
(178, 2). 19).
bianv€iv. (KoaiuoO <P'5<J« öiairveöfievo^ b\ao-ciZ(.\v rd 'HpanXeiTou (Aristot.)
[Philol.] B 21 (247,22) (toO ecpnoO 12 A 4 (57, 39 ff.).
KOI aiaöriTiKoO) 6iaTn?€0|uevou Demokr. &taGToXi^ (veqpou^) Anaximandr. 23
A 117 (371, 24). 16 (16, 23).
öiairvori. xd döTpa fttanvod^ toö kö- öiaOTpetpeiv (KiTT6<;)Menest.6(219,41).
ö|iou Diog. A 12 (330,4). (öidox»0|aa) diaschisma Philol. B 6
&iano|Li«€U€iv. fiftujp . . . naii; 6iauo|Li- (242,9).
iT€urji Krit. B 1 (613, 20). feiaTaxn (= xdEiq) vgl. öiaSiYn Demokr.
bianopetv. 6ir)Tr6pii(Jev km irX€iov v. 20 A 125 (372, 18).
Zenon A 23 (131,10). öiaTdKTwp. itdvTujv iiaraKTopa (Aia)
btawpdöfleiv med. Hippokr. 12 C 1 Orph. B 13 (477, 22).
(81,17.82,1). 6iaTc{v€iv. intr. 9Xeße(; 6iaTe(vouöiv
bianpeiti^*;. ciSoiXa eaGfjTi Ka\ K^ömut Diog. B6 (337, 15. 338, 7).
6iaTtp€irea Demokr. B 195 (421, 20j. 25 6iaTe(JV€iv. KaKf]toi öiaTjariOevT' 'Ep(-
6idnupoq. döTpaArchel.A 15 (325,12) fteooiv Emped. B20,4 (180,7). Vgl.
Diog, A 12 (330, 5) r^Xioq Anaxag. A 1 öiottöv.
(293,38. 294,32) 2 (295,19) 19 (298, bianeevai. irdvTa (djip) Diog. ß 5
22) 72 (307, 19) — XCOoi Archel. A 16 (335, 22) tö Kive6)Lievov wc, t6 Kiveov
(325,14) dvepaK€<; Herakl. A 16 (60, 17). 3ü dt« outuj? bxaiiU-xai [Philol.] B 21
iidpOpwöt? Emped. A 83 (167,35). (248,2) iroXXd äv koi KoXd kokiIx; ftia-
feid«Jri|iO(;. ep^jiCTO riltv öiacrirjjioTdTUJv öcito Antiph. B 14 (594,28) xd rd
Hippias B 4 (584, 10). dXXa . . . outuu öiaKCi'iieva d><; dvuOTÖv
ömOKiövdvai. (Xaiatrrf^pc^) dvcfxujv KoXXiUTa Diog. B3 (335,10) i\ . , ,
■irv€ö|ua biaoKiSväoiv Emped. B 84, 4 36 Ö(ai9' dfnaXiü^ bx&KCvcai Krit. B 6, 25
(196, 82) bxaOKibvaoQax (dnopM Diog. (616, 8).
A 19 (332, 6). 6iaT|Li{Z€iv rct nvcuiiOTO Xenophan.
ftmöttdv. rd bk (toO awinaxo^ Kare- A46(43,22) ÖjaT|LtiöelvTO(;(? vgl.Anm.)
(pdetpc xat 6ie(TTra(ye Tal(; 9iXri6oviai(; evi cx:\6.'xxvo\ax Xötoio Emped. B 5, 3
Demokr. B 159 (414, 4) fiieanaOTai 40 (175, 0).
fxeXeujv (puai^ Emped. B 63 (192. 11). &taTovtK6q. 6iotovik6v y^vo?: öiaip«-
ftiaanefpeiv. t6 aXo^ov koS' oXtiv ttiv atxt, Archyt. A 16 (265, 12 ff.).
öuYKpiOiv TOÖ G\u\xaxo(^ 6ieönap|bi£vov öiarpeirciv. (rpiinov) ou6€i^ ov 5ia-*
Demokr. A 105 (369, 46). rpc^ai • • ftOvairo Krit. B 22,2 (619,27).
bxaotaaxc, opp. \xilxc, (tüüv ötoixciW) 45 ^larpißii. Aiarptßd Tit. Archyt. B 4
Emped. B 8 (.175, 13) — nepi rf[^ vOv (263, 4).
KpoTOÖdm iiaordöewi; Antiph. B 23 öiarTäv. ftiaffdriGevroi; [bxa.r\xr\Qk-\no<^
(695, 19) Hdsa.) ^v\ OTrXdYxvo»<^' Xdyoio Emped.
169
&i&6vai
170
B ö, 8 (176, 6) — lücfircp 6iaTTu»)Li€va
(äTOMo) Leuk. A 1 (343, 8).
ftiaufaoiLiöi; (dcTTpami) Anaximandr. 23
(16, 24).
iiauTTi^. f\Kio<i €v 6iauY€t KCtrai (w- 5
vclTai?) Herakl. A 1 (56, 37) (oreXi^vti)
oüJMO ff^i iLiev u€Xoci6e^ öiauytq opp.
d<p€rr€<; lön A 7 (221, 34' — bei...
öiairf f^ Tci Xa^Trpa ctvai Demokr. A 135
(377, 27 Tgl. 378, 13). lo
6 1 a qp av t^ <;. töv r)Xiov töv &ipa iroif\oai
&jaq)Ovf) Archel. A 4 (324, 16) — opftv
Tu»i öiacpavcl Alkm. A 5 (IQl, 23) 6ia-
<pavoO<; ävT{Xim;K A 10 (101, 38) 6pä-
<T0ai 6i6 T€ d€po<; koj ööaroc; Kai nXiv 18
ömqpavürv (= trOp? vgl. 168, 12) . . .
ftiä TÖ . , . MäXXov €X6iv (nopou^j rä
ftia<pavf^ jiöXXov Emped. A 87 (171,17)
vgl. 65 A 135 (378, 41).
hxacpkpeiv. &taq)€p€i ^eTa ^cv oü, äXX' 20
AoTC Diog. B 6 (336, 9) toooötov 6ia-
(p€p€i oaov Demokr. B 277 (434, 18)
m. Gen. Alkm. B 1» (103, 26) (iroXu)
Archyt. B 4 (263, 6) — ^k tOüv 6io-
<p€pövTUiv dpiioviav Herakl. B 8 (63, 4) 26
— öuMq)cp«S|i€vov 6ia(pep6^evov Herakl.
B 10 (64, 1) <ou|ii(p€p6Mevoq) 6iaq)€p6-
M€vo(; Herakl. b. Luk. 12 C 6 (86, 43)
i)aq)€p6^evov fuuutwi ö^oXoYCCt B 60
(69,14) — sich entzweien. &ia9epovTat 30
(TU)i Xötuj») B 72 (72,21) toix; öia<p€po-
^evou<; npö«: dXXiiXou^ Thrasym. B 1
(577, 11).
feia<p€ux€tv. 6iaq>uYU)aiv Demokr. B
239 (427, 18). 35
*ia(p6e(p€iv Gorg. B 12 (559,22) passiv.
{)iaqf>ee(p€(T6at Demokr. B 228 (426, 6)
TOUTou 6iaq)8€ipofAevou ndvra bia^Qd-
pcTot B 252 (429, 20. 21).
&iaq>opdv. &ianEq>opf^0dai Krit. B 62 40
(628, 24).
bi&fpopo<;. ai5|Li(popo TidvTa öidqpopa
i6vTa Hippokr. 12 C 1 (83, 26) öid-
<popa lövxa (TuiLitpepci (84,22) f\ raOrd
. . .r\ öid(popa Antiph. B 93 (605,18). «
J>iaqpuTT<*v€iv. öiaqpvrrravci ^r\ fivilt-
öKcaeai Herakl. B 86 (74, 16).
ö 1 a q) u € I V. biacpuofieviuv Emped. B 17, 6
(178, 2) biitpv irXeov' il evöi; cTVai
B 17, 2 (177, 28) » 17, 17 (178, 14)
6ia<p«5vT0<; 4v6<; B 17, 10 (178, 7) «
26, 9 (183, 9).
btdqpwvo^. btdqxuva oti^qpwva Hip-
pokr. 12 C 1 (84, 34) vgl. C 2 (86, 7).
öiaxctv. (TÖ TrOp) BdXaoaa &tax€€TOi
Herakl. B 31 (67, 9) v. ai^a Emped.
A 78 (166, 9) Diog. A 29 (332, 40) v.
XUMof Diog, A 22 (332,17) (aktiv.) De-
mokr. A 186 (376,2. 18) v. v6q)o<; (374,
38) np6 ToO e6p|Liav9f\vai Kai 6iax€l-
<yeai (Tct <piiTd) (378,22) — (= dpaioö-
0dai) V. di^p Anaximen. A 8 (19, 13).
bif ovo<i. -fm<AKi<; Emped. B 69 (193,
11).
6{2)aTM<x- ötöaTMOTUiv f^öiörov elcniY^V-
ooTo Krit. B 26, 26 (621, 18).
6i&a0KaX{a. cpucrcux; xat dOKt^ocur^ 6.
öciTci Protag. B 3 (537, 19).
6t6aaKaXiK6<;. &i6aaKaXiKä tu» dno-
poujLtevui (d q>Ü0t(; d tUj dptSfiüi) Fhilol.
B 11 (243, 9).
bibd^KcXo^ (TrXciOTUiv) Herakl. B 67
(70, 7) &i&a(TKdXiut xpd{uvrai 6|li{Xu)i
ß 104 (77, 1) EuM(popf| ylfwixca b. De-
mokr. B 76 (402, 14).
bi&doKCtv. iroXuiiaSdi v6ov exeiv oO
ftiftdöKcr 'H(j(o6ov jap otv ibibaie
Herakl. B 40 (68, 9) xP^voc; ou 6i6d-
OK61 9pov€lv Demokr. B 183 (419, 9)
leviTcd) oÖTopKciav 6t&döK€i B 246
(428, 21) vnxcaeai 6i6daKöv B 172
(416, 22).
ftiftaxi^. r\ <pu<yi? Kai 1^ 5. napairXiiaioy
ktX. Demokr. B 33 (398, 6. 6).
bibövat auTci biKTny kci t{öiv Anaxi-
mandr. 9 (13, 8) . . . Zd^ ff(v T^pa?
Ö160T Pherekyd. B 1 (507, 21) x66va
Kutrpi^ . . . nupi &u)K€ KpaTOvai Em-
ped. B73,2 (193,26) 'M6om€v 6g ol
e&xo? dpeoeai' Hippia8(?) B 20 (586,
2. 10) — ol nXoOöioi 6i65vTi to1<; 6€o-
mIvok Archyt. B 3 (262,16) — 'ndvTa
Zcix; . . . 6i5oi* Demokr. B 30 (397,
21) ol öeoi . . . iiöoOai ndvra B 176
(417, 10) 8tuji 6 eeo^ nfi . . ßoüXeTai
draed öiöövai Antiph. B 54 (600, 28)
171
fciöpaxMiüt'oi
172
öcXeara ä 6 Qeb(; eftiuKCv ävQpiimoic,
B 49 (599, 8) — luixpa 6i6övai luäXXov
j] nef&Ka eiTfuäv [Demokr.] B 302
(446, 9).
6i5paxMialoi Krit. B Ö8 (628, 16). 6
bibvpiot;. "ApKToi Krit. B. 18, 3 (618,
33) Sternbild Demokr. B 14, 3 (391,
28) TTäva koi 'ApKctfta öiöuiuouc; Epim.
B 16 (496, 36) — bibv^a [g&tmni) Ent-
stehung Emped. A81 (167,4) (167,20) i.>
= nippon 18 (225, 19).
öieiTTCTTi^. x'^'^Koio EiDped. B 100,9
(200, 23).
6i€Tr€iv jLidxac; Xenophan. Bl,21 (45,9)
eKaOTO Hippokr. 12 C 1 (83, 20). is
6iep6q. Toö T€ öiepoö koi toO Hripoö
((T\j^i,uiEiO Anaxag. B 4 (315, 10) ötto-
Kpivexai (iTtö toö &iepoO t6 Eripov B 12
(319, 18) vgl. B 15 (320, 11).
öiepxeööai v. ottip Deinoki-. A 1 35 ^374, 20
26) — TAI Xö-fwi eu ftiepxni Epich.
Gn. 39 (95, 22).
6feofK l'hilol. A 26 (238, 82fiF.) B6
(242, 2iF.) Definition (242, 5 ff.).
ftiexciv. irXeiöTov dn dXXtiXtuv 6i6xou(Ji 2.5
. . TevvTii . . . Emped. B 22,6 a81. 1»).
öf^TjaGai. xP"*^ov Ol 6iZ»i|Lievoi Herakl.
B 22 (65, 21) kbitr\aa\xr[V €|Li€U)uT6y
B 101 (76, 14) T(va t*vvav b\Zr\Oia\
Pann. B 8, 6 (119, 3) (^T^) SiZTiMevoiai 30
Demokr. B 108 (406, 17. 18).
bitx\<i\^. 0601 (ioOvai b\tr\a\o<i Parm,
B 4, 2 (116, 20) vgl. B 1, 33 (115, 15)
6, 3 (117, 16) 7, 2 (118, 2).
6iriYe^ö6ai. 6iiTfeO|aai Herakl. B 1 35
(61, 36).
öii^Tn<yi<; ßhetor. 74A26 (634,21).
ö 1116 et V. TÖ u6wp TÖ 6tä Tf\c, ^fl«; 6ni'
8ou|Lievov dXfiupöv Anaxag. Metrod. v.
Ch. 46 A 90 (310, 5) vgl. 11 A 33 (41, 40
32) 67 A 19 (452, 16) — öitieoövTa
(^Xiov) Tipöi; r\\x&c, tö t€ q)U»5 Kai xnv
dXeav Phüol. A 19 (237,37) rot fewri-
TiKct ToO irupoc; . . . 6iii9(:tTai (darpaini)
Demokr. A 93 (367, 36). 45
6iriV€Kii^. 6iiiv€Kf\ cHCTevovTO Emped.
B 59, 3 (190, 20) ftiriveKUJ«; 6|iiXoOöi
Herakl. B 72 (72, 20).
ftiTlXeiv. t6 kcvöv t6 bitoc, toO ujt6c
=^ To fttrjxoöv Alkm. A6 (101,30).
b»eupa|ußo(; Hippias A 12 i582, 19).
Öl6upa|ißa)61^(; ösiivoXoYfa 81 A 1
(608, 0).
ftilevai Aristot. 21 A 86 (16.S, 12).
ftiievai. TTÖp . . Iht) öiieOKOv (xodvai)
Emped. B 84, 11 (197,8) vgl. (196,13)
— TÖ TTveOina ou inievai (Trjv ödpKa)
Diog. A 19 (^31, 44).
iiiOTuvai. KUKCujv ?)ii(jTaTai Herakl.
B 125 (79, 15).
ftiKdcGiv Dialex.8,1 ;647,14; 8,9(648,3).
öfKaio^. (ou) öiKOiov m. Inf. Xenoplian.
B 2, 13 (46, 6) Demokr. B 173 (417, 1)
Krit. B 16, 3 (618, 3) vgl. Demokr. B
265 '432, 15).
(6) biKaio<;, &iKa{a. 6 xp'IWktuuv
r\aa\isv ouk dv ttotc e\r\ 6(KaioqDaniukr.
B 60 (400, 4) 6 dftaTTiaa? biKoioTepo?
ToO \i.\\ drraTricJavTo? Gorg. B 23 {ö6l,
23) Sokrates 6i'Kato<;, nicht öofp6<;
Antiph. A 3 (589, 15) (TOYoGa) Trapd
GciJüv ftiböaöi Toi(; ftiKaioic; Orph. B 4
(474, 4) aeinvoi iTp6<; tou<; 0eou^ tu»i
6iKa{u;i, öiKaioi npö^ tou? dOTOu; Ttii
lauji (dist. €i)öe߀l^) Gorg. B 6 557,
29) — |üi€öov Tüiv öiaqpöpujv dpxiuv
ACxatov Xöyov . . . toötov Moöaav
Trpoaa-fopcuuuv (?) Emped. B 131 (211,
25) 6iKai0(; cpu»^ Demokr. B 73 (402, 8)
(p9(5vo^ biKaio^ und d&tK0<; Hippias
B 16 '585, 20) — 6 dnaTj^öac; 61x016-
Tepo^ TOÖ \u\ dTraTiiöavT0(; Gorg. B 23
(561, 28) ä-ncnr\c, 6iKa(a<; ouk OTTOOTa-
T€l Q^6c, Aischyl. 83, 3, 12 (642, 13).
(tö) JifKaiov. t( ecrn Pythagor.
B 4 (271, 8) TÖ dvTiitenovGö^ dXXiui
(271, 11) (puffei (Emped.) B 135 (213, 2 ff.)
TÖ iiKttiov Kai TÖ aioxpöv vö^iui Ar-
chel. A 1 (323, 16 vgl. 14) = A 2 (323,
31) TÖ ftoKoOv Ö^KOiov ouK elvoi ökaiov
Demokr. A 166 (383,38) öfKotov = tö
ToO Kp£{TTOvo<; Eu|uq)^pov Thrasym.
A lO (576, 15) TTepi öikoioo koi döiKou
öiöoo\ X6toi Dialex. 3, 1 (641, 5 ff.)
ircpi ToO &iKa(ou . . . eirceiv Hippias
A 14 (583, 12) pr]TopiKfj öruitoupfö?
173
ö{vn 174
itiöTfUTiKTi? . . . ncpi tö b{Kai6v Tf Kai
afeiKov Gorg. A 28 (fiöl, 7) — ftiKaiov
KOI dfaöov opj). cii6iKov koi koköv üe-
mokr. B261 (481, 21) auBdöe; fciKaiov
opp. npfliiov eniciKe^ Gorg. B 6 (657, 5
16) ouöev ftiKaiov €v tu»i vOv -jkvei
Krit. B 12 (616, 26) tö öIkoiov to tok;
Tr6\ei<; . . . auvexov Anonym. lambl.
82, 3 :631, 24) vgl. 6 (632, 32l vgl. Sp. 172
Z. 26 — Tot öiKoia irprjfTöeiv Xeno- 10
phan. B 1, 15 45, 3) TtOi tö binaxa
noieövTi Demokr. B 266 (433, 5) xiui
fiev 06ÜJI KoAa Tfavxa Ka\ dyaÖcx koi
&{KOta, dv9pi(itn.uv 66 a )li€v abiKa, h
bk bmam ITerakl. B 102 (76, 21. 22) 15
6(Kata Kai v6|U!,ua (ep-fo) ... 6c 6' äv
biKr]c, dXoYni . . . Demokr. B 174 (417, 6)
Tct t'iKaia opp. Tijöv yir] öikoiijuv in d.
FreundPchaft) Gorg. B 21 (561,16) —
Yoveiuv |nfi \if€ ftiKoioTcpa Solon 73» 3 20
(521, 9) TÖ tiKaioTOTov : öueiv Pytha-
gor. C 4 ;280, 1 81 ßfai peSai biKaiöxa-
Tov Kleobulin. Dialex. 3, 11 (642, 11).
ftiKOioöuvjv TTepi v6|liou koi biKoio-
ouvri(; Tit. [Archyt.j (264,12) — dpi- 25
O^iOüv itdeo^; Pythagor. B 4 (270, 35)
iooKic; \ao<^ (271, 6. 8) vgl. biKmcc, —
ev Tfii Trp6(; erepov xpe»ai D 5 (284, 6 ff.)
v6fioi vjTtep b. Aegypt. 60 B 6 .461,
10) yva»|Lirii fciKaioöOvrjv (eEciO Bias 30
73» 3 (523, 13) b. == tö nk-fiatov tujv
€v dvOpaiitoiq dYaeüJv, öpaj|Liev toü^
dvepiutrouc; tcuttii jun XPi"M^vouq Thra-
sym. B 8 (579, 2. 8).
feixaviKO^. (XöfoucJ biKOviKout; ouk 3:,
duoXeXome Thrasym. A 13 (575, 29)
V. Antiph. B 44* (597, 17).
biKOöTripiov €v tö Kupiov Hippodam.
1 (227, 24) TCt öiKOöTripia Dialex. 4, 3
(643, 12). 40
6 iKaaTTi<;. 6i(KaOTrjO (toö ^YK\ii,uaTo<;)
Demokr. B 159 (414, 1) 6i|caöTT]v cl^
oIktov ^Y^'PO* Thrasym. B 6 (578, 24)
ÖTi Kp(vovTai Dialex. 4, 8 (644, 2).
hiKr|. A(kii<; övojüia Herakl. B 23 (66,1) 45
KaTaXrin;€Tai ij/cuftujv tcktovoc; B 28
(66, 14) 'Epivue^ AfKiqc; cTtiKOupoi B 94
(75, 20; vgl. 71, 15 Anm.) A(Kri toäu-
noivoe; Parm. B 1,14 (114,20) vgl.
•113, 88) A 37 (111, 11) ouT€ fcvlaem
OUT öWuöeai dvf^Ke B 8, 14 <119, 11)
biKY] Tupawoq Krit. B 25, 6 (620,27).
Vgl. Eeg. II.
Strafe. bib6vai avra biKr\v koi ti'oiv
oXXtiXok; Tfj<; äbiKlac, Anaxiroandr. 9
(13, 8) — Proxeß. (öiKaOTi^piov) ei«; 5
dvdxeoöai ödv xdi; \x.r\ KaXujq KCKpfoOai
6oKouöa<; biycac, Hippodam. 1 (227, 25)
fe{xn d. Anaxag. A 1 (294, 30 ff.) toO
oüj|LiaTO<; a\n?\x (sc. xfV ^'ux'ii) hi\a\v
XaxovTO^ Demokr. B 159 413, 20) A{k»i
utrep MiööoG Tit. Piotug. A 1 (527, 3)
vgl. (539, 12; TT€pt TfiK; öikoc; Xeiexai
Km YPOtp^fai Texvt(i 7(5 B 14 (560, 9)
— opp. d6iKia VI. äLnl. 6fKT) s=
dva^Kri, eijjcp^evr] , npovcia Parm.
(Demokr.) A 32 (110,29; &{Kr|V = epiv
Herakl. B 80 (74. 1) = epöeiv xd xpn
€(5vTa opp. d6tK(r| Demokr. B 256
(430, 18) — coni. ötiuK; opp. {uctpa
KOKo Parm. B 1, 28 '115,10) KaTd
6iKriv TU övrjx' ayf.xc, [2.e(ic) Eurip.
51 C 2 (341, 11) oq äv 6{Kr](; dXo^fli
Demokr. B 174 (417, 7) 6{Kri<; kOöoc;
opp. dbiKiri^ B 215 (424, 6) KTcfveiv
Xprf TO TTrmai'vovxa irapä 6iKriv . . . kci
toOto o troiüDv euöujufrjq kui öCkt]«;....
Mtßu) laoipav fieOeEei B 258 (431, 6. 7)
6(kii<; KOI (ipeTf\c, \i(:^\a-xr\v (loipav
B 263 (432, 5) tö xpoTog ftid- t€ toO
v6nou »cm 6id Trjv ftiKr^v aujtJToiiievov
Anonym. lambl. 82, 6 (633, 15) oux
olov T€ dv9piJU'rrou(; dveu v<5|aujv Kai
öiKn<; lr\v 82, 7. 13 (635,6) — AH. kou-
voTo öiKTiv Emped. B 2, 4 (173, 21).
6iKpavo(;. öiKpavoi Parm. B 6,5 (117,
18).
A{ktuov Tit. Orph. AI (470,3) 1» (470,
13) vgl. 7, 4 (29, 12) 6]uofuj(; TiTVCöem
TÖ robiov Tf]i xoO ftiKxiiou trXoKT^i Orph.
B 10» (475, 31).
b\vr\. ßlv0oq ftfvrj«; Emped. B 35, 4
(185, 30) aieepoi; cjißaX^ öi'vm^ B 116,
11 (207, 17) — = 6ivo(; Leuk. AI
(343, 6. 13) Demokr. A 1 (362, 32) 83
(366, 27). Vgl. iCvrjaiq, bivo<-.
175 -«»{vTiöi? 176
ftCvTiöK. (Tpoitd i^X{ou) ^K -nliv irepi- [Epimen.] B 26 (498, 26) — Elmsfeuer
q)£pow<jJi? auTÖv ftivi^a£u>( Demokr. erkl. Xenoph. A 39 (42, 43) Metrod.
A89 (367,8). Vgl. 6(vn, 6lvo<;. v. Ch. A 10 (461, 36).
btvoq. bivov<i TivÄiC dvoi^Tou^ dvaZiu- öitrXaat<iZ€tv. 6nrXaöiaaeeTöav (€ni-
Tpa<püüvv. Anaxag. A 67 (305,9) Alvo<; 6 Qvixiav), 6mXa<Jtaö0lvTa {epurra) Pro-
(Diog.) Ol (340,24) vgl AI (328,29) dik. B 7 (572, 9).
bVvo<i Leuk, A24 (348,8) dnö toO ömXaöiaonb^ K<jßou Arcbyt. AI (250,
ttiiTO|LuSTov Ka\ Tuxri<; eoiKCv YEvvÄv 42) 16 (2ö5, 2) bmXaatoo^oO Kot ii|uiio-
Deraokr. A67 (364, 18) vgl. fctvov dirö XiaOfioO Antiph. B 75 (603, 14).
TOÖ •n:avTÖ<; diroicpiöf^vai navToduv €l- lo 6iirXa<JioXoY(a Polos 74 A 26 (536,6).
Ä61UV B 167 (416, 6) koto töv toO ko- finrXdoiot;. i'öov xP<5vovtüji ömXaodui
0k(vou 5Tvov B 164 (416, 4) — hlvm töv r\txiavY Zenon A 28 (132, 8) dpi-
= öivi^aei Antiph. B 25 (596, 27). Vgl. Qiiol 45 B 27 (276, 30 ff.) — ou toutöv
bivr\, bivr\ai<i. . . . tö elvat öiirXoadui koi bv&bi B 8
öivoöv, (räc; At6|uiou<;) <pep€O0ai öivou- 16 (272,18).
He vaq Demokr. A 1 (362,27) 6ivu)td1- ftinXoO*;. xö bih iraoäv ömXöov (1:2)
ffiv KUKXoiaiv Parm. B 1, 7 (114, Philol. B 6 (242,1) bm\ä övojuaTa v.
13). Gorg. B 15 (560, 17).
öi<j Herakl. B2(62,4)HippiasB4(584, 6iTrX6<;. biitX' kpiiu Emped. B 17,1
10). Vgl. 6i6ir€p. 20 (177,27) = 17,16 (178,18).
^T^ßXiiTO^. öiößXrjTov (Blitz) Bemoki'. 6\i; tu)i atjTOJi {TroxamjLJt oök €öt»v eju-
B 162 (412, I). ßi^vai) Herakl. B 91 (76, 7) vgl. A 6
&{o&oc. e\mop{r\v bi6boiai r€xp.f\aQai (68,24) öic; yop o ^c^ koX^v €<jtiv ^vi-
Emped. B 100, 5 (200, 19). aneiv Emped. B 26 (182, 20).
6ioiK€iv. X^Toq ö Tct oXa 6toiK«Irv He- 26 öi<tko€i6ii^. oeXj^vT] Emped. A 1 (153,
rakl. B 72 (72, 20). Vgl. Koffnoi;. 37) 60 (162, 44. 46) xf\ Demokr. A 94
öto(Kn<Ji«; Idmuv Xenopban. A42 (43, (367,41).
10) TOÖ uavTÖi; Herakl. A 16 (60,29) bioKoii {i\\iou) Xenophan. A 41a ^43^ 5)
vgl. B 64 (71, 10). abgestimmte Disken d. Hippas. 12
6toXXtSvat. 6ii6X€<Je vrjXefe^ T^ap (M€) 3o (31,20).
Emped. B 139, 1 (214, 18). *6i(iu»|naTö(; (0€6<;) OrpL B 13 (478, 2).
At6vu<Jo<;. (JbuTÖ(; 'A(6ri(; Ka\ Aiövucfo^ bitroc^. biaar\v eXeye Trjv <piXoooq)iav
Herakl. B 15 (66, 2) ttjv toö TpiY<i&vou Parin. A 1 (106, 1) öitttiv Tf|v epGopäv
Ti"v{av . . dvlöriKCv . . . AiovOöiui . . . toO kÖö^ou Philol. A 18 (237, 33) TTXd-
ö A. T^v rjTpotv Kai 0€p|ifiv ^irirpo- 36 xiuv irpiIiTO^ t6 biaabv eiai^TOTC 18
Trei5€i T€veaw Philol. A 14 (236, 31 ff. A 28 (110,13) — AiööoI Xötoi c.83,1
vgl. 237, 6) AiiJvuaov = «ntXf^vo Me- (636, 19 vgl. Anm.) öirröv dpetOjv
trod. v. L. 4 (326, 26). Weiteres öetrai Gorg. B 7 (558, 8) biad" e^cpo-
Eeg. II. p€lv Demokr. B 1» (385, 28) biaah
ii67r€p Demokr. B 176 (417,16) 181 40 dOKnaayre? Gorg. B6 (557,18) uirep
(418, 18) 191 (421, 6). Vgl. 616. xf^? ÖTiefac; 6iaöü»v aiunaxiuv Antiph.
iioirxeiJetv Krit. Antiph. B 6 (692, 23) B 49 (599, 13).
vgl. Krit. B 53 (628, 10). b((ppo^. dpMax^cvxa Krit. B 2 (614,11)
&to<;. aie^po blov Emped. B 109,2 (203, MiXn<TioupTn? B 35 (624, 18).
20) 'A9po6(xTi B 86 (197, 12). 45 bi^a xOuv Emped. B 17, 19 (178, 16) blx
Ai6(TKoupot. xa iijiiKUKXia dvi€pouv xol<; «aoxa q)opei5|bieva B 17, 8 (178, 5) =»
A. Pythagor. 32 A 14 t236, 43) xöv 26,^6 (183, 6) b. cppoveovxujv öu|Li<pp<5-
fiky olOövo, XTjv 66 qpOaiv KaXeöavxe^ vT]ai<; Philol. B 10 (2-12, 20) ö. xeinveiv
177
b6ia
178
beim r€xpa:f\uviatx6<i Antiph. B 13
(593, 24ff.).
*iX0Tvu)M0V6lv lambl 80 B 44^^ (597,
SO).
^iXOTO>ictv Zenon A 26 (181,40) beim 5
TerporriuvioiLib^ KtiKAou Antiph. B 13
(593, 24 ff.) 6ixoTO|a€toeai töv kukXov
unö Tf)<; öiaMCxpou Thal. A 20 (10, 12).
Vgl. ölXOTOfifo.
6iX0T0M{a Zenon A 22 (130, 45 ff;) B 3 lo
(136,4)Pythagor.B 28 (276,29). Vgl.
felXOTO|irtv.
fe ivpäv. 66oiiTopoövTafxfj ftnjjäv [Demokr.]
B 300, 19 (445, 12).
iiujeeiv. Kf\pa(; 6ii6(J€a» Demokr. B 191 15
(421, 11).
iiU)K€tv. aiöepiov . . . öq)€ |ilvo( ir6v-
T0V&6 6n/»K€i Emped. B 116, 9 (207,
15) TÖV ddvoTov <p€iJtovt€<; ittltKOUCtV
Demokr. B 203 (422, 18) xrövou^ 6iiu- 20
K€iv B 157 (413, 18).
*Miu^. 6pdie<; dK6XaOTOv cxouotv fiQo(;
Krit. B 6, 13 (615, 22).
6 V 0 <p 6 € i <;. öfißpov &voq>6evTa Emped.
B 21, 6 (180, 19). 25
ftöfjia. TTuBaYopou ÖÖTjuaro Vit. Epich.
A 4 87, 34).
^oioq. öoif) fiveaK;, diröXeivjJi? Emped.
B 17, 3 (177, 29) öoiolc; kukXok; Farm.
B 1, 7 (114, 18). 30
2>OKeiv. 5oxEi m. Inf. placet Archyt.
ß 4 (263, 6) Diog. B 1 ^334, 2) 2 (334, 8)
6 (335, 19. 22) 8 (339, 20) Demokr.
B 103 (405,5) 269 (431,11) 276 (434, 9)
277 (434, 14) 278 (435,3) '6ok€i ö' e|uoi 36
T€' Krit. (?) B 46 (627, 10) ou inoi
6oK€€i Demokr. B 104 (205, 4) scheinen.
ioKctv KaxoMeXcTv Antiph. B 76 (603,
18) |Lia{v€o6ai av öoKoCr) Herakl. B 5
(62, 16) ioKOÖvn m. Inf. Archyt. B 1 40
(258, 4. 11) ßapea (259, 10) hc, &v öokt^i
cm-ni&eio*; elvai Demokr. B 277 (434,
16) Ta öX{Ta toi noAXct boEei B 284 (436,
17) Ttlii 6oK€iv dem Schein nach B 3
(386,. 18) — oiifte \xa%6>nf.c, ftvoiaKOu- 45
<iiv, €ujuTotöi öe ftoKeouöi Herakl. B 17
(66, 9; *öoKeovTa 6 ftoKtmuTaxoc; tiviÄ-
OK€i B 28 (66, 13) Tct 6oKo0vTa («= ßpo-
TUJv 66Hai) Farm. B 1,31 (116,18) opp.
clvai MeUss. A 6 (137; 974b6.10ff.)
etvot xPn £Ka0Tov toioOtov, ol6v nep
TÖ npOÖTov cöoEcv iwxvt Melisa. B 8
(147, 16) vgl. 6oK€l (147, 17. 148, 7. 11.
14) ^ÖÖKEt (148, 15) TÖ fi€v cTvoi o<pa-
y/kc, Mn Tuxöv ToO boxelv ktX. Gorg.
B 26 (661, 84) 6ok^ovt€<; cTvai <p(Xoi
oÜK ci0{ und umgek. Demokr. B 97
(404,18) p/az<£en. öoKeouai Xenophan.
B 14, 1 (49, 2) ouK eXirovTai ouft^ 6o-
K60UCTI Herakl. B 27 (66, 12) ioK€?v
Anaxag. B 4 (315, 6. 316, 2) boKoOvTa
Antiph. B 49 (698, 20) e&ÖKCt Frotag.
B 9 (540, 6) ^ftoKouv opp. dvcqxivTiaov
Antiph. B 58 (601, 20) — tfa<; 6' b^iu
Ö0K6W, &0Keuiv a(iq>a lOal^l to06' oti
Epich. (?) B 6 (92, 11).
6 6 K »1 (J i <;. ftoKi^öet TU rcarta Metrod. v.
Ch. A 23 (462,34).
hoK^oi<so(po(i Antiph. B 106 (606,5).
&6K1^0(. feOKeOVTO Ö 60Kt^l(»TaT0^ T>"
voiaKci Herakl. B 28 (66, 18) ^rj näoi
dXXä Tot^ ftoKf^otai niöTeuctv Demokr.
B 67 (401, 18) ÖÖKiuo^ dvfjp koI 6.h6\s\-
Ho<; . . . KOI il iLv ßoOX€Tai B 68 (401,
20).
SoKifioOv. öoKi|Liüüa(at) m. A. c. i, Farm.
B 1,32 (115,14).
&ok((; Entstehung Xenophan. A 44
(43, 16).
&6ko^ €Tri ndffi TeTUKTai Xenophan.
B 34, 4 (62, 2).
&oXtx6<ppwv. iKEpt^vat Emped. B 11, 1
(176, 18).
ööjio^. xt^KÖ^ otk; Koöjiei &6fiov Krit.
B 2 (614, 9) €1 Tiq b6\xo\a\ \^(i%x\\vlioxro
Herakl. B 6 (62,18) Aiöq tctcoi b6\iQ\
Emped. B 142, 1 (2i6, 7) h6\xD\<i, im
Baus Krit. B 15, 4 (617, 5).
b6l.a. Meinung, opp. dXriGedi. ßpoTÜöv
öoHa^ Farm. B 1, 30 (115, 12) b. ßpo-
T€(a^ B 8, 51 (121, 12) KOTtt 66Eov €90
Td6€ B 19,1 (125, 7) vgl. A 1 (106, 1)
7 (107, U) 22 (108, 44) über b6i.a (An-
stot.) 20 A 5 (137; 974»» 9 ff.) oxoTÖeaöa
eeüjv nepi b6l(x Emped B 132,2 (212,7)
ndaav \\fe^b^a^ax Xeniad. (543, 24)
179
boZ&Zeiv
180
((yifcTeu)poX6-f<'») b6'cav otvTi böEr^c; Tr]v
l^iev dqpeXöiuevoi tt^v bk ^vepYaflciiacvoi
TU OTTiöTa . . . q)aiveo0at tolq tvi<; b6ir]c,
ö|U|ixaoiv cnoinöav Gorg. B 11 (559, 2)
irepi ö6E»i<; Pythagor. D8 (287,14) — 5
coni. ^vViiLiTi daraus ^TriaT»i|LiTi Alkm. A
11 (102, 19) vpuxi'iv = voOv, eTTiöxriiüiiiv,
bolav, ai'oericfiv Pythagor. B 15 (273, 30)
boEa (= 2) im Kosmos Pythagor. ß 22
(274,40 vgl. Anm.) 6ua<; [Pherekyd.] lo
B14 {010,21) — Ruf, liuhm. b6la fv~
vaiKot; opp. (Xboc, Gorg. B 22 (561,18)
öoEav . . . €UK\€faq Krit. B 15, 10 (617,
11) d. Archilücb. B 44 (626,21) bola
KOI it\oOTO(; . . . ouK ctcrcpaX^a KTT^^aTa 16
Demokr. B 77 (402, 15) vgl. B 302
(446, 22) dc^ ... Triv €v toi(; iroXXoTai
bo^av Protag. B 9 (540, 6) CjiiauTCDi
iTpctf Maxa irapex^v . . . urrcp b6ir]<; An-
tiph. B 49 (599, 8) Erwerbung Ano- 20
nym. lambl. 82, 2 (630, 9) b6lY]i r\f€-
^ovi'av (eseig Bias 73^^ 3 (523, 13).
5 0 s a c e i V. feeboEdöOuj (-oBai Hdss.) Xe •
nophan. B 35 (52, 4).
&6ri^ = impvoyiir] (tAv dbwXiuv] De- ss
mokr. B 7 (388, 10).
ftoEoKOTr{a Zenon A 17 (129,45).
66pu exujv ciel Trepiepxerai Krit. B 37
(624, 84).
boi5\T). uiö<; bouXrji; v; Archiloch. Krit. 30
B 44 (626, 22).
bouXei'a. 6ouXp(ri<; opp. €Xeu0€piri De-
mokr. B 251 (429, 14).
bouXeüeiv. 6ouXeÜ€i y\ QaXaoaa dve-
Iliok; Herakl. A 14» (59, 28) T«vaiE\ 35
bouXcuouöi (opp. TtoXduv öeöTToZouöi)
Demokr. B 214 (424, 5) 'ApxeXÄoui
bouXeuffOMCv ; TLrasym. B 2 {677,
30).
öoOXo^. Toü<; jLiev ftouXou^ eiroiiiöe too^ 40
öe" ^Xeuelpou^ (TT^XenoO Herakl. B 53
(69, 21) 6oOXo{ T€ . . . KOI cXeuecpoi
Krit. B 37 (624, 29).
Apdxiuv Sternbild Epimen. B 23 (498, 1)
— Symbol. Aegypt. 60 B 6 (460, 2) in 45
d. Kosmogenie Otpji. B 13 (477, 8.
30) draconea et inUiaria Emped. (?)
A 68 (163, 45).
bp^^a. öpuiiara ebibaSe v. EpicL. A 1
(87, 9).
öpSv. €u öpäv Demokr. B 96 (404,13)
6pu>vT€S Tct ai'crxiöTa B 53'» (400, 11)
öpaöeiv KaK&(; opp. ireföeoGai Antiph.
B 58 (601, 17) (to) fepOiiitevov irav ibeiv
feuviioerai Krit. B 21, 20 (621, 9).
bp\\x\)c, (xuX6<;) erkl. Demokr. A 129
(372,34) 135 376,17) vgl. (375,391.
bpiuuTTi^ [oihc, "i^Xdc^j Demokr. A 136
(375, 47).
6p6fio<;. o\mwr\\xoc, ßeßatov exu»v 6pö-
^ov Emped. (?) B 154 t217, 4) i^Xiaxö?
ursprüngl. Pythagor. B 37'' (278, 45).
6pOq (uTC6Trrepo(;/ Pherekyd. B 2 (508, 1).
bxs&c,. rj döpiOTO^ Pythagor. 33,? (249,
19. 21) 45 B 13 (272, 45) 14 (273, 5)
15 (273, 14) ou xauTov , . , xb elvai
ömXrtöi'u)! Ktti budbi ß 8 .272, 18) xiiv
qpuaiv üic, fcudba KaXeöavxei; [Epim.]
B 26 (498, 26) xoXfiav, 6p|Liriv, öoEav
[Pherekyd.] B 14 (510,21) — im Drei-
eck (Philol.) A 13 236,6) Pyramide
(236, 13>
fe'j€iv. Kaxa xöova öuexo (aiöiip) Em-
ped. B 54 (189, 25). Vgl. öuveiv.
buvaiLicpö^. OucriKci öuvajLiepd Tit. Bo-
los 55 B 300 (440, 2. 6).
&uvajLHKÖ(;, bvvayuKMitkpa (aixfa) [Phi-
lol] B 21 (247, 17\
Öi5va|ii(;. Trdvxn cpGapxä cv &uvdjLiEt
Meliss. A 12 (142,25) xö ^uvd|U€l \hc,
6v xP^ xiGevai ini xuiv äiöiurv Archyt.
A 24 (257, 21) i]v 6^oO irdvxa ?»uvd|U€i
eveptefai 6'oü (Demokr.) A 57 (362,
38) 'HpiKetraTov «ix; b\)V(x\i\v opp. voöi;
Orph. B 12 (476, 36) — b. Ocfa ThaL
A 23 (10, 42) Ekphant. 1 (265, 33. 34)
(xö) oXycov oOk €X€i i'öriv buva|uiv xuii
O'fiei Meliss. B 7 (145, 17) xaxxdv
6uva|uiv äxt<; ^cPriv ^v xäi ÖCK<^.öi
Philol. B 11 (243, 4 vgl. 243, 6) xrtv
XU» dpi8MU» q)«5(iiv Kai xav buvajiiv
(243, 18) xö |Liev (Prinzip) rtpäxov . .
ftuvdjiei Kai uirepexov kxX. [Philol.J
B 21 (248, 4) üitep xe ftuvauiv aipel-
ö9ai xvjv eujuxoO koi ^ucriv Demokr.
B 3 (386, 15) xijiuipelv Kaxa fcuva^uv
I
181
B 261 ('131, 20) TTjv {tf\c, uYie»a<;)
öiJvuMiv ev eauTot*; €xovT€q B 234
[426, 18; Xö-fou 6uva|Lm Gorg. B 11
(559, 10) irepi ■^pa\x\xaT\uv bw6\iewc,
ktX. Hippias A 11 (581, 28} — rpel^
TrapdXXaYtx«; tujv irpaiTiuv aiuMarouv
f.ieYt9oq crxHM" bOvoMiv Ekpliant.l (265,
31) — 6uvafx€i<; d. Prinzipien Parm.
B 9, 2 (122, 10) virlus, virtutes bei d.
Erzeugung B 18 (124, 80. 125, 8) toc;
6uv(i^ei(; (Fähigkeiten) kK&axoic, €TT(-
YveaSai fcicc xriv €v toi<; luopfoi? rpö
aiVoTO^ ou^Kpaöiv Emped.B 86 (171,8
vgl. 169,3) — mathem. irepi ftuvaineuiv
Theodor. 4 (233, 12) def. (233, 16 .
6uvaö0a» m. Inf. Kraft haben Xeno-
pban. B 1,15 45,8) abgeschwächt öu-
vavxai Alkm. B 2 (103, 29) bvvr\xai
Demokr. B 11 (389, 20) ftuvaCjiriv An-
tiph. B 49 599, 6) iuvaixo Meliss. B 6
(144, 24) 7 il45, 1«. 146, 8) Anaxag.
B 6 ;316,13) Demokr. B 255 (430, 16)
bwa^kva iPhilol.; B 21 247, 18) \\bv-
voTO Diog. B2 (334,16) rifeuvi^öti An-
tiph. B 58 ;601. 24, ov öuvaöoOvrai
Archyt. B 3 ^262. 20) Tpecpei il)^ 6uva-
Tai Demokr. B 278 436. 8) — Juivarat
opp. ßouXeTai B 248 (429, 4) tiireiv bu-
vaipLY\v a ßouXo|iiai Gorg. B 6 (557, 10)
TÖv buvaucvov opp. töv ßouX6|H€vov
B 8 558. 12) Ti|aai . . . inera 6uvavTai
Demokr. B95 (404,10) tü)v öuvajLit-
vujv opp. oi itevT|Te<; Archyt. B 3 >262,
Hi) oi iuvdfi€voi opp. oi ^n '£-%ovx€q
Demokr. B 265 (430, 11) — {oi}) 6u-
varöv m. Inf. Archyt. B 1 (258, 14)
Demokr. B 260 (429, 10) ou öuvaxoi
e0)Li€v Kpiv€iv Anaxag. B 21 (322, 5)
oi <Tq)66pa öuvaxoi [Demokr.] B 302
'445, 30) mi nXeuj TTpooduTeöBai xu)v
6uvaxüJv Demokr. B 3 (386, 19) em
xoTi; 6*Jvaxol(; 6et exeiv xt^v yviiui^iv B
191 '420; 14) xaüxü öuvaxä Kai irdXiv
dfcuvtüTa Zenon 76 B 1 (652, 5\
fcuvaöxeCa. -np&tei 6uvaöx€(av (ctei«;)
Bias 73» 3 (523, 13) di b. oni. qpiXo-
xi|n(ai, Z^nXoi Anonym. lambl. 82,4
(632, 11).
6uoöuM£lv
182
6uv<SiöXTi<;. xfi^ irapd Toi^ b. . . evbai-
liov{r]c, opp. ij €v fer|fioKpax(in ttevdi
Demokr. B 251 ;429. 1») uoXti<; koI
öuvdoxac; liippias B 4 584. 10).
5 6uV€tV XÖ |Llfj ftövöv uoxc (sc. q)U)^,
e€6(;} Heraki. B 16 ;t)5, 5; Suvcuoi Tlc-
Xeidfte«; Hesiod. B 2 (499, 22). Vgl.
öueiv.
6uo 6' CKXeirei Mus. B 3 i484. 20 KXd-
10 6oi Emped.B 29,1 (184, 11) - 134,2
(212, 2'i) *bvu} biei dpGpov* B 32 (184,
26) x«ju bvo xüüv ÖKxu) fxepetuv B 96, 2
(199, 18) biiaiec,, itzatboa Philol. B 6
(242, f. 8} q)X€ß€^ Diog. B 6 (337, 10.
15 17) ifteai (TviO|iTi<;) Demokr. B 11 (389,
16).
6uo x6 öv KOI XÖ jurj 6v Parm. 65
A 42 (360, 26! fiopfpd<; övio 18 B 8, 53
;121, 14) 6uo (xd civxa) Archel. (?) 21
20 A 29 (158, 17) — 6uo xd noXXd Aikm.
A 1 (100, 20) 3 (100, 38; vgl. 46 B 6
(271, 32; dpid|nö(; €xei bvo ^ev iöio
dbt], dpxiov Kai irepirxöv Phildl. B 6
(240, IH) irepi dbcXtped xd xoO ovxot;
2.5 TTparriaxa ftüo ci'bca (sc. dpiöinöc; u. ine-
T€eo(;; Archyt. B 1 i268, 12) — el bvo
ei'rj (xd öv), oOk dv 6uvaixo dircipa €l-
vai Meliss. B 6 (144, 28) vgl. A 6 (136;
974» 12) döuvaxov ex öüo ^v r\ kl €vö(;
30 bvo YCveaOai Demokr. A42 (360,26) —
xd ß tpa^M»^ (Speusipp. nach) Philol.
A 13 (235. 43). Vgl. 6udc.
6 u 0 X o ö V. öuoxoi = TTuijuaxiZei Demokr.
B 136 (409, 20).
5 bva&\ioc, Antiph. B 89 (606, 1) def.
Krit. B 42 (626, 18).
feuödvoXßo^. evr|XU)v yevoc, ftuödvoXßov
Emped. B 124, 1 (209, 26).
feitööafjLiuuv. nox^ov Emped. B 9, 4
■10 (176, 1).
öuöevxtpCa Hipparcli. 55 0 7 (449,
12.
bualr]\oc, em tppiva Tt(oxiO(; 6p^Y\ Em-
ped. B 114, 3 (206. 4 .
15 bvaY]xr[<;. laQpLoio Emj^ed. B 100, 19
;20], 8' (pdvoio B 136, 1 213, 28).
6ua9u|Li6tv. 6uöBu(ied|ix€voc opp. cu9u).t.
Demokr. B 286 (437, 5 .
183 »öoK
184
2)i}<n(. opp. dvoToXai (tüliv äoTpurv) erkl.
Xenophan. A 38 (42, 41) (if|A(ou) An-
tiph. B 26 ;ö95, 31) bvaeiuq, xaX dva-
roXtiq 6po<; Herakl. B 120 (78, 18) i^iii
kA ftOoiv 6Kpiv€v (ifiXiog Emped.(?) B
164, 1 (217, 6) ir€p\ . . tüjv aorpiuv . . .
citiToXäv KCl bvaivjv Archyt. B 1 (268,
9} ir€p\ 6uöiv TTXeid&o^ . . . Onö rpo-
itd<; T€ 66 Ol (447, 16).
&))(TkoXo^. tö eauTov tvilivai Thal. A 1
(6, 3).
öua^€vi^(. TÖ Karo toO 6. ßXaßcpöv
opp. TÖ lötov auficp^pov Demokr. B
237 (427, 18).
öuoncvCrj. coni. qjOövpv, 2!f)Xov Demokr.
B 191 (421, 11).
hvaviirpr\xoc, Antiph. B 106 (606, 6).
öucritdXaiaTo^ opp. ciirrdAaidTo^
Epich.(?) B6 (92, 16).
ftiiOTAiiTo^. 'AvdxKnv Emped. B 116
(207, 27).
bvax6itaaxo<;. Z€u^ Eurip. 12 A 16
(60, 7) «» 61 C 2 (341, 8).
öOöTpowo? Demokr. B 100 (404, 80).
öu<yTux€iv. bvaxvxßiv Epich. Gn. 46
(96, 18) öuöTux&v Kp«inT€ Periand.
73a 3 (524, 3) ÄutJTUxoOvTi nn ^niteXo
Chilon 73» 3 (621, 26) &u0tux€ovt€<;
oui(ppoveou0t Demokr. B 64 (400, 13)
6€pdnOVT€5 ÖUCTTUXOUVTWV opp. €ÖTU-
XoövTUiv Gorg. B 6 (567, 20).
buOTuxi^? opp. eiiTuxi^? Demokr. B286
(437, 4).
öuoTuxfct. ^v fiuOTuxdii (<p(Xov eOpelv)
opp. cuTuxdi Demokr. B 106 (406,
12).
ftüi (== 6üt>|na) Parm. B 1, 26 (116, 7).
ötuöCKdTiovov. fiuvla Aiö^ Philol. A
14 (236, 38. 237, 6).
öwöeKdeöpov. ck toO &. Trjv toO travrö^
ocpoTpov Pythagor. 32 A 16 (237, 11).
AuJÖ6KaCTnp(Ö€<; Tit Orph. A 1 (470,
10).
ö^i)^a. iruKivöv Xenophan. B 17 (49, 15)
— 'ßnvoO biljuaxa Pherekyd. B 2 (508,
10) 6al^aTO Nuktö? Parm. B 1,9 (114,
15) juoXirr) 6' d|U(p\q ixci öuDjLiaTa . . .
Xenophan. B 1, 12 (44, 27). Vgl. b<u.
&u)pela6at. öuipoOvTm m. Dat. De-
mokr. B 176 (417, 18).
öüjpov Xenophan. B 2, 9 (46, 1).
E Delpkicum 73» 2 (620, 6 Anm).
ia, ri xpf\^a Krit. B 16, 1 (618, 1).
^4dv (TJv) m. Konj., Hauptsatz Futur.
10 Herakl. B 18 (65, 10) Emped. B 111, 6
(204, 10) Demokr. öfters — Hauptsatz
Imperativ Demokr. B 116 (406, 14)
Hauptsatz Präsens Diog. B 4 (335, 16)
Demokr. B 228 (428, 1. 4) 277 (434,
15 19) 278 (435, 9) vgl. B 266 (432, 20)
in Sentenzen (die Kopula dea Haupt-
satzes fehlt regelmäßig) Herakl. B 49
(69, 3) Demokr. B 59 (401, 1) 74 {402,
10) 106 (405, 9) 219 (424, 17) u. ö.
20 Wechsel mit «l: €l . . djaeXeoi ti^ . . .,
KaKü»t dKoiieiv yC-fvcTai, koi nv ^r\bky
miT€ KXeirrn» Mi^xe döiKf^i Demokr. B
263 (430, 4) KÄv, Krjv s. Ka(.
^&v. Tfjv luev eöv dvö^Tov (sc. xfiv öööv)
28 Parm. B 8, 17 (119, 14) (eöv) opp.
noielv Gorg.B6 (667, 18) i&aa\u Parm.
B 8, 7 (119, 4).
i a p i V 6 (;. \ar\pLipia Hekat. B 5 (459, 29)
Demokr. B 14, 2 (391, 7).
30 ^auToO usw. 8. ^^auToO.
i ß 6 o n et (; KOTct öcXt^vt]v Hen»kl. (?) B 126*
(79, 21) 1^ Ö€UT4pa Beginn d. TeXciö-
TTi^ A 18 (60, 42) ßp€(po(; TcXeioOoeai
^v €Trrä 4ß6oMdöiv Emped. B 153'« (216,
35 20) voöv KOI vf^{a^f KtA q>(u(; kv cßöo-
pi&bi Philol. A 12 (236, 10) Hepi eßöo-
ndöo^ Tit. [Proros] 6 (267, 22).
kffväw. nefoKa ^ffufiv opp. ^iiKpc» &i-
öovai [Demokr.] B 302 (446, lOj.
40 etfin- ^TfJCt. ifäpa b' ora Chilon 1 A 1
(7,3) Thal.73» 3 (621,32) vgl. 2 (520, 3)
^•fT»5a oxai; euroTT^p, iTTp^a? Zayila
Epich. Gn. 26 (94, 14).
kff<t<i. [Anaximen.] B 3 (21, 29) opp.
45 Trp6öui Archyt. B 1 (259, 17. 260, 7).
^■fc^P*»v. bf€pQivr€<i opp, cuöovtc? He^
rakl. B 1 (62, 2) ^TCpÖ^vre? öpeojucv B21
(66, 19) ^TPITOP"^? Äirrexai cöbovro^
185
86po 186
B 26 (66,10) TÖ €TPnTOp^? Ka\ tö koG-
e06ov raino B 88 (74, 20) xoi^ CTpii-
Topööiv eva Ka\ koivöv KÖöfiov B 89
(75, 1) ^TP^Top^vai opp. unvoOv be-
stimmt alöeriöiq Protag. A14 (631,24).
€T€pöi(;. kot' €T€pöiv eji(ppov€(; Herakl.
A 16 (60, 11) Erklärung Hippokr. 12
C 1 (83. 21) 'ETepoi? Emped. B 123, 1
(209, 19).
etcpri y{v€aeai (= ^f€ip€06ai) Herakl,
B 63 (71, 6).
cfKdpftioqneutr. Demokr. B 262 (432,4)
Hekat. B 10 (461, 21).
ifKaTa^vacoxioQai xa ei;6iJuXa De-
mokr. A 77 (385, 85).
IfKetpakoc, ii»i <ppovoO|a£v Alkm. 21
A 76 (165, 44) tö i'iTe|uoviK6v Alkm.
A 8 (101, 34) Hippokr. Plat. Demokr. (?)
55 A 105 (369, 46) r\ivx/\ Hippon A 3
(223, 29) v6ou (dpx<i), aaixaivn räv dv-
epi6irou öpxdv Philo]. B 13 i244, 18.
16) 6 e. q)poup€ei rr\v äxpriv toO au»-
fiOTO? ktX. Demokr. C 6 (448, 16) —
aiaQr\a€\<; öuvTipTfjoeai iipö«; töv k.
Alkm. A 5 (101, 25) k. 6 toc aloOn-
öck; rrapexujv A 11 (102, 17) ccrebrum
tmde omncs sunt sensus {primum for-
mahir) Anaxag. A 108 (312, 27) — Ent-
stehung V. 6a<^pr\ai(^ Alkm. A ö (101,
20) Diog. A 19 (331, 6) v. UKon (331,
10 vgl. 332, 14) Anaxag. A 92 (310, 30)
Demokr. A 135 (374, 33) — ^TK€<pdXou
)Liepo(; (TÖ aTckp\ia) Alkm. A 13 (102,
33) vgl. Piaton Diokles 55 B 124 (408,9)
Entstehung v. KepoTO Demokr. A 153
(381, 20 ff.).
lY'tXiiMa. k^v\r\[xaxQ^ 6iKaaTri<; De-
mokr. B159 (414,1).
^YkX(v€iv. €YKXi6f^va{ Triju<; töv KÖanov
(Diog.) Anaxftg. A 67 (306, 13) ttjv
Yf^v Demokr. A 96 (367,48). Vgl. kX(-
vfiv, emKX{v€iv.
IfKXion (tujv äöTpwv) Anaxag. A 1
{294„4) -^c, Leuk. A 27 (348, 16).
^T^ovelv. exKovoÜArra Krit. B 16, 2
(618, 2).
iXKOirii (irpoKoirt^q, oiriaK;) [Herakl.] B
131 (80, 20).
4-f KO(J|Lietv med. Demokr. A38(369,37).
eXKÖaiitoc;. eTKoö)i(uJv (oÜYKpxn^, m^-
Tvuai<;, oüoTaOK) [Thal.] B 2 (11, 21).
k-^np&xixa. ir6vu>i iti^paTCiav (e?€iq)
5 Bias 73» 3 (523, 11).
^t'^poT»!^. €YKpaT€öTaTov ö€l €tva;Ano-
nym. lambl. 82,4 (631, 26).
£YKukXi0(; kCviiOk; Anaxag. A 42 (301,
28) X6toi (Demokr.) A 1 (351, 4).
10 CYKupeW. <ppoveoucri ToiaOxa ÖKÖaoi^
^YKupcOöiv (-acuouöiv Hdss.) Herakl. B
17 (65, 8) ot<; KaO* /m^pav ^Y»«upoOai
B72 (72,22).
'Eykiumiov €i«; 'HXefou^ Tit. Gorg. B 10
15 (558, 22) 'EX€vri<; B 11 (558, 28 vgl.
29 Anm.).
^YPi^Topoi^ Herakl. A 16 (60, 16).
^YX^W. cYX^a^ Xenophan. B 5, 2 (47, 8)
ÖKKa iToXü Ti^ «YX^T» oiihh/ k-^&rax
20 Archyt. B 1 (269, 7) €v 6' cx^Gri kc-
eapoiöi Emped. B 65, 1 (192, 20).
^YX^ipe^v. ßpab€iu<; tYX^^P^» ^^^'^ '^' ^
(523, 2).
^k-^w. kl k\ikQ(M ^TieevTC Parm. B 1,37
25 (116, 19) äY *€Yiiiv kpiyu B 4, 1 (116,
19) — OMfie^ Archyt. B 1 (259, 18)
ä^^lv (258, 9) dMiv Archyt. B 1 (260,
15. 261, 2) — eueO und k\iko Phere-
kyd. B 10 (510, 8) Demokr. B 13 (390,
30 24) — iwnfXc,, t!»M€l?, C9eT(; kontrahiert
Pherekyd. B 11 (610, 11) Demokr. B 29»
(397, 14) — amöv töi <ptJö€J (= i^i^ie-
Tcpai) Archyt. B 1 (269, 1) vgl. kc, Tav
dKoav otfiiv (irapaöiJcaeai) (259, 6) -pmy-
35 fbieuiv neu tü>v6€ Demokr. B 85 (398,
21) — 6oK€i ö' e|ioi Y€ statt iOOC i.\kOX
YC 6oKd (Krit.) B 46 (627, 10).
OUK k\XO^ CtXXo ToO XÖYOU ÄKOU-
(JavTa<; Herakl. B 60 69, 12) i\\x\y |u€V
40 auTÖjittTOt, aiTfrii 6'ouk auTÖfiOTOi Hip-
pokr. 12 C 2 (86, 39) XÖYOu? Kpcix-
Tou^ i^liiljv Phüol. B 16 (246, 2). Vgl.
^jiauToO.
efteiv. <p(Xa? KOTOt ödpKO^ cftouöiv Em-
46 ped. B 137, 6 (214, 8) iefeMtvai Hdss.
Emped. B 128, 10 (211, 4) vgl. ^ve-
ö^evm.
Ibpa. TpucpcpujTÄTTi Krit. B2 (614,6).
187
iOeXeiv
188
^GcXeiv iC»!\€tv). prilj^uant. o ti riv
ÖtÄTii (d i. ÖTOO av emt-Juiuii) Herakl.
ii 85 (74 14) fiveaCiai okööu eeXouoiv
B 110 ;77 1«) €KXtSaaGat olov OeXf i
Demokr. B 277 (4:^4, 10) Kpatä to-
aoOrov okocov eOeXti Herakl. B 114
(78, ({) tiv eöeXiiiaOa, eirdEcK; Emped.
B 111, ö (204, lÄ) ev tö öocpbv Xe-f€-
aGai oÜK töeXei koi eöeXei Zrivöq övo|Lia
Uerakl. B 32 ßl, 12; nn^e eGeXeiv
;ä6iK6iv; Dcinokr. B 62 (401, 8j dutfiei-
aeai) B 79 (402, SO) tc* ctbiKtovra koi
GeXovTO aöiKeiv B 257 ;431, 2; Kot\ ouk
(vgl. Nachtrag; eGeXovxa absolut BI82
(419, 4) TÜJi GeXeiv fTreiVct Antiph. B
56 '601, 7; a GeXei Ttüirjuai d,u«pTtJUv
TOUTiuv n ui\ GeXei ctTrevtTKrjTai B 58
601, 13 vgl. 25 f., TTpafMareueöGai a
Öf-Xei (sc. rj XoYiöTiKJi Awhj't. B 4
263,7) o{jK YJQeXr](T€v (sc. bavfJaai) An-
tiph. B 64 (600,13) -- Ziueiv tGeXouöi
Herakl. B 20 (65, 16) Zi]v Demokr. B
199 f422, 9) YV|pacrK€iv B 206 (423, 4)
(iröp) GeXov iKföGai Euiped. B 62, 6
'191, 22) OUK eGfcXei lueifvocrGai sc. to
uöujp) B 91,2 (198,6) — pflcffcu. eGe-
Xouoi napa.^i^vf.öQa.i Antipli. B 49
^599, 2).
idiZciv m. Inf. eiGiZov Antiph. B 61
<m 11) Demokr. B 146 (410, 26)
eiGiöiuevoi Krit. B 39 (625, 27).
€Gvo<;. eGvea Griptliv Emped. B 26, 4
(183, 1) GvTiTiJüv B 35, 7 (185, 88) =
Hö, 16 (1S6, 9) Ktip&v B 121,2 (208,
m4) 'EQvuiv övouucfiai Tit. Hippias Bl
(;>83, 26).
eGoc iroXuneipov Farm. B 1, 34 (115, 16)
cGo<; . . MeXeTTiM<i Te Krit. B 6 :616,
10).
"ei. vriederaufgenommen Anaxag. B 12
(318, 8. 10) zweimal Diog. B 2 (334,
10. 12. 17) €1 fi€v . . . €1X6 ... . eixe
Potential Xenoplian. B 2, 1 (45, 14)
>Realis«, Botentialis, Irrealis oft. —
Vordersatz Oj't , Nachsatz Indik. Fut.
Melisä. B 5 ;141, 18) 7 (145, 8) De-
mokr. B 35 ;398, 21) Nachsatz oI5e
(»iterativ«) Xenophan. B 34, 3 (Ö2, 1)
Nachs Ind. Präs. Demokr. B 253 (430,
3) — Voidm's. Ind., Nachs. Optat. mit
av Zpiion B 3 (134, 16) Diog. B 3
'335,9) Meli.s3. B 1 (14:^, 7) 7 (145, 14)
5 — €l |ifj e(pv)ae .. . cqjaöKov Xenoi>han.
B 38, 1 (52, 10) €1 fxr\ eTTotoövro . . . ,
ävaibeaia-ra eipfaoTai',?) (soHdss.) He-
rakl. B 15 (64, 28) €1 CY^VT, owk eori
Farm. B 8, 20 (119, 17) («^i> . . . nv,
10 edXaoaa eoriv . . . Hippou B 1 (226,
4) - €1 *K€v . . . €-rroTrT€uor]t^, trope-
oovrm Emped. B 110, 1 203, 34 ci . . .
*fcTropeE€ai . . ., ckXci'ij/ouöi B 110, 6
(204, 6) Wech.sel mit edv f. d. — eiri
15 TÜJi ei Xeuophan. B 2, 21 [4e, 13) —
oTov ei m. Opt. Herakl. B 5 (62, 15,
ÖKOiov ei gleichf. (62, 18) ö&r)Xov ei De-
mokr. B 295 '438, 6) — ei' rivi ßouXo-
|ix€vu>i B 173 (417, 3) ei bt nr\ Herakl.
20 B 94 (75, 20) 121 (79, 4) Demokr. B
38 (399, 3) - ei b' cife m. Fut. Farm.
B 4, 1 (116, 19) Emped. B 38, 1 186,
20).
eiöevai. oTöa Xe^eiv Xenophan. B 8, 4
25 (48, 6) o\ba »ouveKa Emped. B 114, 1
(206, 2) TO xP^ilov olfte Demokr. B
198 (422,6) oi'öaiiev Metrod. v. Ch. Bl
(453, 14. 15) OUK i'aaaiv B 234 (426,
19) eib^ojoiv B 243 (428, 8) eiöevai
30 (T-Xeiffra) Herakl. B 57 (70, 8) *€i6evai
Xpri B 80 (73, 23) iöGt Emped. B 23,
11 ;182, 9) 110, 10 (204, 9, iibvjc, jo
oaqjeq) Xenophan. B 34, 2 (51, 28) rre-
piuuaia Emped. B 129, 1 (211, 14) xdpra
35 cibiuc, xfjv . . . d|Lirixav{r|v Protag. B 9
(540, 7) eiööxa qp&xa Farm. B 1, 3
^114, 9 vgl. trap« tOEjv eiSoxuuv iruvQd-
veöGai Thrasym. B 1 (577, 28) eiböxec;
ou5ev Parm. B6,4 117,17) ouk el66-
40 TC(; oxi Herakl. B 104 (77, 2) bidXuöiv
OUK €i6ÖT€(; Demokr. B 297 (438, 12)
eiööxe*; xfjv ftidOeaiv dKoüou<jiv -An-
tiph. B 63 (602, 18) - eiönoeK Farm.
B 10, 5 (122, 26) eibnoetv Demokr. B
45 264 (432, 10) ei'drii Farm. B 10, 1 (122,
21) Antiph. B *1 (Ö91, 17) *i\ibeaav
(A{Kn<; ovona) Herakl. B 23 (66. 1) —
mit Faitizip. Herakl. B 80 (73, 28)
189
et&vuXov
190
Demokr. B 234 (426, 19 243 [428, 8;
Antiph. B 1 (591, 17) vgl. Sp. 188,46.
Kuipoö fiETpa ei6evai An»xarcli. B 1
(458, 4) db(u<; ai^a Solon 73* 3 (621,
14) — avQpiu-nSc; COTJV, o iravTC;; i'öjLiev
Demokr. B 165 (415, 28] — iToXXä
«Ujoc; tan (6 dnp) Diog. B 8 .339, 21)
t6 OepiLiöv . . . eifttvai ■nayro. C 3 (341,
16) 'ndvTa Zeü^ . . . olöe' Demokr. B
30 (397, 21) — veoq Av e<pa(JK6 inri-
bkv dbivai, TfeXeiot; luevTOi Y€vö(i€VO(;
TtdvTu fYvu-'KCvai Herakl. A 1 (54, 37)
iibtvai büK^.ovai Ilippokr. 12 C 1 (81,
19) TUJv ötrohpivoiLitviJUV ^t| ciöevai t6
irXf]6oq iLii)Te Xotiu« ^iritc epT«» Ana-
xag. B 7 (316, 20) avrbc, ofjutx; oÜK
oi&e Xenophan. B 34, 4 (52, 2j incre-
pant qui cum sein nihil possit audeant
se scire dicere Xenophan. Parm. 11
A 25 (36, 18) ouöev i'öMev Demokr. B 7
(388, 9) 117 (407, 4) ev movov oi6a öti
ouK oT6a Demokr.] B 304^i446, 40. an-
ilers 39) oubelc oü&tv ol&ev ouö' aoxo
TOÖTO ftoTcpov oi'baiuev f] ouk oiöaiuev
Metrod. \. Ch. B 1 (453, 14i.) = 56,2
(450, 21; vgl. A 23 '452, 32) 2o (462,
41 ff.) — •n£p\ Oeiliv ook €XUl> eiöevai
(emeiv Richards), ou6' wc, eioiv ou9' lü^
OÜK eiai'v Protag. B 4 ;ö37, 30).
€i&r|öi5 Twv TTpaYiLiCtTiuv opp. loropfa
Nausiphan. B 2 (464, 22. anders 25).
eiöiKoc;. aiTiöv eiöiKÖv coni. uoiiitikov
opp. iraGriTiKov koi uXiköv Pytbagor.
B 16 (273, 15).
cTfcoq. QestalL eXboc, YUvaiK<5^ opp. b6ta
Gorg. B 22 661, 18) KaXXiöTov dboc,
Krit. B 48 (627, 19. — ei'&ecnv ^K|ii<S-
KToiöiv ibxkxoMaw) Emped. B22, 7 (181,
20) €i'6€aiTop(Juvouöiv lYPCfpet?) B23, 5
182, 3) €i5n . , . XPO'<^ TC evr|TüJv B
71 (193, 18) vgl. B 115, 7 (207, 13)
'■€iV djueißujv B 125 (209,28) öivov .. .
diroKpiOf^vai iravToiujv eibeiuv Demokr.
B 167 (416, 7) tv ToTc; irep\ tüjv eiöiüv
A 135 (373, 41 vgl. Anm.) qpainevoiq
€tvai TToXXöt . . . Clor) re koi \ay})\ i^io^na.
Meliss. B 8 148, 10] — (Xböc, xi xot^
KOOmKotc; dTroxtX€0|aaöi xexviKov [i\ 6e-
KoO (Si)cusipp.nach) Philol. A 13 (236,
23) ei'bn der Zalil B 5 (240, 19 ff.) xä
xoO övxoc; rrpüJXiöxa öuo €ib€a ((ipi9|iöq,
M€feeo(;) Arehyt. B 1 (258, 13) a Xo-
5 •fi'^TiKä etrixcXci . . . el fitv eiiilurv xcü
npaYMaxeio, koi \a irepi xoiq ei'&eoiv
B 4 (263, 9) — xä \xx\ unoTrfirrovxa
(xal<; alößi^Ofcöiv; oük eoxiv ev xoiq €1-
beöi Tn<; ovaiac, Piotag. A 16 (632, 4)
10 — KÖanoi oi aüxo\ xiTn ei'öci, et Ka\
[ifj üpi6f.iOüi (Deniokr.j A 82 (366, 26)
ev xo öv Ktu xö elboi; opp. ^k 'a\c,
fevepfeta!; Pann. 19 A 15 (129, 36) opp.
eem^ (Melisa.) A 5 (137 ; 974^ 20; opp.
15 uXri (Emped.) A 32 (159, 6) Kai Koxä
elöot; icai Kaxd i^t-feöoc; (Anaxag.) A 41
(301, 14) — Art. ci'öea öapKO^ Emped.
B 98, 5 (200,2) opp. x« tevn | Demokr.)
ß 300, 18 (444,36 — B(^griff Hippokr.
20 80 B 1 ,'592. 7 ff.) vg). 55 B 26 (395, 15)
und oben Z. 9.
€i5u)Xov. Erklärung v. öy^fxc, Emped.
A 90 ,172, 5 Leuk. A 29 (3i8, 33 ff.)
Demo kr. A 1 (352, 31) 121 (372, 2) 135
25 (373, 42i imagincs A 61 (362, 3) xd?
KOxoTiXpiKdc; t|Li{pdoei(; kox' eibiuXuiv ev-
oxdcrei«; Leuk. (Demokr. Epik.) A 31
(349, 2; xr]v aifferiöiv Kai xrjv vörjötv
YiveoOai eibuuXu^v eSuiGev iTpo(Jiövxu)v
30 Leuk. Deruükr. Epik. 54 A 30 (348,
47 ötovoTixiKai q)OvTaöiai, npectra =
ei&ujXa (Demokr.) A 118 (371, 27 ff.)
ei6u)Xa exKaraßuaooOöOai . . . koi itoi-
eiv xd<; Kuxd üirvov ö»};ei<; A 77 (.365,
35 30, das Folgende epikureisch) ovdpovc,
Kuxd xdq xiiiv eib. TTupaöxuoeK; A 136
(379, 18) vgl. A 137 379, 19j - TTepi
eift'üXujv ri irepi Trpovoiac Tit. Demokr.
A 33 (357, 28; ---. B 10' (389, 3) Gcoi
4ü (bai^ovec;) — eibujXa imagines' De-
mokr. A 74 (365, 10 ff.; 78 ^306, 6) ^
illam naturavi, quae imaginea fmidat
A 74 (366, 10; vgl. 79 (366, 12) eife.
xiva etineXdJeiv roic, dvepaiiToi;; . . .
45 Kai eux€xai euXoYXiJUv xuxeiv eifeoiXuJV
B 166 (415, 29, — xüx^i? ei'&uiXov eirXd-
öavTo B 119 (407, 23) dbw\a eaQf\ri
KOi K6a|auji btunpcirta B 195 (421, 19).
191
eUdüeiv
192
£iK<iZ€iv. ciK<l(0€t€v ID. Inf. Antiph. B
63 (600, 8).
€fK€iv Demokr. B 47 (399, 21).
c i Kf) i Xenophan. B 2, 13 (46, 6) elKf) He-
rakl B47 (69, 1) 124 (79, 18). 5
€lKovoXoYia Polos 74 A26 (536, 6).
€iKÖ< m. Inf. Demokr. B 181 (418, 16.
17) Antiph. £ 60 (602, 8) eixÖTO Teil
d. K6fo<; 74 A 26 (534, 22). Vgl. ^oi-
K€vai. 10
eiKoadebpov. ^k tctO cIk. to ubwp Py-
thagor. 32 A 16 (237, 11).
ciKooi. ccCkoöi irevre T€ itpoq toT^ Xe-
nophan. B 8, 3 (48, 6) €iKo0iv Emped.
, B 129, 6 (211, 19). 15
eiKiuv. €Ik6v€^ == etftiuXa Demokr. A
77 (366, 46) exei (6 voO?) (t&v irpaTM<i-
Tuuv) €lK6va(; KOt Xö^ou? oüoiui6€k . . .
Pythagor. 55 B 26 (395, 13) — eiK<5-
vwiv i\p6La9r\aav tuvaiKCi; Emped. A 81 20
(167, 10).
eiXelv. In djLwpoXov €iX€€ ß{ßXov Epi-
gramm 12 A 1 (56, 30) uirö toO trveu-
|LiaTo<; €iXo«j|xevov (tö öitup) Antiph.
B 29 (696, 11). 25
€(XtKp(v6ta TU>v ötoix€(uiv Philol. A 16
(237, 20).
€iX(Trou(;. eWinob' äKpndxtipa Emped.
B 60 (190, 24).
elXiöaeiv s. cXfoaetv. 3«
cTXux;. lipo? Tovq eiXurra^ (dmcrrfo) Krit.
B 37 (624, 31).
el|Liap|ievri. irdvra Ka8' €5|Liap|ii€vr}v He-
rakl. AI (66,10) vgl. (65,22) clMöpfievn
dvoTKn A 5 (68, 12) 8 (68, 32) vgl. Parm. 35
Demokr. 18 A 32 (110, 30) = Xöto«;
(68,31.34) loTi eiiiiapibieva ■ir<ivTUJ<; [He-
rakl.] B 137 (81, 4) — kcvöv övomo
Anaxag. A 66 (306, 10) aber h bk xaS'
€\\i(xp}iivr\>/ Anaxag. Demokr. (306, 8) 40
vgl. 65 A 66 (364, 10).
X et V a i. lom z. B. Xenophan. B 8, 1 (48, 8)
Parm. B 8, 2 (118, 89) 19, 1 (126, 7) Em-
ped. ß 17, 13 (178, 10) = 26, 12 (183,
») 17, 27 (179, 4) 22, 4 (181, 17) — 45
göKCv B 128, 9 (211, 8) fi<je(a) Xeno-
phan. B 22, 6 (50, 11) Inv Emped. B
29, 3 (184, 18) vgl. 28, 1 (184, 8) fi€y
B 84, 6. 11 (196, 5. 11) fjv Parm. B
8, 6 (119, 8) Emped. B 21, 9 (180, 88)
eaKE Emped. B 16, 1 (177, 17) 128,9
(211, 8) loTOi Xenophan. B 34, 1 (51,
22) Parm. B 8, 6. 36. 38 (119, 2. 16.
17) Emped. B 21, 9 (180, 28) iaoeiai
Emped. B 16,1 (177,17) eO€o6ai Parm.
B 8, 20 (119, 17) dorische Formen b.
Philol. B 1—21 (239, 81 ff.) Archyt.
B 1—4 (258, 4 ff.) — €?»m€v Demokr.
B 172 (416, 20) — Immcv Parm. B 4, 6
(116, 24) Ifinevm Parm. B 6, 1 (117,
14) — €öTi m. Inf. («= €E€öTi) Demokr.
B 277 (434, 16. 18) ouk eoriv m. Inf.
Herakl. B 91 (76, 7) Emped. B 133, 1
(212, 10) M#i cöTiv Anaxag. B 6 (316,
13) — £(JTiv div Demokr. B 257 (431,
I) loTiv olöi Anaxag. B 11 (318, 2) —
TU)i ^6vTi Demokr. B 9 (388, 26) ovra
Xenophan. B 22, 2 (50, 8) und övrtuv
Emped. B 129, 6 (211, 18) sind die
einzigen Ejirzformen der Poesie, sonst
Sein im Zeitenwechsel, (kö-
Ofxoc,) fyv d€\ KOI coTiv Ka\ caxai (irOp)
Herakl. B 30 (66,21) laxi xe kci dci f[v
Ka\ dci €(JTat Meliss. B 2 (143, 9) öoa
T* fjv 000 T ?<TTi KCl corai Emped. B
21, 9 (180, 28) danach lo-nv & kfive'vo
vOv Kd <d€\) löxai [Meliss.] B 11 (149,
II) vgl. Nachtrag — TeifovdTa, ^dvra,
ia6fieva Demokr. A 39 (359, 47) ovbk
iroT flv 0Ö5* iOTOi, ^uci vOv eariv 6fioO
iröv Parm. B 8, 6 (119, 2) — oötk; ye-
vet oi}bi T»«; cöxai Xenophan. B 34, 1
(51, 22) d6( t' f(v Ka\ dei larai Meliss.
B 2 [143, 14} f)! fhp KOI irdpoq eOKC
xai loöexa» Emped. B 16,1 (177, 17) —
eöxiv fi cöxoi Parm. B 8, 36 (120, 16)
Wvxo KCl ka6pieva Diog. C 3 (341, 16)
— ?(pu x&be. Kai vuv cooi Parm. B
19, 1 (125, 7) 6 XI fjv x€ KOI 0 vOv
(lart Kranx) Meliss. B 8 (148, 4) Iv
iKQöxdv 4oxi Km i^v Anaxag. B 12
(319, 12).
Sein als Realität, etvot dist.
T€V€<Teai Prodik. A 14 (665, 80) =
vo^v Parm. B 6 (117, 7) vgl. B 8, 36
193
cTvai
194
'120, 14) TÖ etvai dqpavc»; tti) tuxöv toö
boKily ktX. Gorg. B 26 (661, 34) opp.
6oK€Tv Demokr. B 137 (404, 13. 14) —
ir€p\ ToO Ti iojw ripHavTO öplleaQai
Ariätot. V. Pythagor. B 8 (272, 13) 5
iravra irni €<jti Dialex. 5, 15 (645, 16)
biov ÜTtotpxeiv TÖ cTvoi .TOt<; ■np6.•ff^aalv
Meliss. A ö (138; 976* 36) oö Mnxc
M€T€9o(; MTiT€ naxo«; MnT€ öyko<; . . . ,
oüö' av eir) Zenon B 1 (133, 21) vgl. lo
(133,5) ei iToXAdcöTiv B 1 (133,12.18)
3 (134, 15. 136, 1) u. ö. vgl. t6 6v —
ou6^ X"^PK cöTiv elvai Anaxag. B 6
(316, 11} — TtavTa eöT(v, 6 äv n^ voj^aai
Metrod. V. Ch. B 2 (453, 18) vgl. Sp. 196, 15
24. ovbkv oTöev (nörepov 'ioxi ti ti ouk
löTiv) B 1 (463, 16 vgl. Z. 6) — elvai
ouftev, fifveoQai bk irdvTa: iroWoi 20
A6 (1.38; 975* 15) eaxi oufte ttot oü-
Ö€v, aei be fifviTai Bpich. A 6 (88, 4) 20
nihil est praetr unum Parm. 19 A 21
(130,39) ne unum quidem Zenon ebend.
nihil (130, 38) oubkv eöTiv Gorg. B 1
(552, 4. 8; 3 (652, 17 ff.) ei koi ccttiv,
äKaTa\r\TiTov, d Km KaraKrynTÖv, . . . %'<
dv€p^riveuTOv (652. 18 ff.) — opp. ^r\
tlvai. elvai koi ^rj elvai tcutöv He-
rakl. A 7 (58, 29) Hippokr. 12 C 2
(86, 6) €T|U€v Te koi ouk eTfiev B 49*
(69, 8} eöTiv bk koi ouk eöTiv to 6kt6- 3ü
^r|va Hippokr. 12 C 2 (86, 9) koötiv
€»<; (6 xpövo^) KOÜK eOTiv Skythin.hera-
klitis. 12 C 3 (86, 24) TouTct cöti koi
OUK eöTi (ävep(JUiTO<;) DiaJex. 6, 5 (644,
14. vgl. Z. 16 f.) — TteXeiv t€ kui ouk 35
elvai toutov kou toutÖv nach Herakl.
Pam. B 6, 8 (117, 21) vgl. elva{ t€
KOI oüx( B 8, 40 (121, 1) 1^ |i€v (6&60
öniu(; eöTiv t€ koi ibc, ouk cöti ur\ eTvai
(TTeiBoOq KeXeuGoO. r\ bk n)q ouk Iotiv 40
T€ koi ihc, xpciuv iöTX ^xf] elvai 'ttovo-
itevQr]c, oTapitoc;) B 4, 3. 5 (116, 21. 28)
vgl. B 8,16 (119, 13 ff.) eöTi täp eTvai,
^^bkv b' OUK eOTtv ß 6, 1 (117, 14 f.)
— ex his quae vidertter esse nihil ma- 45
gia esse quam non esse Nausiphan. B 4
(465, 43) TÖ Klvoü^evov out' ^v dii cöti
tÖttuii KivetTai out ev u»i juri €öti Ze-
Diels, Fragm. '1. VoMolcr. IIl .
»on B 4 (136, 7) — ncpi OeOiv ouk exui
giftevai, ou9^ üb? clcAv ou6' du? ouk
€la(v . . . Protag. B 4 (637, 80)
TO öv im Verhältnis zum ouk
{\ir\; 6v. — TÖ öv, TÖ iiifi 6v Parm.
A 22 (108, 46 ff) 24 (109,11 £) 28 (109,
47 ff.) 6uo TÖ öv KOI TÖ n»i öv Parm.
56 A 42 (360,26; aber tö ^r\ ov ni]bk
Zr]Tv.v Xenoph. Parm. 54 A 8 (346,2)
ouTC ov Tvöd]^ TÖ tit] eöv o»t€ <pp6,-
oaic, Parm. B 4, 7 (116, 25) ou Mn noT€
baixf[i elvai |uri eovxa B 7, 1 (118, 1)
ou&ev cOTiv 11 eOTOi äXAo ndpeH toO
eövTo? B 8, 36 (120, 16) vgl. B 6, 1
(117, 14) OÖT€ fäp ou T60V €ÖTl KTX.
B 8,46 (121, 7) äXoYov xtiiv ^<5vTurv ti
riTeiöGai jut) eov Hippokr. 80 B 1 (692,
20 ff.) — TÖ f iTv6|i€vov eS övto? y^P'«-
aQm opp. €K luff övTO? Xenophan. A
28 (37; 977b 22 vgl. d. Folg.) (tö €<5v)
(out' ei cövTO?) out' ck fzf) ^övro^Parm.
B 8, 7 (119, 4) eK jurj eovTO? nur ^fj
eov B 8, 12 (119, 9) duöUuoeai tö
TTp6ö6ev eöv, tö öe ouk eöv fiveaQai
(unmöglich) Meliss. B 7 (145, 7 ff.) vgl.
3 8 (148, 17) A 6 (137; 974» 22. 974»»
12 ff.) aber Yetovevai iroXXa 6k fjfj ov-
Tujv: öocpoi (138; 975« 11 ff.) vgl. Xe-
niad. (643, 26) — Kivou|uevov (tö eöv)
OUK dv ein Meliss. B 10 (149. 6) — vr\-
iTioi öl bi] fifvtoQai itdpo? ouk eöv
eXTTiCouoiv r\ ti KOTaBvTiiaKeiv Emped.
B 11. 2 (176, 19) €K . . . ouödn' eöv-
To? diLiVixavöv eOTi Yevea6ai Ka( t' kby
eHatroXeoeai dvrivu0Tov B 12 (176, 27)
lariöev 4k tou ^ly] övto? -(IvecsQai (koi
eic, TÖ |.tTj öv cp6efpe(jeai) Anuxag. A
45 (303, 11) 46 (303, 29) 52 (304, 36)
vgl. B 3 (314, 17) Diog. A 1 (328, 27)
Demokr. A 1 (352, 26) 67 362, 35)
— ouöev jLtdXXov TÖ 5v toO jurj övto?
elvm Leuk. A6 (343,47) 8 (346,6) tö
öv = TrXfjpe? (vaoTÖv, OTcpeöv), tö nfj
öv <a= K€vöv ebenda, Demokr. A37 (369,
12) 38 (369,33) 40 (360,9) 44 (360,41)
45 (360 43) Metrod. v. Ch. A 3 (451,
9) B 1 (453, 12) — ouT€ tö Öv €(mv,
0UT6 TÖ ixi] öv, OUT€ TO 5v KO» (tÖ) ^f\
7
195
elvai
196
öv öorg. B 3 (662, 21 ff.) — . . . Mexpov
ävQpiurcoc, rwv nkv övTtuv u}<; eöxiv, T«i»v
bi ouK ovTuuv ibq ouk eOTiv Protag, B
1 (636, 12. 18) vgl. A 14 (631, 8) 21»
(632, 31) — övTO<; fi pLr\ övto<; auTUJi 5
oüöev . . . ßX(4irr€Tai Antiph. B64 (600,
S6).
TÖ ÖV absolut. TTepi q)ua€uj<; »i
U€pi ToO övTo<; Tit. Meliss. B (143, 2)
vgl A2 (136,30) 4 (136, 21 ff.) Hepi lo
ToO övTO^ Tit. [Archyt.] (264,8) Pro-
tag. B2 (637,11) — TÖ öv €K trepaTo*;
Ka\ ärteipov Philol. B 2 (240, 9) t6 öv
ööov aiöOriTdv nach Aristot. Pytha-
gor. B22 (274,26) ra toO övto<; irpüt»- 15
TiöTtt b\)0 ci'öea (dpi9|ii6<;, txbfeQoc,] Ar-
chyt. B 1 (268, 12) ou . . . äv€u toO
€(SvTo<; . . . eupt^öei(; t6 voetv Parm.
B 8, 36 (120, 14) — ev tö öv Eleaten
21 A 29 (158, 20) Parm. Zenon 19 A 20
21 (130,30) Parm. Meiiss.76 Bl (652,
7) Parm. A 28 (109, 47. 48) -reaaapd-
Kovxa €iiix€ipTi!iaTa öri ev tö öv Ze-
non A 16 (129, 36) vgl. B 3 (134, 16 ff.
136, 1 ff.) A 15 (129, 27) 16 (129,43) 21 25
(130,250-.) Pythagor. B6 (271,46) 13
(272, 42) Tipöq Tobc, ev tö öv eicTciYov-
Ta<; Protag. B 2 (537, 12) Anaxag. A
61 :305, 28) u. ö. Vgl. iLiovct?, tiq ~
TÖ Öv TtoXXa Tc KOI €v Hcrakl. 21 A 30
29 (158, 22) TOTe |uev ev . . . tö Träv
TOT^ 6e iroWd Emped. (158,25) ev tö
öv, ^K (öe) ri\c, evap^efoi; iroXXct t« öv-
Tö Parm. 19 A 16 (129, 36) - äKivp-
Tov TÖ ÖV Parm. Zenon 19 A15 (129, 35
37) £uvöv Parm. ß 3 (116, 12) ciTevri-
Tov, dviüXeSpov, ouXov, juouvoYevec;,
dTpe|ue<;, dTeXeöTov, ev, oü öiaipeTOv,
Tröv eiuTrXeov eövToq, öuve/e^ B 8, 2 ff.
(118, 89 ff.) eöv Tcxp eovTi ireXdZei B 8, 40
26(120,4) dKfvTiTov, ävapxov, anaucTTOv,
toutÖv t €v toutOüi tc (iievov, ouk oiTe-
XtikrjTov, oÜK eniöeue^B 8,26ff. (120,
6 ff.) ouXov, dxfvrjTov B8,38 (120,17)
öqpatpn«; ivoXfYKiov öifKtui B 8, 43 ,121, 45
4) itSv offuXov B 8, 48 (121, 9) iräv tö
öv €X6»v Tivd fv&tfiv A46 (112.20) (6
voO?) OUK diroTm^Ee» tö eöv toö eöv-
To? B 2, 2 (116, 8) — €1 |Lif| exoi ni-
yeSo^ TÖ öv, oüö' av ei'rj Zenon B 1
(133, 6 ff.) vgl. A21 (130,16 vgl. d.
Folg.) itöv TÖ öv kv TÖiriui, noö (131,
16. 17j — effTi KOI del »Iv koi dei eöToi
MeUss. B 1. 2 (143, 5. 9 ff) 3 (144, 5)
OUT dv dtroXoiTo out€ ^eitov y{voito
oÖT€ fieTOKOoiueoiTO ouTe dXY€i oure
dvioTOi, oi) KiveHai, itXeujv €<jt{v B 7
(146, 4 ff.) vgl. d. Paraphrase — äa\i)-
MCTOv B9 (149,1) döiafpexov BIO (149,
5) ou Y^Yove (147, 37; dföiov, dnetpov,
ev, öjuotov irdvTn, dxfvriTov Meliss. A
6 (136; 974» Iff.) vgl. A 8 (141, 20ff.)
— €l . . . dXXtui övTi TrpoöY^voiTO ou-
bev äv |uei2ov iroii^aeiev Zenon B 2 (133,
22) jurj eTepöv fit\ öv \vfeaQai öv
Pythagor. B 13 (272, 42) — tö irpö-
ßXrma t{vo(; övto(; t( eOTi opp. öetw-
p»liua (Zenodot. nach Oinop. 12 (231.
11). ^
TO ÖVTtt absolut, TÖ ÖVTC TU
aiöGrjTd juovov Parm. A 24 (109,' 16)
= ota dv utroXdßuiOiv Anaxag. A 28
(299, 10, vgl. Metrod. v. Ch. B 2 (453,
18; öKrjvoYpacpfai direiKaöav tö övto
Anaxarch. Monimos 69 A 16 (467, 28)
aireipov tö TcXf^Go? tOüv övtujv : TraXaioi
öocpiaxaC 25 A 6 (221,29) 76 B 1 552,
6) TeTTapa kui NelKoq koi 4>iXiav ev
auToTi; Emped. 25 A 6 (221, 29) Tp{a
Pherekyd. 21 A 29 (158, 15) ou nXeiuj
Tpiü)v Ion A 6 (221, 30) öuo Archei. (?)
21 A 29 (168, 17) äplQ^x6<; Pythagor.
B 10 (272, 32) MiMnöei dpiemliv 12
(272, 39; anders 13 ^272, 46; — dpxn,
TeXeuTti, laeoa tOüv övtiuv Orph. B 6
(474, 20 dpxriv tCDv övtujv Anaxi-
mandr. 11 (14,3) u. ö. Yeveoi^ toXc, ouöi
Anaximandr. (?) 9 (13, 7) tOüv övtujv
Parm. A 7 (107, 11) u. ö. — TOtc; au-
Tiiiv TiepiKUKXiiaeöi öiainevelv Magier
60 B 6 (469, 35) — dvoYKO tu edvTO
eTjuev irdvTa r\ irepafvovTa ktX. Philol.
B 2 (239, 86) iravTa toi övto dirö toö
auToO eTepoioOadai Diog B2 (334,8)
— €1 udvTa TÖ Övto koitvo^ y^voito
Herakl. B7 (63, 1) tuiv övtwv ttciv-
197
€U
198
Tiuv XeOööeöKCv ckoötov Empcd. B 129,
6 (211, 18) 6päv, T'vuHJKeiv rä övra
MeÜBs. B 8 (148, 9] — irijui; äv ^cxa-
Koa^rjöev Tu»v iövTUA' eit] (sc. rb öv)
B 7 (145, 14). Vgl. iT6\eiv — opxii, 5
öToixeiov, qpuöiq, Ttäv u. rravTa.
tivaXio(;. Ka^aaf\v€c, Emped. B 72
(193, 22).
€iv66io^. juaxaipav Emped. (?) B lö4''2
(217, 28). 10
ciireiv s. \eTeiv.
eipYeiv. 019' oboO . . . (eip^ui) Parm.
B 6,3 (117,16) elpte (impcrat.) vori.ua
B 1, 33* (116, 16) 7, 2 (118, 2) ei'pTti
äepoc; ofKoq E»nped. ß 100, 12 (201, 1) 15
ei'pfoi -latv a\ive\eaQai Parm. B 8, 23
(120, 2) — eipYMCvov äfeiKir]^ Demokr.
B 181 (418-, 16) — djuqpi^ eepYCi Parm.
B 8, 31 (120, 10) ev |li»iviyEiv eeptfie-
vov (iröp) Emped. ß 84, 7 [196, 36). 20
eipnvn w6X€|io^ [Qeöc,) Herald. B 67 (71,
16) syn. ofJioXofia opp. itö\€|ao^ Kot
€pK A 1 (55, 23) q)iAoKa\oi) eip^vi^^
opp. evotrXiou epiöoi; üorg. B 6 (557,
29) dvTi eiprjvii^ €v iroXejmui Y^veoGai 26
Thrasym. B 1 (577, 2).
€lp{v€0(; s. epiveo(;.
el<;. |uiT]6e 61^ övrjiOTOc eottu Herakl. B
121 (79, 8) nrjöe ei^ xpryarbc, tpikoc, De-
mokr, B 99 {404, 17) vgl. oiiö' uqp' evö^ 30
B 103 (405,5) ovbk ev Diog. B 5 (335,
23. 24) — ei<; ^y">v dnoxpeu) Epich.
Gn. 16 (93, 17) eiq ^üpioi Herakl. B
49 (69, 6) vgl. A 1 (66, 27) [Demokr.]
B 302* (446.26; ^ovki\i ueieeaGai kv6(; 35
Herakl. B 33 (67, 13) fvo? cpiXfn opp.
trdvTUJv Demokr. B 98 (404, 15) vgl.
6v dvxfa udvTUJv Herakl. ß 29 (66,16)
— eiq Qeöc, Xenophan. B 23,1 (50,16)
cvö^ Toö 8eiou (sc. v6|liou) Herakl. B 40
114 (78, 6) Qe6<;, elg (6 iwra dpiGMÖO
Philol. (?) B 20 (247,») — cva . . . töv
KÖöfiov Herakl. B 89 (75, 2) A 1 (55,
20) 10 (58, 45) €!(; eva köomov Emped.
B 26, 5 (183, 2) (KÖafio^) elq uttö Ivb? ... 45
Kußepvwji€vo<; [PhiloL] B 21 (247, 19,
21) vgl. (248,9) A 9 (235,1) xä iv rdn
kn k6ö|huji Anaxag. B8 (317, 7] — ^(a.
Yvacpeiiui oöb-; fii'a Herakl. B 59 (70,
17) ^la KOI u)UT»i (666^ ß 60 (70,19)
dviu Kdruj |a(a Hippokr. 12 C 2 (86, 12)
xpocpf) |u(a KOI iroXXa( u. ähnl. ;86,3iff.)
— ^i{a T^Yverai d^qporepujv 6\\i Emped.
B 88 (197, 18) |u{a. bf.vrkpa, rpixa
iixkaa) Arcbyt.B2(261,12) — ei Tpix\
ILiit^i . . . eTepoiov YivoiTo Meliss. B 7
(145, 9) rb ixf[Ko<; toO ßfou i^imlpai mät
(coiKe) Antiph. B 49 (599, 19) — yilav
(^opqpiiv) (von zweien) Parm. B 8, 64
(121, 16) vgl. oupavö<; xe yaia t i^v
|nop<prj txia Euripid. 46 A 62 (305, 39) —
|Lifj reXeeiv dTparrbv m'av Emped. B 24,
2 (182, 13) jLiiav eupelv oiTioXoY^av De-
mokr. ß 118 (407, 8). ev. Iv (sc. luibv)
b' dXcTiZei Mus. B 3 (484,26) kvbq, fxov-
vou (|Lifi) TuxuKTi . . . €v9a 6et . . . ipel-
öai Demokr. B 228 (426, 1. 3).
Tocv absolut. Existenz. = J.10-
v&<; Philol. Arcliyt. 32 A 10 (235,3) 36
A 20 (256,45) xb ä oxiym»! (Speusipp.
nach) Philol. A 13 (235, 43^ — nihii
est praeter unum Parm. 19 A 21 (130,
39) xoO Koxd xbv Xö^ov kvoc, aTrxecröai
(Aristot.) von Parm. A 24 (109, 9) ev
n6vov ecfxi Meliss. B8 (147, 7if.) ne
unum quidem [est] Zenon A 21 (130,
39) dvnipei xb ev 1=^ xrjv oxiyiJrjv) (130,
21) ouK dvaipet B2 vl34,6) vgl. A21
(130, 29 ff.) ef xt? auxüji xb Iv dnobo(rj,
. . . eEeiv xd övxa Xctciv A 16 (129,
43) — ei ev eaxi, TroXXd koi Y*^oia
au^ßaivei ndaxeiv xijüi Xöyuji koi evav-
x(a auxAi Gegner d. Parm. 19 A 23
(131, 7) 12 (129, 6) YeXoiöxepa 1100x01
äv r) uTr66eai? ei iroXXd eöxiv r\ y\ xoO
ev elvai Zenon A 12 (129, 9j = 23
(131,9) vgl. Sp. 200, 27 ff. — oi xb ev Km
xfiv dopiöxov öudöa troioOvxec; 33, 2
(249, 18) Pythagor. B 14 (273, 6) dp-
Xa( : xb ev Kai xb d6piöxov Anaxag. A
61 305,33) ev koi uXr^eo? Pythagor. B
5 (271, 21) 8 (272, 12) xb ev = iroXXd
(272, 18) vgl. \iovac, — ^k ndvxuiv ev
KOI kl kvbc, irdvxa Herakl. B 10 (64, 2)
^K xoö kvbc, xd? evavxiÖTJixa? Anaxi-
mandi . 16 (16, 10) Emped. Anaxag. 21
199
eU
200
A 46 (161, 1) — eS evo^ Tct ndvTa koi
ei^ TOUTÖv ävoXieaQax Mus. A 4 (483,
24)tot^ fiev ev . . . €k nXeöviuv, totc 6' au
. . . irX^ov €H lv6?Emped.B17, 1.2(177,
27f.) = 17, 16.17 (178, 18. U) ähnl. 5
17,9.10 (178, 6. 7) = 26,8. 9 (183, 5.6)
vgl. 0iX6Tr)Ti (Tuv€pxö^€v(a) de; ev
ohtavTa B 17, 7 (178, 4] ev au)ii(pt5vTa tö
1TÖV B 26, 7 (183, 4) irovra (Tuvlpxexat
ev juövov elvai B 35, 5 (185, 31) vgl. lo
20 A 5 (139, 97ö'>16) vgl. Sp. 200,35
ei fxr] eE evöc; tö navTa, ouk uv f^v tö
TTOielv KOI TÖ Ttaöxeiv Diog. A 7 (329,
28) = 19 (331, 6) ToO hoc, <juaTa0€v-
To<; (Kosmogonie) Pythagor. B 26 (276, 15
12) — €K Toö KOT dXiiGeiav evö^ ouk äv
Tcveöeui it\r\Qoc, . . . Leuk. A7 (344, 28)
euriOec; tö buo r\ Tä(?) irXeiovo fcveoBai
äv itOTC ev Demokr. A 37 (359, 20) —
öiaipet ö TQ^oC tö %.v koi rroiel iroXAd io
Emped. ß 110 (203, 29) — apiG^ö^iK
ToO evöq Pythagor. B 5 (271, 16) dtnö
TU)v dpi9|Lia)v KCl (?) ToO evö«; viJUxVj 33,
2 (249, 22) — ev eKOöTOv Entstehg.
Anaxag. B 12 (819, 12) — tö 6\{-^ov lh
DU 5iä tö ev, dXAd öid tu öuo Aristot.
46 A 60 (306, 26).
Prädikate des ev. tö ev Kamäv
eeöv, d(ftiov, aneipov Zenon Meliss.
19 A 30 (132, 28) = 20 A 13 (142,26) 30
vgl. Xenophan. A34 (41,43) 35 (42,2)
36 (42, 23) Herakl. B 60 (69, 10) ei
ctöiaipeTov . . . ou6ev dv eiti Zenon A
21 (130,12) TÖ ev o|uoiov irdvTrj, öfie-
Tpov, dKCvrjTov, dvoibuvov, dvdXT»iT0v, 35
ÜYi£?> dvooov, ouTe jieTaKoa|iou|Lievov
öeöei ouT€ 4T€poiou|ix€vov ei;Ö€t ouTe
fiifvuiLtevov dXXuui Meliss. A 6 (136 ;
974* 11 ff.) dirö toö dnefpou tö ^v öuv-
eXoTföüTo B 5 (144, 12) vgl. (147, 39) 40
vgL auch TÖ öv (elvai) — tö h/ koi tö
TTÖv = uXn A 6 (141, 3 ff.) vgl. 45 B 6
(271, 46) (acpaipoeiöf^ (sc. Oedv), diöiov,
OKfvriTov TÖ ev) tö juev ev Trjv dvd"pciiv
opp. uXr), ei'öri Emped. A 32 (159, 6) — 46
TÖ irpÖTOv dpM0ö6fcv, tö ev a= eöTfa
Philol. B 7 (242, 11) dpxd trdvriuv B 8
(242, 13) — ev tö aoqj6v (2eü<;) He-
rakL B 32 (67, 11) [unum prudentis
est) B 41 (68, 11) — tö ev dpTionepiT-
Tov Archyt. A 21 (275,2) vgl. Pytha-
gor. B 5 (271, 16) ev tt^i tutv draOüJv
ouOToixfai (272, 2).
ev als Prädikat (vgl.Sp.l99,3ff.).
TÖ 5v (Tot ovTa) TÖ iTÖv TrdvTO, omnia):
ev Xenophan. A 1 (34, 40) 29 (40, 7)
33 (41, 26) (KOI d^€TdßXaTov) (41, 42)
35 (42,2) 36 (42,23) Herakl. B 50 (69,
10) 60 (69,13) Parm. A7 (107,13)
8 (107, 21) 23 (109, 3; 24 (109, 11) 25
(109, 26) 28 (109, 47) (tö eöv) Parm. B
8, 6 (119, 3) 19 A 21 (130, 30) Parm.
Meliss. 20 A 14 (142, 31j 76 B 1 (652,
7) Eleaten21 A 29 (158,20) (xeaöcpd-
KOVTa emxeipiiiuaTa) Zenon A 15 (129,
36) 22 (130, 44) Meliss. A 1 (136, 24)
6 (136; 974» 11 ff.) 12 (142,24) B6
(144,13) 6 (144, 32 ff.) 7 (145,8.6) (tö
direipov ev) (147,38 vgl. 45 B13 S. 272,
44) B 8 (148, 18) 9 (149, 2. 3) Pytha-
gor. B5 (271,46) ioOffCa) B13 272,42)
vgl. Anaxag. A 61 ,306, 28) Protag. B
2 (637, 12) u. ö. ev tuji X6tuji ttöv . . .
ev Ti ouöev (5v) auTÜii Antiph. B 1
(691,16 vgl. Anm.) — tö ov iroXXd Te
KOI ev Herakl. Emped. 21 A 29 (168,
22) Iv TÖ 6v KüTCt TÖ elöoc;, CK (bk) Tf\i
€vapY€{a(; troXXd Parm. 19 A 15 (129,
34) ev KCTCi TÖv XÖYOv, TrXei'u» kotcx ttjv
at'creTiöiv 18 A 24 (109, 12) to auTd ev
Kai troXXd Zenon A 13 (129, 15) exa-
öTov Tu»v TioXXuiv ev B 2 (134,10) vgl.
A 21 (130, 26) Iv KCl troXXd Emped.
Anaxag. A46 (161,2) vgl. Sp.l99, 3 ff. —
i'iljepriv Kai euqppövriv ouk kf{v9)aKe.v,
eOTi Ydp ev Herakl. B 57 (70,9) dya-
eöv KOI koköv ev B 58 (70, 10) — Iv
OTOixelov Anaximen A 5 (18, 18) vgl.
(18,10) (Hippas.) Herakl. 7 (30,42) u. 5.
Vgl. jiovdq.
^ci^. e^ Xenophan. B 28, 2 (51, 8) Parm.
(?) ß 20,3 (125,17) Emped. B 30,2
(184,19) 35,1 (186,27) u. ö. e^ dy-
Yoöfee Emped. B 100, 12 (201, 1) —
ei? miXöv ^Mßd^ Herakl B 5 (62, 15)
^c To . . . TpuiTti^iOTa ^luitiirrov Archyt.
201
4K(i.T€pO^ 202
B 1 (260, 7. 9] i<; tö i\ni<jv {in<pua&y)
(260, 16) *kc, rat ou(JTO^a . . . ^TX^ixai
(286, 6) cTKorraßufföoOöeai ... eU toi
(nbnara Demokr. A 77 (366, 86) —
€l^ iirfnav Xenophan. B 3, 4 (46, 19) 5
€l<; T€Xo? Emped. B 146,1 (215,26)
JoxupoTCpoq €l<; Demokr. B 51 (400, 6)
*ähiil. oft
€\abkyi€aQa\. eioöcxerai dist. %ii)pti Me-
liBS. B 7 (146,41. 147, 1). 10
ciaepireiv. eiöeprrci e^ avepimiov i^vxA
Hippokr. 12 C 1 (81, 27. 82, 9).
clölpxeoOai. €^ äfToabe köipxerai
Emped. B 100, 12.15 (201, 1. 4}.
clci^vat cKlAeue Gappoövraq Herakl. 15
A 9 (58, 38) — depo (Entstehg. v.
ÄKOTi) Demokr. A 135 (374, 25. 29) qwju-
vnv (374, 34) vpocpov (374, 37) (v. öh»k)
€iöio\jöii<; if\(; qxjaeiuq !xp{upi6mxjv) (378,
42) diToppof^c; (379,3). 20
€iöKp{v€iv. ei(TKp{veaOat töv voOv
(eiJpaeev) Pythag. Anaxag. A 93
(311, C).
«lOKpiaiq €i6u>Xujv Leuk. A 29 (348,
33) Töö ijJuxiKoO eepMoO A 34 (349, 25
16).
€iö6K6(v) m. Konjunkt. Emped. B26, 7
(183,4) 100,14.20 (201,3.0).
«toouToi Antiph. B 5 (592,24).
eiöoTTTpoeiön«; neutr. Philol. A 19 30
(237, 39).
cKöonTpov. iv to1<; ka. 6 Ti\q 6\\i€vjc,
(xapaKT)]p ßX€Tr€Tai) fDemokr.] B 302
(445, 46).
cioopöv. i<3op6jii€v Emped. B 38, 2 35
(186, 21) ouK eaopüTe dXXiiXou(; öd-
irrovrec; B 136, 1 (213, 28) €iaop<iaa0ai
Xeoophan. B 36 (52, 6).
cioirvori (= dvcorvoi^) Erklärg. Emped.
A 74 (165,26.28). 40
ciatppctv. €iacppi^a€iv Antiph. B 90
(605, 8).
effftu. eou) opp. |icto8i Emped. B 75,1
(194.6) ^KTÖ^ €öu> XeXirjMevoq B 100, 18
(201.7) Teivouöi €iau) Diog. B 6 (338, 46
17) ♦9p€vö(; . . . tiöu)* Emped. B 3
(174, 6) eiou) ToO mipou Diog. B 6
(338, 4).
clTtt Krit. B 34 (624, 1).
efre . . . €it€ Emped. B 98, 4 (200, 1)
€l }jikv . . . c7t€ . . . EtT€ Xenophan.
B 2, 3 (45, 16) €iT€ aUein (irreal) Em-
ped. B 17, 31 (179, 8).
€1(1)9 evai. eitueev Thrasym.B 1 (677,8).
Hk. ii €M€e€v Parm. B 1,37 (116,1»)
— [QiXaaaa] tE f\<; iKvomcv Hippon
B 1 (226, 5) — €K t' cpi&uiv ck t€ —
axov&xwv kfev€öQe Emped. B 124, 2
(209, 26) eE äbiKir\<; (xpi^Mora nopCleiv)
Demokr. B 78 (402, 17) ki. döKi^oioc
dyaeo^ opp. dnö qpuoio^ B 242 (428, 8)
vgl. ^K ^^e.\err\<; . . . äfa^ol opp. (^k)
cpuatux; Krit. B 9 (616,17) — al Ik
jucY^Xurv biaaTir{}x&twv Kivotifievai tu»v
VUX6WV Demokr. B 191 (420,12).
eKOOTOt; Emped. B 2,B (173,22) koO'
j^6ovf|v CKOöTou (övo|itdZeTai tö m)p)
Herakl. B 67 (71, 18) Genct. Demokr.
B 287 (437,7) Dat. Parm. B 19,3
(125, ») Emped. B 17, 28 (179, 6} Akk.
6i(; i^9o^ eKoOTOv omii tpOöi«; . . . ckci-
öTiui B 110, 5 (204, 4) Demokr. B 245
(428, 1») *cv «aorni dnoTuxi'n»* B 243
(428, 8) neutr. (öiatpeujv eKaarov Kara
(puaiv) Herakl. B 1 (61, 35) Zenon B 1
(133, «) Meliss. B 8 (147, 14. 16. 148,
16) Emped. B 4,9 (174, 18) 4,13 (174,
22) 129,5 (211,18) Philol. B 5 (240,
21) Auaxag. B 3 (314, 19) 12 (319, 12)
Demokr. B 8 (388, 11) 10 (389, 1) 278
(435, 8) Plural <€KaöToi) Xenophan.
B 15, 5 (49, 9) Dat. Demokr. B 7 (388, 9)
259 (431, 18) ayiilxuv roiic; Xotouc;
Xwpi^ endoTou^ Philol. B 11 (243, 15)
'imara Emped. B 17, 8 (178, 6) = 26,6
(183,8) 20,5 (180, 8) 59, 2 (190, W) Tr€p\
^Kdaxwv Archyt. B 1 (258, 5).
^KdaxoTC Parm. B 16,1 (124,12) Me-
liss. B 8 (148,12).
CKCiTcpo^. EKOTCpu} Philol. B 5 (240,
20) kKaxipa Diog B 6 (337,21) Ge-
net. (338, 11. 17. 339, 3) Akk. (337, 19)
^Kdrepov neutr. Demokr. B 192 (421,
18) eKdxcpo» Thrasym. B 1 (577, 18)
CKaxcpai Diog. B 6 (338, 14) «dxcpa
(337, 18) Demokr. B 249 (429, 7) ^Ka-
208
eKßalveiv
204
Tcpiueev Diog. B 6 338,15) (ckot^
puuaci in utramque partem disputare
posse Protag. A 20 (632, 20).
4Kßa(v€iv. eEeßeßiiKei Emped. B 36,
11 (186,4).
€KßaXÄ€iv. Zevx; iKßoXXei 6€0üv öxav
ric, ktv^plor)i Pherekyd. B 6 f509, 19)
cEeßaXov (sc. Tf)<; iroXcoi^) Herakl. B 121
(79, 8) eK TU)v äfdjvuiv ^KpciXAeaSai
B 42 (68, 14) — veKU6<; Könpiiuv €k-
ßXtiTorepui Herakl. B 96 (76; 3).
iKflfveaBai. eK-jevoix^aQa Xenophan.
B33 (61,20) öintoeev ^Hefevovxo Parm.
B 10, 3 (122, 33) öiriveKfi fxefivovro
Emped. B 69, 3 (190, 20).
€KYOTiTeueiv Gorg. B 11 (659,17).
€KYOvo^. CKYOVoi GgOüv Orph. B 8 (475,
7. 18) TtctvTa ?Kfova KTOTai . . . Ka\
eiraiipeciv Tiva fWeoQai änb xoO eK-
TÖvou Demokr. B 278 (435,6.11).
€KÖi6d(JK€iv. eK6i6d(TK€06ai (xexvriv)
Demokr. B 157 (413,17).
>^€K6Tvo^. eKElvov Herakl. B 66 (70,8)
€Keivri«; Diog. B 6 (338, 4. 16) eKeivo
Zenon B 1 (133, 8) KOKeivo (Kai xeTvo ?)
Parm. B 8, 58 (122, 2) ekcivoi (nimmt
aÖTo( auf) Anaxag. B 4 (315, 1 3) uit'
eKeivovc, Demokr. B 266 (433, 4) ^Kei-
va Meliss. B 8 :;148, 13) — kgTvgv
Emped. B 35, 3 (185, 29} Kelvr]<; Phe-
rekyd. B 5 (509, 1 7) Kei'voiöiv Emped.
B 128,1 (210,27) ev Ke(voiöiv B 129,1
(211, 14) — 6K6tvoq ipsc Pytliag. 8, 4
.30,4).
Jenseitsbegriff, rctöe eKClva kci-
Kciva toOto Herakl, B 88 (74, 2 1 ) ^Oüvreg
Tütv €K€{viuv Sdvaxov, xov öe CKefvwv
ßiov xeeveuixe^ B 62 (71, 2) lr\v fi^xäc,
xöv ^K6(vu)v ödvaxov Kai Zf\v eKGivac;
xpv i^iuexepov B 77, (73, 16. 17).
lnöXfßeiv [xohc, ö|L»ßpoug Anaximen.
A 17 (20, 14).
CMKafciv. iöpi£»Ta xf^? f^^ eKKaio|Lievri<;
(edXaoöav) Emped. A 66 (163, 24) tu»v
fKKalo^€vuuv iTp6(; xöv iröXov uttcxu)-
poiivTioy Anaxag. A 42 (302,8).
I K K a u 04 ^. Entsteh ung v. OdXaaoa Ana-
ximandr. 27 (17, 8j.
eKKai66Kd-fU)vov beim xcxpafuivKTno^
Antiph. B 13 (o93,36ff.).
cKKpiveiv. eKKp{v€a6at xok; evi6xiixo<;
Anaxiraandr. 9 (13,16) 16 (15,10) auch
5 Emped. Anaxag. 21 A 46 (161 , 3) 6pu)v
otcp' eKuaxou xüuv vöv 6iaKeKpi|Li€vu)v
ttdvxa €KKpiv6)neva v. Anaxag. A 45
(303, 21) ^KKpivojuevou 6k xoö Kax6-
irrpou iwpdjbovc, Emped. A 88 (171,32)
10 eKKpiveöOai rrepi xa orr\%r\ fxö uYPov)
Diogen. A 19 (332, 1) KUjXuetv . . .
xa evuTidpxovxa ev xotc; ZidioK; 6KKpi-
veööai (sc. .rxnuaru) Leuk. A 2^ (348,
30).
Vo eKKptoi<;. xrjv ^tveaiv Koxa eKKpiöiv
yfveaBai Anaxag. A 45 (303, 19) vgl.
B 13 (319, 18 ff., V. änp bei aeiö^ioc,
A 89 ;309, 41).
^KKpoueiv. XuitT^v . . . ^lvxM •• ■ tK-
20 Kpou€ Demokr. B 290 (437, 16).
eKXdiUTTeiv (xö icOp xAv 6q)9aXiuibv)
Alkm. A 5 (101, 23).
eKXefeiv. CKXeHdfievoc, xac cH}Tfpa(p6.<;
[Herakl.] B 129 (80,15) fKXeEaaGat
25 (uaifta) Demokr. B 277 (434, 16).
eKXe{neiv. enXdtjJouai (öe) Emped. B
110, 8 (204, 7) — h exXemci d YeuJ,ue-
xpfa Archyt. B 4 (263, 7) iroXXd^ ek-
XeiiTCi tpäaeic, (6 'Epiaf^q! 30 A 5 (232,
iO 16) — öia xb )Lir)6ciT0xe eKXefneiv (dnp)
[Anaximen.] B 3 ,21, 32). Vgl. CKXei-
€KXeiv4/i(; f\Kloü, öeXr'ivr]^ döxpurv Er-
klärung Thal. A 1 (3, 20) 2 ^7, 2. 5) 3
35 (7,8) 17 (9,40) 11 B 19 (49,20) Ana-
ximandr. 11 (14, 11) 19 (16, 2) 21 (16,
13) 22 (16, 18f.) Xenophan. A 41 (43,
Iff.) 41a (43,6) Herakl. A 1 (55,38)
12 (69,5ff.) Alkm. A 4 (101,10) vgl.
40 Antiph. B 28 (596,1) Emped. A 59
(162, 40) Pythagor. B 36 (277, 48)
Anaxag. A 77 ^308, 18) Metrod.
V. Ch. A 4 451,19) — Mcxpi x&v
ArmOKp{xou xP<^vtwv itoXXoi xdc; 6KXei-
45 tj/eiq Ka9aip6ö€i(; CKdXouv Demokr.
B 161 (414, 15). Vgl. fiXioc;, öeXnvr],
äöxpov.
eKXeireiv. ^KXeTrei Mus. B 3 f484, 26).
€K<p€ÜTeiV 206
^KXuctv. c5eXu(J€v Demokr. B 169 €Kpoi^ {kixi toö ötrepiiaTO^) Pherekyd.
(414, 8). B 7 ,509, 35}.
€K^(icröeiv. olov ei eK|Li<iEeia^ et^ Krj- eKpoia. xar' expoiav [Anaximen.] B 3
pöv Demokr. A 135 (373, 39,i €K)ii(iKTOi(n (21, 80).
(eiöemv; Emped. B 22, 7 (181, 80). 5 cKöcucöGai. eSetJöurai ävSpiutioq ^ß
cKfiCTpctv tck; izvpafiibaq Thal. A 1 dvöptOiTOu Demokr. B 32 (398,1) vgl.
(4,12). B 124 (408,11).
CKOuoto^. TTÖvot opp. äKouöioi Dcmokr. exrefveiv. iv idii eaxdTioi . . . trÖTepov
B 240 (427, 80). ^KT€ivai|Lii äv xr\v X€'pa ■ • ■ r\ oC» ; Ar-
(KfiitaapLa. 'EKireTaöjuaTa Tit. De- lo chyt. A 24 (257, 15).
mokr. A a^ ;357, 39) = B 11'' (390, CKTeXeeeiv.irXeov' cKTe\eeou0iEmped.
15). B 17,10 (178,7) = 26,9 (183, ß).
exTrriYvuvai. CKKVJYvuööai (qpuxd) Me- eKTcXetv. elerlXeöav Pherekyd. B 2
nest. 5 (219, 38). (608, 5).
«KTTivciv. faiiaa; eKTtiverai Diog. B 6 15 cKTe^K; Philol. A 27 (239,4;.
(339,11). ^KTi^KCiv. 6KTyiK€iE:rit.B6,12(616,21).
CKirXripoüv t^v irenpuiinevriv jnolpav €kto6i (rd) opp. ectu Emped. B 76,1
Hippokr. 12 C 1 (81,22). (194,0).
cKTrXi^TTeiv. klin\r\iev dvepuiuoui; eKTOjiir) toO Oupavoö Akusil. B 28
Krit. B 25, 28 (621, 10) iva nn . . . 20 (516, 6).
€ic»rXii<JöoivTo Antiph. B 61 (602,18). ^ktö^ 'io\u XeXir]|ievo<; Emped. B 100,
eKnvelv cpXof««; Anaximandr. 18 (15, 18 (201,7) dn dvöpamuuv eicro^ tt^tou
40) iBöe b'dvaitvel irotvTa xai €KTrv€! köriv Panri. B 1, 27 (115, 9) tu>v ko-
Emped. B 100,1 i 200, 16) vgl. B 100, kOiv eKTÖi; €i'rj|H€v Demokr. B 172
8. 25 (200, 22. 201, 14) <dv€|iioio €Knve{- 25 (416, 20) etcro^ oxriq ßafveiv Krit. B 49
ovTO«;) Xenophan. B 30,3 (51,10). (627,26) — ffüöua f\ T6no(; t6 cktö^
CKTivori aöxpujv Anaximandr. 11 (14,9) larai Archyt. A 24 (267,17).
i^Xfou 21 (16,12.14) <J€XiivT|<; 22 (16, €kto<;. ckthi ^v tcved» Orph. B 1 (473,
17) — opp. €i(JTrvori Emped. A 74 (165, 24).
26) B 100 (200, 9 ff.). 30 e^TOöeev opp. evrooBev [Phüol.] B 21
iKitourt^. xaXf.Tia{ Antiph. B 49 (598, (247,18).
17). ^KTpeirciv. €KTpenovTm itoXXoi tou<;
cxnopeijeööai. ö|ißpo<; CKiropcOcTai q){Xou^ Demokr. B 101 (405,1.
Krit. B 25, 38 (621, 24) ktcnope^ovrai "Ektiup = öeXnvri Metrod. v. L. 4 (326,
km upöEiv Antiph. B 57 (601, 10). 35 24) vgl. 3 (326, 16). Vgl. Reg. II.
CKtiTiieiv. xa Ipßpua €Kirruexo.i De- €K<paif€iv äv 'Aörivofouc; xoT<; aux&v
mokr. A 162 (381,15). 66oOöiv (xrjv Mouvixfav) ei . . . Epim.
^KTTupoOv. k6<J|liov cKTTupoOöSai Hera- B 10 (496,12).
kl. A 1 (55,21) -ff] KOI oüpctvö^ naXiv ^K<pa(veiv (»= CKqpepciv) Geheimlehren
^KTTUpoOxai B 31 (67, 8). 40 Pythagor. 8, 4 (30, 10) €K(pa(v€x«i tritt
eKirtipuiOK; Herakl. A 6 (68,18) B 63 zu Tage. Diog. B 6 (338,8).
(71, 7 ff.) 66 (71,12) Herakl. b. Luk. kKtp e p eiv 'a\rfp6pi}iaia)mvulgu^e/ferre
12 0 5 (86,39) coni. ipijgK, euxpaofa Pythagor. 8, 4 (30, 2 ff.) vgl. kKqtaivuv,
Diog. Anaxag. A 67 (306, 16). egifjqpopo^. 66Eav . . . lEriv€TK€v Krit.
iKTtuifia. OTrov6ä<; TTOieiodat ... Karä 45 B 44 (626, 21) «Kcpepcrai (irveöiua) Ar-
xö ou^ xOüv iKmun&xwv Pythagor. 0 6 chyt. B 1 (280, 1 7).
(281, 46) iKTraifiaxa TrpoTr(v€i Krit. B 33 eK<peÖT€iv. oiöiv eKcpcü^ei x6 0€lov
(623, 19) Epich. Gn. 23 (94,9).
207 eKcpopov 208
lK<popov. cKcpopa wie aw^pjLia Antiph. ^X€-fe(a. 'EXetdai Tit. EevocpÄvou«; B
B 60 (60?, 6). 1-9 (44, 14 ff.).
€K(pÜ€iv. eSecpuv Ai6<; Krit. B 16,6 cXete^ov. oü . . iruuq f\v touvo)Li* €(pap|i6-
(618, 7). Zeiv €X€Te{uJi Krit. B 4 (614, 25) —
^KX€lv. eHexcev ö)nßpov (t6 uöuup) Ana- 5 'ImrCou 'EXefeia Tit. Hipp. B 1 (583, 24)
xag. B 19 (321,11) «Kcxurai gxo^6l- Kpirfou B 2ff. (613, 29irj xnv dpxnv
Tujv Emped. B 39, 3 (187, 0'. tujv e\efeiu)v v. Krit.(?) B 75 t629, 20).
^Kxujpetv. tKxuupeouöi (X{0oi) Anaxag. eXeYKTiK6^. eXetKTiKnvTivaKai bi'ävTi-
B 16 (320, 88) €E€xi«pr]öev (t6 dpaiöv Xotia<; etq ätropfav KaraKXeCouaov e€iv
ktX.) B 15 (320, 18). 10 Zenon A 4 (127, 32).
4ku>v. ouftei^ €KU)v irovnpö^ ou6' arav eX^YX^iv a|napTii|naTa Demokr. B 60
€xu)v Epich. ß 6 (92,19). (401, 3) upöcpaaK; . . . rpÖTiov ibiov
cXaeiv 8. €XaiJV€iv. eXffxovaa B 222 (425,4).
kXaia Thal. A 1 (4,6) 10 (8, 19ff.) vgl. e\efxo<;. TtoXuöripiv Farm. B 1,36 (115,
eXatov. TTiv <pvxdav Ti\% kXaiaq (aWav 15 18) cXeTxo^ Kai etreEeXcYxo^ Theodor,
elvai ToO eriöaupöv etjpctv) Demokr. A 74- A 26 (534, 26).
68 (364, 26) — uiioroKei . . . bkvbpea . . . eXeeiv ruqpXöv Epich. Gn. 34 (95, 10).
€Xa(a<;Emped.B79{195,9) Trapa|uev€iv 'EXevrj = fi] Metrod. v. L. 4 (326, 23)
(TCt «piiXXa) A 70 (164, 19) Xeixnviäv v^l. 3 (326, 18j — 'EXevn^ etKaimov
Kleidern. 6 (327, 24). 20 TÜ. Gorg. B 10 (558, 28 vgl. 29 Anm. .
cXaiov. eXafuJi ouk eSeXei (fxei-fvuoBai, Vgl. Reg. II.
6C. TÖ uötup) Emped. B 91 (198,4) eXcoe;. eTriffiräaeai cXeov Thrasym. B 6
vgl. A 86 (169, 10) oi toO XÜxvou (578, 24' eXeot B 5 (578, 10).
Xpefav ^xovT€<; ?Xaiov ^mxeoucri Ana- eXeu9ep(a. Tr)v Qevjpiav toö ßi'ou xe-
xag. A 32 (299, 37) provisa olei cari- 25 Xoq elvai Km Trjv dno toutii^ cXcuGe-
taie . . . coemisae omne oleum Demokr. piav Anaxag, A 29 (299, 13) oiKiiiov
A 17 (354, 36) vgl. Thal, oben Z. 14 — ^Xeueepi'nq nappnöfa Demokr. B 226
ttuk; av v-^ivjc, xiq bidfoi; €l . . . xa . . (425, 16) eXeuB. ftouXeia^ (aipexiux^pr))
^KTÖ^ iXaiwi (ßp^xoi) Demokr. A 29 B 251 (429, 14, d. Spartiaten Krit. B
(356, 43). 30 37 (625, 5).
t-Xdxrj. eXdxric; (ßctKxoi) Xenophan. B 17 kKevQepioc,. eXeueEpiov coni. öti|uiuq)e-
(49, 16) jLidXiaxa ^v xoi(; muxpoi<; bv- Xea Demokr. B 282 (436, 10).
vaoSai öia^eveiv Menest. 6 (219, 39). ^Xeuöcpo^. cXeuöepouq opp. öouXouv;
iXoTToOv. dvexou . . . ^Xarrou^€vo<; Herakl. B 53 (69, 21)' feoOXoi x€ . . .
Pittak. 73* 3 (522, 15). 36 koi €X€u9epoi Krit. B 37 (624, 80) m
^Xaüveiv. ircjuirc eK&ovaia) ... äp^ia dTre(X€ixoiq6X£ueepoi(;Solon73a3(521,
Emped. B 4, 5 (174, 14) itdvxoö' eXau- 19) — -naibda iXevQepoc, Pytbagor.B 1
vÖMCvoi B 2, 6 (173, 23) (xp6vo<;) (269,44).
TrXaxeoq irap' ^Xi^Xdrat öpKou B 30,3 (k\e(pavTia(3i<;)elephantiasis [Demokr.]
(184, 20) irdvxa xa ^Xaxa dqpievai xivd 40 B 300, 10 (442, 8 ff.).
iKindöa . . . KOI €Xk€iv eEtuOev Diog. (eXetpa^) cÄMr [Demokr.] B 300, 14 (443,
A 33 (333, 23). 26).
IXa<po?. K€pdxu)v dvdcpuöK; Demokr. A eXföoeiv. oEova<; ... ciXfEaoai (truXai)
163 (381, 17). Parm. B 1, 19 (115, 1) — ävepoOirujv
iXaqppö?. nOp Parm. B 8,57 (122, 1) 45 T^verj koV <pOXov kkiaaei Mus. B 5
iTovo^ ^XaqppÖTCpo^ Demokr. B 241 (485, 6) — ncpi YO»av eXfoöexai . . q>ui<;
(428, 1) utroMovfjv ^Xa<ppox€piiv B 240 Emped. B45 (188, 18) apyLOvoc, <ü(; irept
(427, 21). *Xvo(ti ikiaaerm B 46 (188, 23) M€xd
209
^^auTOö 210
ToWiv eXiaaojicvqv (4>iA6TrjTa) B 17,26
a79, «;•
2Xk€iv, ujGeiv TiuÜTO Hippokr. 12 C 1
(81, 29. 82, 17).
IXkoc;. €v Toi^ 2Xk€0i q)CCfibai'va KaKi-
öTov voanMOi Demokr. B 281 (436, 6) —
eÄKOc; ä\»iee(a<; [Demokr. 1 B 302 (446,
. 21).
IXKwai^. e\Ku»oei<; ev Toic, (pikiai^ Py-
thagor. D 9 (290, 35}.
€XXe(ir€iv (ri TeveffK;) Anaxiraandr. 14
(14, 29) TU» eXXetnovTi r| 6p€Si<; toö
6|Lioiou Emped. A 9ö (172, 36) — nvcu-
fiOTOi; eXXeiTtovToq B 100, 15 (201, 4)
Tci iXXe.inovTa opp. xa OirepßdXXovxo
Demokr. B 191 (420, 10). Vgl ^iri-,
uTtoXetiteiv.
lXXeii|iK. eXXeiVei xpotpf^«; xrjv öpeSiv
Parm. Emped. 18 A 50 (112, 33) =
21 A 95 (172, 34 vgl. 39) Kaxä xfjv €X-
Xeiij/iv xrjv ckoiöxou (YvujpiZeiv) Ana-
xag. A 92 (310, 28) r\ xa»v 6^o(uJv eX-
Xeiv|/i? Beweis daß 9eoei xä övojaaxa
(Demokr.) B 26 (395, 27) — önepßoXri
Ktti eXXcnjii^ QU ^01 5oK6€i Demokr. B
102 (405, 4) — mathem. irapaßoXn,
uitepßoXii, eXXeiij/K; Pythagor. B 20
(274, 5).
^XXiun«;. (€\Km)kc, Herakl.(?) B 126''
(80, 4).
lXXoTro<; ixQvq Emped. B 117, 2 (208, 3).
tXXoifi. q)pev6(; *€XXoito(; Emped. B 3
^ (174, 6).
(cXfifOiov) vermiculi Beseitigung Boloa
55 B 300, 3 (440, 33).
iXneoeat. cXmixai Herakl. B 18 (65, 10)
ÄCTöa oÜK €Xnovxai B 27 (66, 12).
4 X ir { 2 e i V. cXttiZouöiv m. Inf. Präs. [iiber-
xeugt sein) Emped. B 11, 2 (176,
19).
^Xirf?. trepi xf\^ €XTr(6oq alviaöö^ievoq
Parm. B 2 (116, 2) t6 ^^£llov ri\<; iXui-
boi Demokr. B 176 (417, 17) eX. ko-
KoO K€p5€0(; B 221 (425, 1) €mKovpiY\c,
B 287 (437, 8} (ppev e^ iXapav ^Xit(6a
. . crfciv Krit. B 6, 16 (615, 25) —
iXn{6€<; . . . eqpiKxaC, ai xOöv dHuvexiuv
äbvyaxoi Demokr. B 58 (400, 20] äXo-
YOi xurv dEuvcxuw 4XTr(6€<; B 292 (437,
28) al Tilrv Tceirai&€U|Li€vujv eXiiiöcq opp.
ö Tüöv ä^aöiwv trXoOxo^ B 185 (419,
16) ^XTi{ft€^ oi) navxaxoO äfaQ6v An-
5 tiph. B 68 ^601, 19. 20).
^6|iauxo0, ^öeauToö, ^eauroö.
^Mouxöv (pepojv Xenoph. (?) B 45 (63,
14) ^feiZ^Tjaoijjriv €|neujux6v Herakl. B
100 (76, 12) — ToTq öeauxoO irpöo^
10 iaBi Solon 73» 3 (621, 15) fvOJei aeau-
xöv 8. fvpj^OKiu — otv aeauTÖv €v6o-
06V dvoitnK Demokr, B 149 (411, 18)
(jcauxov aiöxOveaeai B 244 (428, 12)
vgl. unten eauxov — €qp' eauxoO f e-
16 v€öeai Anaxag. B 6 (316, 14) auxö<;
^Tt' euuxoö B 12 (318, 8. vgl. 18) uirep
ftuvamv alpeiöOai xnv eauxöO Demokr.
B 3 (386, 16) xä eauxoO TrevOea Pro-
tag. B 9 (540, 5) vcp eauxoö e-nai-
20 v€6a9ai Demokr. B 114 (406, 12) tto-
vo^ . . €Xaq)p6x€po<; eauxoö . . Y^vcxai
B 241 (428, 2) eauxoO Kpeioauu Protag.
B 9 (640, 7) iTÖp . . . eu;uxuii trtivxoöe
Tu;i)xöv Parm. B 8, 57 (122, 1) a(paipo(;
25 Kai (trdvxoöev) Iöo<; eauxOui Emped. B
29, 3 (184, 13) auxö<; eauxiXii öinoioc; (6
4Trxd) Philol.(?) ß 20 (247, 10} aüxöc;
auxOüi (irapexcTai q)iX6Tiixa<; . . .) An-
tiph. B 49 (599, 18) oüöevi. ctXXu« eoi-
30 Kev f\ eauxwi xö . . . Demokr. B 266
(433, 1) vgl. Nachtr. — \6yoc, eauxov
aöEiuv Herakl. B 115 (78, 7) eiuuTÖv
olöxuveoeai Demokr. B 84 (403, 10)
vgl. B 264 (432, 9. 11) auxö^ eauxov
35 (e|nq)p(iaa€iv, viköv) Antiph. B 58 (601,
24. vgl. 29) eauxov irapeEeiv Thra-
sym. B 1 (576, 27) — Kofi' eauxö xe
Keixai Parm. B 8, 29 (120,8) npö^ eauxö
CKaöxöv ^(Jxi KOI piifa Kai (T/iiKpov
4(» Anaxag. B 3 (314, 19) — äp9ma . . .
xaöxa eauTüw irdvxa ^^peaatv Emped.
B 22, 1 (181, 14) dMcXeovxaq tü)v eau-
xOöv aXXa itpi^ööeiv Demokr. B 253
(430, 2) eujuTOlat öoKeoucrt Herakl. B
45 17 (66, 9) Tfjv TauTT]? (sc. uTtefa?) bu-
va^iv €v eauxol? exovxec; Demokr. B
234 (426, 18) tiviuöKetv eauxou<; He-
rakl. B 116 v78, 9) oux' aünöv noe'
211
e|iißa(veiv
212
auTCi ouT€ aXA.U) Trpot; ä\ko Philol. B
II (243, 11).
^|Lißa(veiv. TroTa|Uol(; . . . €|aßaivo|U€v
Herakl. B 49» (69, 7) uoTa^oIöi . . .
€^ßa{vouöiv B 12 (64, 12) efißnvai B 5
91 (75, 7) de, irriXov €Mßa<; B 5 (62, 15).
4|aßdXXeiv. ai6epo^ eiußa^t bivuic, Em-
ped. B 115, 11 (207, 17;.
eiußcöiAeueiv roHc, dvOpiinroK; ;v6)liov,
t6 biKOiov) Anonym. lambl. 82, 6 632, 10
32).
c|aßto<; Y^voiTa crritrebuiv) Antipb. B 16
(594, 35).
eußpiGric;. h^iaq Farm. B8,ö9 (J22,8).
€|iißpuov. €v übi TÖ ^Mßpuov auSdvexai 15
. . . , KaXtiTai x<5piov Antiph. B 36 (596,
30) Binbry'ologie haupts. Alkra. A 13
(102, 33 ff.) Parm. A 53-54 , 112, 46 ff.)
Emped. A 79-84 [166, 27 ff.) Hippon
Ä 15— 18 (225, Iff.) Anaxag. A 108— 20
III (312, 27 ff.) Diog. A 25—29 (332.
29 ff.) Leuk. A 36 (349, 19) Deniokr.
A 143-152 (379, 42 ff) ev toT^ voti'oi?
iLiäXAov eKirfirreiv xa e|ußpua A 162
(381, 7). Ygl. ßp€(po^. 25
€fi€TO(;. upö^ €|bi6T0v aTO|Lidxou, ötcXti-
KÖv cjuerou [Demokr.] B 300. 11 (442,
19).
^|ll|Ll€X*l(;. OlKcfoU Tfjl «puaet TUJV €|U|LI€-
XiEjV TOO crU|Ll|U€TpoO XlllV l)1T€pOX»5t)V 30
Archyt. A 16 (265, 10).
imi erp 0 <;. T7oXtT€iai emtierpoi Tit. Krit.
A 22 ,613, 2. 616, 4).
CMM^Mveiv. kvimuve Eraped. B 35, 11
(186, 4). 35
^iixoc,. e|ntiv Xenophan. B 8, 2 ,48,4)
€|nu)v Farm. B 8, 52 (121, 13).
ciLiiraioc. tiutrata Emped. B 2, 2 (173,
19).
^M'rtaXiv Emped. B 61, 2 (191, 11) rj 40
npi'v B 100, 20 201, 9; (euTtaXiv) B 66
(192, 21).
€!Lnre66Kap'tTö^. bivbpea Emped. B77
(194, 28).
'ilimboq. oi)6ev Herak]. b, Luk. 12 06 45
(86, 40) l|urtr€6ov ji^vei (tö i6v) Farm.
B 8, 30 (120, 9) — eMire5o<; alüuv Em-
ped. B 17, 11 (178, 8) =- 26, 10 (183, 7).
^juireftöqpuXXo^. öevöpea Emped. B 77
(194, 28).
€)LiTr€ip(a. ^luireipim coni. luviijirii, ao-
cpiai, Tcxvn« Anaxag. B 21b (322, 16)
6)LnT€ip(av (eepÄTTCue) Pittak. 73* 3 (622,
19).
ejUTteipiKd«;. €|UTreipiKo{ opp. 6oym«ti-
Ko{ 56 B 10b (389, 8).
efiiteXdZeiv (eiftujXa roTq ävSpumoiO
Demokr. B 166 (416, 29) kix-neX&Zovai
B 176 (417, 13) vgl. eMTTeXdrovTai G 4
(447, 44).
e|uitepiexeiv. oupavo^ kui rct ejuirtpie-
XÖjueva 6K eoXdöarjq Herakl. B31 (67,7).
euTrri? Farm. B 1, 31 (116, 13).
efittiiTTeiv. GepiLioO ^|j'rt{nTOVTO<; €l<; xd
vecpr^ Anaxag. A 42 (302, 11) öxav ei^
v€(poc . . . kimeaY\i itveOiua Metrod. v.
Cb. A 15 (451, 47) Trveujuaxo*; k^ni-
TTxovxo«; Ertiped. ß 100, 21 (201, 1«)
Ttvcöiua k(; xa . . . xpuitVifJiaxa e|uinlTrrov
Archyt. B 1 (260, 8} — Entstehung v.
dxoT]: KotXov e\<^ b e|Lnr(nx€iv xov ^l6-
(pov Anaxag. A 92 (310, 31) vgl. De-
mokr. A 135 (374, 24). Vgl. e^tnwai^.
ejnrXdxxeiv. etrixucpXoOv eiitrXdxxovxt«
xd cpXeß{a (x. G%Tf[naia) Demokr. A 136
(376, 8) udpou^ e|iiTXdxx€O0ai Emped.
A 86 (169, 24).
€)üiTTXeKeiv. -navTüiv qp«5öiv «fiirXeEavxa
(aiei^p?) Krit. B 19, 2 (619, 9).
€|U'irXeu)(;. ejuuXeov gesättigt Xenophan.
B 22, 2 (50, 8) TTäv €HitXeov k6vroc,
Farm. B 8, 24 (120, 3) mjpöq ^luitXea
(xd ovxa) Anaximandr. 18 (15, 40).
€|Lnrvetv. ^)LiTtv€6vxujv vtiffxcueiv Pytha-
gor. B 3 (270, 28).
e|LiTtoi€iv (Kivi^öiai;, xf^i H»ux»1») Demokr.
B 191 (420, 12) also KCvnaiv kixnqi&v
A 136 (374, 25) Kevöxt^xa^ ^luiroieiv
(376,1) authentisch? Doch vgl. Daro^r.
Index II s. v.
ejUTTopeuefföai. i'jöovai üuk cni öqpiStv
auxtjüv eiuTCopeiiovxai Antiph, B 49 (598,
25^
ennopia Thal. All (8,36).
eiXTipr]aiq veq)aiv opp. oßcoi? Herakl.
A 14 (69, 19).
I
213
€HiTpoö0€v opp. onioBev am Himmel
Pythagor. B 30 (276, 47) 31 (277, 6).
ejiTTTiuöK TTVeujuaTtuv ei? rä vetprj He-
rakl. A 14 (59, 18) q>ü}r6c, Emped. A
63 {163, 10) -nxjpoc, Diog. A 16 (330,
14) riXiou Metrod. v.Ch. A 14 (451, 45).
Vgl. eiaTTiirrciv.
i^)jiqpaY6ivV) ad comedendwn Herakl.
B4 .62,11).
cjuqpaiveiv. öe>ia<; en<pa(vovTa; Emped.
B 62, 7 (191, 23) Xofov e|u(pa(vovTi B
131, 4 (212, 4). Vgl. ejucpaöi?.
f.\x.(^avr\c,. TÖ ^i^qpavei; opp. tö dt€töe<;
(Aufenthalt d. Seelen) Farm. B 13
(124, 1) TdjLKpavfj — XdBpai Krit. B
25, 9 620, 30) ejutpavu)? (öeötiXaiöcxai)
Diog. B 4 330, 16).
e|H(paöi<; a^Kr\\ir\c, [Parm.] B 21 (125,19)
Erklärung v. övjjic; Anaxag. A 92 {310,
20 ff.) vgl. Diog. A 19 (331, 10. 25 ff.)
Leuk. A 29 (348,35 ff.) Demokr. A121
(372, 2 ff.) 135 i373, 27 ff. 378, 43 ff.)
i'öuj? Tr]v e|aq>aoiv 6 ^\\o^ iroiei (374,
13 vgl. d. Folg.) — KOTOTtTpiKaC Em-
ped. A 88 (171, 30j Leuk. Demokr. 54
A31 (349,1).
e^q)op€lv. hxaaä Demokr. B 1» (385,
23) iToXXa €|L((popeta9ai b. Tbrasym.
B 4 (578, 9..
e^q)pdTTe;v. €)üi<ppdöa€i auT6<; eauxöv
(^bovm?) Antiph. B 58 ,601, £3.
c|Li(ppuiv KOT €T€p<nv opp. XTjealo(; ev
uhvok; Herakl. A 16 (60, 11).
^Mqpueiv. ^v iJi^TpTiiöiv «laqfnierai (öja<pa-
X6^ Demokr. B 148 (411, 12) (<t)iX6-
TTiO GvriToiöi . . €|iq)UTO(; dpepoi? Em-
ped. B 17, 22 (178,19; e)n(puTov e^pILiöv
Emped. A74 (165,24) Diog. A28 (332,
38) €|Li(puTou äp€o? Gorg. B6 {557, 27).
e |n ep u X 1 0 <;. otoiök; Demokr. B 249 (429, 7) .
^^q)u<Tav. k\i(fvo?\\ (sc. ei»; töv K(iXa-
^ov) Archyt. B 1 (260, 14).
^mj<ux(a. üirb SepfioO kci €mjiux(a<;
öuöTflvai TÖV K<5ö|Liov Archel. A14 (325,
10).
€fi\|;uxo(; 6 Koa^o? Thal. A 1 (4,8) 3
(7, 11) To TC^v A 23 (10, 40) ouxf. Ifxvu-
xov ouT€ upovoCai 6ioiK€ia9ai (töv k6-
^vaXXdS
214
cr^ov) Ijeuk, Demokr, 54 A 22 iS47,
16) U\v Xe^eoSai td (.\t.\]fv%!x irapd tö
rciv Herakl. 26 A 10 224,16) evapM^T-
T€i K«t Tot? Tuiv dtvuxiwv iidpoi? Em-
6 ped. A 86 (169, 9) — eiaijiüxwv äiT€-
xeoeai Pythag. 9 (24, 41 ff.) yix] ktgi-
veiv 21 B 135 (213, 4 ff.) dircxeaem
(213,10) B136 (213, 26 ff.) 137 (213,
32 ff.) vgl. B 139 (214, 11 ff) Pytha-
10 gor. E 1 (291, 42. 292, 4) vgl. 2 (292,
36; 3 (292, 48i — Töncq emjiuxoi to-
<poi Gorg. B &i (557, 2).
>^ev. €vi|Lt|üieXee(J<Jiv Emped. B 30,1 (184,
18) 6M ßpaxet Antiph. B 91 (605, 4)
16 *KTiv = Kfti €v Anaxarch.Bl(468,3) —
ev Mepei Emped. B 17, 29 179, 6) =
26, 1 (182, 23. vgl. 34) ev dnoptui
kari Demokr. B 8 (388,12) ev KOKoiai
(dtaeoiöi) Kp(veiv B 173 (417, 1. 2) ti-
20 6e|aevoi ^v aoq)(r]i -ptiu^^v Anaxarch.
B 1 (458, C) — toOto ev Ko-fxaiöi ist
der Fall bei Emped. B 76, 1 (194, 16)
ev Tiöi Koömui bei der Weltordnutig (?)
Philol. B 1 (239, 31) ^v tu»i aiixevi
25 {außen) am Halse Diog. B 6 1338, 10) —
ÖTOv EV övuxi (= en övuxa?) ö iriiXö?
TevTiTai Polykleit. B 1 229, 15 vgl.
Anm.) — TreXdoaoeai ev öqpeoXiiioicftv
etpiKTov Emped. B 133, 1 212, 10)
30 (xeöva) ^5{tiv€v ev öfißpiut B 73, 1 (193,
25) ev auTÜJi (sc. tOüi XoyiöhOji) ötiXiu-
öa(; Archyt. B 3 (263, 1) ev Tf\\ vaO-
öei aiaödveoöai Demokr. B 11 (389,
22; ev Tapaxal«; kqi qpößoi<; ToXainuj-
35 peoum B 297 (438, 14) — Hyperbaton
ILiTivöt; ev oföodTou öeKdTi^i Emped. B
68, 1 (193, 7).
evat|io?. twia opp. dvai|na Theophr. 21
A 86 171, 3) vgl. 80 B 35 (596, 27).
40 ^vai|Liu»5ri(;. evaiMüiöe? Antiph. B 36
(596, 27).
€vaX(YKio<;. (i(^a.{pi\c, ^vcXi^Kiov 6tku>i
Parm. B 8, 43 (121, 4).
evaXXdE iKWupoöaOai Herakl. A 1 (65,
45 21) Kepato|LiEvoiaiv evoXXdE Emped. B
35, 8 (186, 1) danach öioTeXeTv ev. ki-
vou|Li€va TO öToixeTa A 28 (158, 8) tou?
irdpou? ev. xetoeai A 86 (168, 13).
215 ^vavTJo5po|ütia 216
€vovTioöpo|n{a Herakl.(?) AI 55, lOj Oepot; ei^ tov t]Xiov evairoöTT^pfCovrai
Herakl. A 8 (58, 31). Diog. A 13 (330, 10).
.€vavT{o<;. xriv öTTOubfjv öiaqpGeipeiv Ti&v cvaptn?- T€K|iap Mus. B 7 (48ö, 14)
havriwv fekwri u. umgek. Gorg. B12 evapT€öTtpüJ itpatMaTeueöeai Archyt.
(659, 22) Tipo^ Toü(; evavxfoui; röXinav 6 B 4 (263, 7).
[Demokr.] B 302 (446, 43) — xüüi ev- evapQ\iioc,. oi'vuui . . . ivdpBmov (ööuip)
avT(uji Trjv aiö9r]öiv opp. rm 6|nofuui Emped. B 91, 1 (198, 4).
Anaxag. Herakl. 18 A 46 (112, 1(^ ^vap|Li6viO(; -aopciot (nXiou) Kleanth. 12
Parm. (112, 17} Anaxag. A92 310,18) C 3 (86, 20) evapMÖviov t€vo(;: 5iaipe-
vgl. tok; äXYn&ovac; xoi^ evavxioK; Em- lö aei^ Archyt. A 16 (255, 11 S.).
ped. A 95 (172, 37; — depei . . . ev- evap|j6xxeiv {-6leiv). Entstehung v.
avxfov äfka kukXov B 47 (188, 20) xö maQT\t3iq im alig. xoö oIkciou xuiv aiaQr\-
evavxt'ov avQic, Parm. B 12, 5 (123, 22) xu>v ck^öxou CKaaxrji evapfiöxxovxoq
— Xüt evavx{a Herakl. A 1 (55, 22) Parm. Emped. Anaxag. Demokr. 18
Trdvxa evavxfa dXXrjXoiq A 14 (59, 31) 15 A 47 (112, 24) eic; xouc; Ti6povc, u. ähnl.
Theorie d. ^vavxta u. au^(puJva B 10 Emped. A 86 (168,7. 169, 9. 15. 20.30}
(63,9 ff., xävavxi'a äiravxa Qeoc, B 67 (71, v. öijjiq, XPtJUM« (168, 15) B 84 (196, 24)
16) AiKTiq ovo.ua ouK ötv rii6eaav€i xaOxa A 92 (172, 23) v. feöcfii;, äqpn (168, 36.
(Hdss., xdvxfo?) Mn f^v B 23 (66, 2} vgl. 170,24) XlQot; u. öiörjpo^ A89 (171,41).
Nachtr. dTCOKplvo^evuJv xOuv evavxiuiv 2ö Vgl. dpjioxxciv.
Anaximandi'. 9 [13, 12] KÖOMOv €K xu»v evapoOv. xfji ff]i anepina, €v öoiiuaxi
evavxfujv öuvioxäc; de, 6|LioXoT{av avvr[' xfjv iraiöeucriv Ttwai'av kvap6ar\i An-
TOTe (Z€uq = 'Epujq) Pherekyd. B 3 tiph. B 60 (602, o. 7).
(508,18) uYpöv, Ht)p6v, vuxpov, öepjLidv kv&c;. xd iroXXd •jrXf^öoq evdbwv, döu-
KxX. Alkm. B 4 (101, 5 ff.) xdvxi'a ^Kp(- 2r> vaxov elvai wXefova^ kvdbaq Zenon A
vavxo bei^a^ . . . xf^i n€v . . . itOp, 21 (130, 26 ff.) unitas opp. nmnerus
xdvxi'a vuKxa Parm. B 8, 55 ff. (121, Archyt. A 19 (256, 30 ff.). Vgl. |iovd^.
1 6 ff.; Gegensätzlichkeit der vier Elem. iv6a{€iv. evbibaapiivai rjXiKfai Pytha-
Emped. A 33 (169, 20} vgl. auch A 36 gor. D 8 (287, 26).
(159, 42; — xoli; evavxioK; xd ^vavxt'a 30 ?v6€ia. evbei'rjc; opp. KÖpou Demokr.
öu|nß6ßnK€v Gorg. B 3 (554, 19) -^ B 283 (436, 13) ^eZovec; 6pe?€i(; ixiZo-
xdvavxia upncTöovxe«; (sc. xfji uTteCai) va<; evöei'ac; TtoieOoiv B 219 (42 i, 19).
Demokr. B 234 (426, 19; evavxi'a Xe- evbeiKvuvai. dp€xf]v evbtiKvurai De-
Yeiv ... xd aOxd irprioöovxc^ Tbrasym. mokr. B 248 (429, 6).
B 1 (577, 16). Vgl. €vavxiöxTi<;, ävxioc,. 35 ^vbelv. Trdvx' 6X€i Kai träoiv evbei De-
€vavxi6xn<;. Yiveaöai irdvxa xax' cv- mokr. B 296 (438, 0) ovt€ irXouaio^
avxioxrixa Herakl. AI (55, 19i €vavxi6- (6) €vÖ€&v oux€ n€vri<; 6 |jfj ^vöciiv
xTix€? Anaximandr. 9 (13, 14) €KKp{- B 283 (436, 14. 16).
v6(T6ai 16(15, 10) vgl. Emped. Anaxag. €v6€Kdxop6o^ s. xopöa.
21 A 46 (161, 3; — öuo xd noXXd, xd? 40 evöcXexn?. ^vftcXexÜK; Krit. B 19, 6
e. Xefujv xdq xuxouaa<; Alkm. A3 ilOO, (619, 12).
38) anders Pythagor. ebend., 46 B 6 evöex^ööai- kybixezai p^iDöiv (qpiiffic;)
(271, 33) 4vavxi6xiix£(; <pu)xö? koi öxö- Philol. B 6 [241, 4) €v xu)i iiicXXciv €v-
xou(; (Krit.) B 19 ^619, 14). Vgl. i\- ftexcTOi <Kai xd fufi) T€ve<J8o; Antiph.
ovx(o<;. 45 B 58 (601, 17).
^vavxiu)öi<;. €vavxiu)ö€i(; xöjv Ocoiv alle- IvftriXoi;. xpovf\ Anaxag. B 4 (316, IS)
gorisch (Theagen.) 3 (511, 16 ff.). ouöcv cvöriXov i^v B 1 (313, 84) ivön-
ivairo0xJip(Z€iv. dicxlve? dnö xoO ol- Xöxoxa B 12 (319, 18).
217
€V10XU€IV
218
cvftoöev dvo{Er]i? (oauröv) Demokr. B
149 (411, 18).
*€V€6^evai . . fv'ia Emi)ccl. B 128, 10
(211, 4). Vgl. Ibeiv, e^q)(^felv.
^veivai. ToTö' oi)Ö€v xPI^töv üvta-n 5
Xenophan. B 1, 23 (46, 11) ev töii
cnJunavTi XP^ boKt\v eveivat irdvTa XP»^-
fxara Anaxa^. B 4 (316, 2) äbnl. B 1
(314, 2) 4 (316, 5. 21) 6 (316, IS) 12
(318, 10) ev navTi navTC«; ijoipa Iveart lo
irXriv voO B 11 (318, 2) (depo) cv.navxi
€V€ivai Diog. B 6 (335, 23) iroXXai ^tc-
pQi^oieq eveim (336, 6) — ev toötuji
. . Km To oiKTfpeiv eveOTi Demokr. ß
255 (430, 13) oÜK eveori opp. evöexe- 15
Tai Antiph. B 58 (601, 16) eveöri -irXri-
öi'ov (598, 24) €V Suvuii ixöui äKovöai
OUK eveiöiv Demokr. B 151 (411, 28)
itoX\o\ eveiöi Kivbuvot B 277 (435, 1) \6-
Yov . . . ^v Tuii . . . XÖTtui evövta Thra- 20
sj'in. Bl (577,17) — toutö evi (sc. i^^iv)
Herakl. B 88 (74, 19) toTc; ouk evi
n{öTi(; Parm. B 1, 30 (115, 12) eaxiv
oiöiv Kai voö^ evi Anaxag. B 11 (318, 2)
vgl. oben Z. 10 — Ojv nXeiOTa evi B 12 2.')
(319, 12) ev TouTuui ndvra evi Demokr.
B 252 (429, 19).
€V€Ka trotz Herakl. B 99 (76, 9) evcKev
Emped. B 131, 1 (212, 1) e'iveKo De-
mokr. B 278 (435, 7) Krit. B 37 (624, so
81) Toö e'iveKev Parm. B 8, 13 (119,
10) iBv e'iveKev Demokr. B 243 (428, 7)
vgl. DU 6e €v€Ka Krit. B 34 (623, 27)
ouvexa Konjunktion Orph. B 13 (478,
10) oiöa . . ouveKO Emped. B 114, 1 ir,
(206, 2) ouveKev Parm. B 8, 32. 34 (120,
11. 13) Emped. B 80 (196, 12) rouve-
Kev Xenophan. B 2, 19 (46, 11).
^vepToiZeaeai. evepTaödijevoi opp.
ä«p€X6fievoi [bolav] Gorg. Bll (559,3). w
^vepteia. ^v tö öv kci (koto?) tö elöoq,
^K (bk) Tr\<^ €vepT€fa(; uoXXct rd ovra
Parm.l9A15(129,35) k6<T|liov evepyeiav
Mbiov Beul T€ Ka\ fevkaiot; [Philol.] B
21 (248, 7) ^vepxefai opp. 6uvd|ii€i 55 45
A 67 (362, 38).
ivepTITtKÖi;. XÖTO^ opp. TraeriTiKÖ(;(?)
Anaxag. A 101 (311, 43 .
cvepee(v) m. Gen. Emped. B 62 (189,
14) Pherekyd. B 5 (509, 18).
ivkpTaroc,. ^ivdoc, Emped. B 36, 3
(185, 29).
evea Parm. B 1, 11 (114, 17) Emped. B
27, 1 (183, 22) 76, 3 (194, 18) (d. i.
^v "Aiöou) Herakl. B 63 (71, 6) €v0'
i^öav (homerisch) B 122,1 (209,9) ev8a
. . . CKßdXXei Pherekyd. B 5 (509, 19)
relat. (4v 'OXu^irdn) Xenophan. B 2, 2
(46, 16) Emped. B 121, 2 ^208, 34) ev
Tdn aiiTuii evea Antiph. B 49 (598, 23)
kvQabe . . ivOa Anaxag. B 15 (320, 12)
evBa 6ei tou<; nöboq epelöai Demokr.
B 228 (426, 2).
^vGotöe ov\€)nli}pr]aav, evOa Anaxag. B
15 (320, 12).
ev9ev €q)u (oi)pav6(;) Parm. B 10,6 (123,
1) evBev . . . dnaiErji . . al|ua Emped.
B 100, 6 (200, 20) irpÖMOi . . . ireXovToi,
eveev dvaßXaOToOat eeo( B 146, 3 (215,
28).
fev9eo(;. dpe-n^v Gorg. B6 (657, 18).
eveou0ia(j|Li6^. luex ev0. Kai IcpoO nveu-
\xaro(; Demokr. B 18 (394, 2).
ev9u!Lieiö6at. €v9ofj6Ü|aevov ä Demokr.
B 191 (421, 8) ^v9u^llT€0v (ao<p6v ti)
Epich. Gn. 27 (94, 18).
eviauTÖq. TtdvT ^viauxöv Emped. B 78
(194, 29) eviauTo{ Xenophan. B 8, 1
(48, 3) — Td^ uipaq toO evioutoO eupeiv
Thal. A 1 (4, 9) Entstehung Herakl.
A 1 (55,41) Aegypt. 60 B 7 (460, 20) —
annus naturalis Oeuopid. 8 (230, 26)
Philol. A 22 (238,2) — ixi^Oic, eviamdq
(9€oö eviauToq?) Herakl. A 13 (59, 13)
(eupe TTpunroc;) Oenopid. 7 (230, 13) =
1 A 17 (9,40) Meton (vgl. 60 B 5 S.469,
26. 70 A 1 S. 501, 29) Pythag. Oeno-
pid. Kallipp. 29,9 (230, 29 ff.) vgl. 70
B4 (502, 24) Philolai annus A 22(238, 1)
Democriii B 12 (390, 19) Mera? ^vi-
auTcx; f\ 'Aatpovoiidi Tit. Demokr. A
33 (357, 40) = B 11^ (390, 16).
Ivioi Demokr. B 214 (424, 4) 297 (488,
11)
evioneTv Emped. B 25 (182, 20).
eviöxiieiv Demokr.; A 135 (376, 36).
219 evvea' 220
tvvea Pythaj^or. B 18 (273, 41) 27 (275, riKiara mcfTet5o|iev Deraokr. A 77 (366,
46 ff.). 32,1.
evveaKai&€Ka€TT]pi(; Meton 29,9(230, cviuci? im Kosmos Pherekyd. B 3 (508,
33) vgl. (230, 31) 70 A 1 ;501, 29) 60 19; -rtoXuiniTeuw ev. = äpnovia PhUol.
B 5 (459, 26). 5 B 10 (242, 19).
iw^aia. *N6iKeo(; evve0iriöiv* Emped. cE s. 6k.
B 22, 9 (181,22;. cHatopeueiv s. eSemeTv.
^vvo6ia8ai Didg. B 3 (335, 9) evvoou- eEaipeiv. ^Eaipei tt)^ döirföc; tov iröp-
Hevov Demokr. B 191 (420, 18). iraKa Krit. B 37 (624, 81) f\ndL<; . .
tvvota Zr\xr\a€{uc, Kpixtipiov Deino]<r. A lo eSaiprioeTm Krit. B 12 (616, 30).
111 (370, 32) = DiotiiYi. 3 (466, 10). elaXäaQai Antiph. B 108 (G08, 12).
€vvüxiO(;. opTTriKa<; Emped. B 62,2 (191, eEaXXdTTCtv. dpoiiuGeiq Kai nuKvuje€i(;
18). ciaWdaaexai (6 drip) Anaximen. A 8
^voTin. e|Lt(paivovTa<; ... evoTTiiv Emped. (19,14).
B 62, 8 (191, 24). 15 llaXoq eWono^ ixetj(; Emped. B 117, 2
evoTTXioq. epi6oc Gorg. B 6 (5Ö7, 28). (208,3).
evoTTTpov Philol. A 19 (237,40). eSaiLtapTaveiv eauTÖvirapeEeiTlirasym.
^vopäv. evopOi) Demokr. B 276 (434, B 1 (576, 27) d ti<; eHajuaprcivoi Krit.
10) speeiaturifi antrih-ikv opäTai?)lEm- B 2ö, 8 (620, 29) €2ri|uapTe Antiph. B
ped. B 94 (198, 25). 20 64 (600, 20).
€V(Toq)(Z:€(T9ai v. Protag. Eurip. 74 0 4 (42ä|ueTpov) metrum ab Orpheo mien-
543, 18). ttmi asseril Krit. B 3 (614, 17) a Musaco
evraoea Demokr. B 30 (397, 20) toi^ Demokr. B 16 (393, 19;.
evxaOea Krit. B 44 (626, 24) Übertrag. ^SavaeXiß eiv Empsd. A 53 (162, 11).
Demokr. B 277 (434, 18). ^ 25 ^HavareXXeiv Emped. B 61, 2 (191,11;
^vxeXr]«;. eKXen|/i^ r\\{o\) Xenophan. A eSavereXXov B 62, 4 (191, 20).
41 (43,3). e5av6poöö9ai. €Eav6pou|U€voi Antiph.
€VT€piu)v)T J- xiTTÖ«; Menest. ö (219, B61 (602,13).
41). ^SaTTOTäv. (cKeivov) eHrinaTriöav He-
evrepov. eaj/a Demokr. A 138 (379, 25) 30 rakl. B 56 (70, 4) eSrjTrÄTrivTai TTp6<;
humana [Demokr.] B 300, 13* (443, tt)V tvujöiv (70, 1) coni. KXeTrreiv u. a.
10) Xi^^uoc; Kai dTTOKpiaeu)(; airia 0 5 Hippokr. C 1 (85, 17).
(448j 37). eHanoXXuvai. eSanoXeoSai opp. ^eve-
^vTcOeev Diog. B 6 (338, 7). cBat Emped. B 12, 2 (176, 28) *Kii2a-
€VT€xvo<;. oocpfa opp. itoXiTiKti (Pro- 36 ttöXoito B 17, 33 (179,10).
tag.) Gl (541, 26 ff.;. eSapKCiv. eSopKet uäai (v6)Lioq) Herakl.
evTiGevai. €vti6)-j0i rpi aeXi^vrii tö B 114 (78, 6) q)uai(; eSapKei TtdvTa ira-
XttMirpov (tiXioO Anaxag. B 18 (321, 7). aiv Hippokr. 12 C 2 (85, 42).
4 VT oX^ Teil d. Xo^oc; Protag. A 1 (626, klac,. ({juxuuaiv €v eHdöi Philol. A 12
16). 40 (235, 10) eEct:; ev iTX€upaT<; (rn^ nupa-
evTOoeev opp. cKTooGev iPhilol. B 21 \x\hoc) (Speusipp. rsach) Philol. A 13
(247, 10). (236, 1) ^v xpiYiwvou irXeupaTc; koi ^\u-
cvTUTTWOK Demokr. A 135 (373, 39). v(ai<; (236, 2).
€vuYpO(;. eepuoTara tu .udXiöra evu^pa eEariniteiv passiv. Anaximandr. 11 (14,
((puxd) Menest. 5 (219, 37). 45 15) Parm. A 37 (111, 12) Emped. A81
üvuöpoc;. Tct iTupeia ck tujv evu&piuv (167, 7) Anaxag. A 42 (301, 35) 90
Menest. 6 (220, 3). (310, 3) vgl. Antiph. B 32 (596, 19).
€v»5irviov. 6iä t( toi^ 9eivoniupivoi(; eEa\jii(; (t«I»v döTpwv) opp. a^i(S\(^ Xe-
221
€0iKevai
222
nophan. A 38 (42, 41) vgl. Metrod. v.
Ch. A 4 (461, 19) Tiöv 6u^lU)^£vu)v
Herakl. A 14 (Ö9, 19).
cEcTcpai? erkl. Alkm. A 18 (103, 17).
4l€{»i? Eraped. B 31 (184, 28). 5
iSelvat. cHeöTiv m. Inf. Demokr. B 280
(436, 1).
iEemeiv. eEepeiu (miöou^) Emped. B
114, 2 (206, 8).
^?€{px€iv. eSeipYei m. Inf. zwingen De- lo
mokr. B 182 (419, 5).
^ E € X e T X € * V. tV ÜeXi-xxoiaQe iioviipeod-
)b»€voi Herakl. B 125» (Naohtr. zu S.79,
16).
eEepäv tö uTp6v Herakl. A 1 (54,32). 16
eiißfaleaQax (koköv) Demokr. B 264
(432, 9) KoXa xpTfmaxa . . . judöriat^ e2-
epTd^erai B 182 (419, 3).
€ H e p € i V. eSepeovT€(; 6-nr\\ Einped.B 112,9
(205, 16). 20
iEeaefciv s. eKtpaxe'iv.
klevpiOK€iv. dveXiTiöTov oük cHcupii-
oei H«rakl. B 18 (65, 10) 'Epiyvic,
Miv eEeuprjöouöiv B 94 (75, 20) M'^X^«^
irefpara . . . oi)K av ^2€upoio B 45 (68, 25
18) eEeupövTO opp. luaGovra, eSeupev
opp. MoBev Archyt. B 3 (262, 6. 8) il-
eupetv ^r\ ZaxoOvTa dnopov (262, 9).
eErixeiöeai tou<; toO Traxpö*; köfovc;
(V. Epich ) A 8 (88, 30). 30
'ESilXI^^K Tu»v 'E)Lnre&OKX€Ou^ Tit. Ze-
nön A 2 (127, 14 vgl. Anm.).
4EiiKovTa Xenoph. B 8, 1 (48,8).
i£iKve1ö8ai xf^i qpuuvfii (I(ßuXXa) He-
rakl. B 92 (75,15. 35
lii<;. Qvr\Tr\<i ovaiac; 6\(; a\\iaaQai Karä
iEiv (Tfi(; a\)Tf\c,) Plut. v. Herakl. B 91
(75,8) |U€TaßdXXovTa^ tf^v €Hiv ^exa-
ßdXXctv XT1V q)p6vriöiv Arietot. n. Em-
ped. B 106 (202, 23) ek onoi'av €Eiv 4.»
äv €i(TeX6rii (sc. xd öxH^öto) Demokr.
A 135 (376, 24 vgl. 38) authentisch?
vgl. eHiv KaKir\c, B 184 (419, 12).
iHiöxdvai. €5 eaxaxov laxaxo NeiKO<;
Emped. B 36 (186, 16; *xu»v iräv kl- 45
taxrjKev B35, 10 (186, 8). Vgl. Wxdvai.
iloixioBai. ^Eo(xexai Antiph. B 49
(599, le).
^EoXXuvai. eEoXXuöOai coni. KoxaOvj^i-
0K61V opp. yifyeaQai Emped. B 11, 3
(176, 20).
eEovoMCKXribriv Krit. B 6 (615,17).
€Eouö{a. Zf^v ... Kax' ib{r\v kioXia{r\v
Demokr. B 245 (428, 19)-
€Eox€X€ueiv. Xöyou X6yov etoxexeüiuv
Emped. B 35,2 (185,28.
cEußpiZeiv. eEußp«0r]« (Oed^) Pherelqrd,
B 5 (509, 20).
eEutpaiveiv. xb uöp cEu^paiveaem
Herakl. A 1 (55, 25).
^Eiw feiaepuJiöKov Emped. B 84, 5 (196,
33) 6i{€öKov B 84, 11 (197, 3) xoO
€Ew (depo?) Diog. B 5 (336,7) cEw
KttipoO Anaxarch. B 1 (458, 4) eEu) xf
KiU(; *f] ;= TrXf|v r^) noveiv dvievx€<;
Demokr. B 179 (418, 6) — ev xü)i
eöxdxuji . . . TToxepov €Kxeivai|Lii dv xr|v
Xeipa ... ei? x6 eEu) fi ou; Archyt.
A 24 (257, 16/ xd IEuj npurrov biaKpl-
v€ö9ai x(wv Zdiiwv Demokr. A 145
(380, 11).
tEiüöeiv. €Eu)eou|U€va xd döxpa Oirö
depo«; Anaximen. A 15 (20, 6).
eEu>eev Demokr. A 163 (381,28).
^Ea»<popo?. eEiuqpopa iroieTöOai xd TTu-
eoTÖpou Hippas. 8, 4 (30, 14). Vgl.
^Kqpepeiv, eKq)aiveiv.
^oiKevai. gleichen. eoiKe qppoupöi An-
tiph. B 50 (599, 18) dneipoiaiv ^oiKam
Herakl. B 1 (61, 34) xujcpotöiv B 34
(67, 14) eoiK^vai xoii; döovdxoi? (t}»ux>iv)
Alkra. A 12 102,25) — ouftev eoiKC
xö exepov xOüi exepwi Anaxag. B 4
(316, 1) r| xaxuxT]<; oüiSeVi eoixe XPH"
)uan xfjv xaxuxfjxa B 9 (317, 14) oü-
6evi dXXutt eoiKCv fi kujvrwi x6 . . .
YfTveoeai Demokr. B 266 (433. 1) vgl.
Naohtr. eoiKÖxa xoi<; €xu|Lioi<n Xeno-
phan. B 36 (62,4) öidKöOjuov eoiKoxa
Farm. B 8, 60 (122, 4) oirepiadxujv . . .
ou&ev ^oik6xujv dXXt^Xoi«; Anaxag. B 4
(315. 22) Z&ia . . . ouxe iöeav dXXii-
Xoiq ^oiKÖxa ouxe öfaixav . . . Diog.
B 5 (336, 14). — geziemen, xexif^ievo?
ui0iTep ^oiKa Emped. B 112,5 (205,
18). Vgl. elKÖt eiKfj.
223
^OpTT^
224
lopTi^ (v6oo(; öeiXoTaiv) Antiph. B 62
(601, 10).
€-n6i'ffeX)xa Protag. A 5 (529,3) vgl.
A'21 (532,24).
in&feiv. Trvei5|iaTa eitdEciq Emped.
B 111, ö (204, 16) inayafthr rovc, TTep-
aa<; Krit. B 31 (623, 2).
kTiayü)fif\ coni. 0uX\oYl<J^6^ Nausiphan.
B 2 (46Ö, 23).
€ndi6€iv. €Ttai6uuv k»jX€iv Thrasym.
B 6 (578, 20) - 74 A 26 (535, 12).
cnateiv. eiraioi 5üv vouui (Yvuj)iieurv)
Demokr. B 35 (398,21) ouk eiratiuv
ÖKT] ßa(vei Herakl. B 117 (78, 11) ^irat-
ovTO? KOTct qpuatv B 112 (77, 20).
eiiaivelv opp. liiifei-v Demokr. B 192'
(421, 12) Tov auTÖv \\iefeiv k«i ^nai-
veTv Protag. A 21 (532, 28) rem augere
posse laudando vituperandoque ad-
fligere Qorg. A 25 (550,22) xoxx; älv-
v€TOU< Ol eTraiveovT€(; Demokr. B 113
(406, 11) eiTaiv€i(jeai B 114 (406, 18)
265 (432, 10) dist. eu6oKiM€iv Prodik.
A 13 (565, 19).
ifiaivoc,. f\v ixi] -p/wpitriK; roix; irtai-
vou^ . . . Demokr. B 115 (406, 14).
e ir a IT e i V. eiraireovrat (eiraiTiOüvTaiHdse.)
. . . uioeöv Herakl. B 58 (70, 12).
^TtaKouciv. tiraKouöTa dist. cuiftepicrd
Emped. B 2, 8 (173, 24).
eTraXXat»!- eiraXXafai öiuiudruDv De-
mokr. A 37 (369, 22).
endXXaEic Meliss. A 5 (137; 974'' 26)
Plur. Antiph. B 20 (595, 9).
eTcaXX(iTT€iv xouq iröpouc; Demokr.
A 135 (378, 40. 42. 44) to laöpia A
146 (380, 17) Tct Ulla Ka\ rr\v xp6av
(380, 19).
dit(SXXTiXo<;. <JTeq)dva<; irepmeirXcfHeva?
cnaXXriXouq Parm. A 37 (111,5).
^navdXTjvK rhetor. Gorg. A 2 (546,
ewavaqpepeiv. ei'iiuXa 6irava9€p€ö8ai
Demokr. A 77 (365,37).
eitaviaxavai. ev8a (d. i. cv "Aibou)
eovTi (sc. Beiiii) enaviotaoQai Herakl.
B 63 ^71, 6).
enavoboc; rhetor. 74 A 26 (535.14).
€travöpeujai(; »|;ux»äiv Pythagor. D 1
(282, 16 vgl. 44).
tirapK»^?. Kpaoiv ^napK^a ^ötXXov Em-
ped. B 22,4 (181,17).
5 €nau2dv€iv. inauEi'iöcie Emped. B 17,
32 (179, 9).
eiraöpcOK;. k-na^peaiv . . . dirö toO ^k-
YÖvou Demokr. B 278 (436, 11).
ixraupi'öKeiv. rd koko itraupiöKo(|ie6a
1« Demokr. B 172 (416, 19).
Hn^l eu« . . . eßiiöav Parm. B 1, 2
(114, 8) iviii vOv eOTiv 6fioO ndv B
8,5 (119,2) eirei Tr6ipa<; KtuiiOTOV (sc.
koT\) B 8,42 (121, 3) vgl. B 8,27. 37.
16 48 (120,6.16. 121,9) 9,4 (122,12)
u. ö. kne\ f[ Xenophan. B 7, 4 (47, 22)
knd T€ Emped. B 73. 1 (193, 25) enci
— euei fti] Pherekyd. B 2 (508, 6) vgl
eirei&n — eirei oöv m. Konj. Emped
20 B 23, 3 (182, 1) €Ttei NelKo«; . . . ikcto,
ev be [xiot\i <J>iX6Tr)q . . . ^eviTra» B
35,3 186,29).
en€{T€iv. Tii)i 6eX€iv eireiYei Antiph.
B 56 (601, 7) ialiuv) hoidic, eTccifeTO
25 kukXok Parm. B 1,7 (114,13).
eweiftn Zctq . . . öiöol Pherek. B 1 (607,
21) KdirciÖT] xpfTTi i]}Jiipr] -fifv^rai x&i
fdmui B 2 (508, 8) ^neiftri Ttdvxa . . .
ovoMptöTai (?) Parm. 9, 1 (122, 9) eweifen
30 ... dve0€xo Thrasym. B 1 (576, 22).
^weivai. xauxT]i ft'eiri a^^ax" eaöiParm.
B 8, 2 (118, 89).
enetatevai. xurv eTr€iai(5vxujv koi xOöv
dvxiaxTipiZovxuJv Demokr. B 9 (388,
35 26).
6Tr€iö66iov xö kir\(; xf\c, EdvGou ko\
evnxoO M<ixnC Protag. A 30 (536, 28).
GweiOTTfiTTeiv. ctretöTriirrei . . . öatrdvri
Krit. B 6,14 (615,28).
40 encixa Diog. B 6 (338,5. 339, 8) in
Zukunft Parm. ß 8,19 (119, 16) auxdp
6. Parm. B 6, 4 (117, 17) Emped. B
100, 14 (201, 8) Iveev eireitf öirixav . . .
B 100, 6 (200, 20).
4,5 *^ir€Keiva xfjq i^|Li€Tepa<; -p/ibn^ei Thra-
sym. B 1 (577,20).
kix€ie\f.fyio<; dist. ^EeXe-fXo^ T'heodor.
74 A 26 f.534, 2o\
226 ^ir{b€i£K 236
i-nkpxtaQai. inkpxeraa ... 5^ßpo( Mob. itoA D«m(dtr. B 266 (433, 8} iiA näaiy
B 22 (488, 27) nöOcv oOv t{ k' ärixeoi «= TcAcimäov [Demokr.] B 299 (439,
£mped. B 14 (177,2). Ygi imhau 16) m. Akkus. mKpöv Im tnKpöv
circoeat T«:ii(£uvu>t)Herakl.B2[62,4)a^ opoutfe ktX. Emped. B 90, If. (198, 1 f.)
inovraiEmped.B 112,8 (205, 15) K«Tä 5 km nötv d<pTxOoi Diog. B 6 (335,88)
<p<5öiv 6TT01T0 Demokr. B277 (434, 17). km öeSwi, dpiOTcp<i B 6 (337, 12 vgl.
^ncuxeoeai. kne\)x6\i€voc, Emped. B 337, 21 ff. 338,6 £F.) Krit. B 33 (628,
137, 2 (213, 86). 17. 18) km nXeov Anaxag. B 12 (318,
^iTi^v Demokr. B 101 (405,2) 173 (416, 19.80) km uoXXöv Demokr. B 100
24) 239 (427, 18). lo (404, 19) ktt eXorrov, km AcTtrÖTcpov
^^n{. m. Genet. dpxn kci nipat; km ku- (öpf^v ktX.) B 11 (389, 21. 22) Kpc(ao(uv
kXou Tteptepepeia^ Herakl. B 103 (76, kic dpcn^v B 181 (418,18) km r6 t€
84) kiti vouöujv . . . ^TnieovTO kXOciv xPI^^toü? elvai Krit. B 63 (628, 28) —
ciiTiKca ßdHiv Emped. B 112. 10 (205, krt €T€o ÖTÖuiKovra [Demokr.] B 299
17) üufxßm'vei Äanep km ßeXiIiv Ar- is (439,16) wo spielerisch die drei mögl.
cliyt. B 1 (259, 16) Y^pavoi T^pavoK; Kasus gesetzt werden.
{ovvayeXaZerm) kci km täv dXXuiv einßa{v€tv. t«I»v ^mircftiuv dii ^iv ^m-
dXÖYUJV (erg. outux; ffu|ißaiv€t) De- ßeßt^KOjiCv (prasentisch) Anaximandr.
mokr. B 164 (414, 24 f.) 6pav ncJpcöTiv 11 (14, 7).
kni . . . (415, 1) — kn\ ldvr\(; kyevr\Qr\v 20 €Tr»ß<4XX6iv. Tfi<; vix^c, ^mßaXXouffn«;
[Demokr.] B 299 (439,17) — {abroc,) absol. Demokr. B 3 (386,17) km^6X'
kvc' euJToO Anaxag. B 12 (318, 8 ff.) XeaQai kmdvßir]v jod ii ■npr\öaeivB191
vgl. B 6 (316,14) ouK em öcpdiv aü- (421,4).
Tüüv ^jLinopcuovTai Antiph. B 49 (598, enißouX»^. Tf\^ ^xepuiv CTrißouXfjc; . . .
25) — m. Dativ r\\ioc, veoc; kcp ^lu- 25 ra<; ahlac, Thrasym. B 1 (576, 28)
pTli Herakl. B 6 (62, 21) — 66x0^ k-n\ Tf|<; wap' CKefvuiv eTnßouXf)^ loxupox^-
iraoi TeTUKTaiXenophan.B34,4(52,2) pa<; (kX€T6oO Krit. B 37 (625, 1).
itdvta . . . öv6^döTal xai xä Koxa <Jq)€- iirif cXdv. n»j ^n. xOöi OKuorrovxi Kleo-
xepa^ Suv(i|Liet<; km xolöi xe xai xo!(; bul. 73» 3 (521, 1) 6u(JxuxoOvxi mt) km-
Parm. B 9,2 (122, 10) qpöOK; km xot; 30 T^Xa (521,25).
dvo|U(iZ€xai Emped. B 8, 4 (l75, 18) £iriy(TV€ö6«*. €i jirj apjiov(a knefi-
— €TrV Travxi \6fün eitxof^oeai Herakl. v€xo PhifoL B 6 (241, 10) irapepfu-
B 87 (74, 17) xaPM« t^voix km xCüi «öjuev xol^ «ihyitvom^vok; ^xepo«; An-
Xenophan. B 2,20 (46,12) vgl. De- tiph. B 50 (599,21).
mokr. B 43 (399,12) 63 (401,9) 107» w ^nixpaq)«"? (oCxou) Antiph. B 112
(405.15) 189 (420,5) 191 (421,5) 207 (606,19).
(423,8) 231 (426,11) 285 (437,1) 286 ^iriSeiKXiKÖ?. X6toi 4Tri6€iKxiKo{ aus
(437, 3. 4) Antiph. B 56 (601, 5) Krit. Großgriechenland Pythagor. D 1 (282,
B 42 (626, 14) — em xot«; 6uvaxoi^ 39) ^mfteiKxiKdjv trpooi'iuia Gorg. B 7
IX€tv XTiv Tviufinv Demokr. B 191 40 (558,8) vgl. B 17 (660, 24)' irä^ karxv
(420, 14) — utrepße^riKÖxc«; x6v xai- cv x€xvoTpa(piKo'i(; xai kmb. Thrasym.
p6v km ßpu.ö€öiv ... B 235 (427, 8) — A 13 (576,29).
4<p' iBi x€ ... eiiHlv Emped. B 4,7 iirtftelv. Äpfiovfa? oOftcv knebiovro
(174. 16) mra\iir\<p{aaaQai k(p o\<; De- Philol. B 6 (241, 11).
ftokr. B 159 (414,2) km xouxwi i^i- 45 iiriöciSK Hippias A 8 (681,4 vgl. 18)
piOr\ tiic, B 265 (432, 17) xp(xov r^iLuxp xi^<; eauxoO oo<p{a<; kti. iroutoeai Krit.
k-a 6t6i0Kovxa Kleostrat. B 1 (502, 17) A 1 (607, 26) kmhilUi<; itoielaGat Pro-
— k(p 6X€poiöi Titv€ööai in andrer Qe- dik. A 3 (663, 25).
Diel 8, Fngn. d. Yonokr. III. 8
227 cTrib€£i6Tii<; 228
iinÖ€E»6Tri(-. Oepaireue ^niöeEiÖTtixa emGoiüuiMO Antiph. B 110 ^606, 16).
Pittakos 73a 3 (522, 19). eTrieum'a. = 'Afppobkt] Theagen. 2
^iriftepKeöeai. eTribepKxd dist. ina- (511,26) 6fn:Xa0ia<je6Töav epiura elvai
Kouard Emped. B 2, 7 (173, 24). Prodik. B 7 (572, ») fJTtap, emeum'rjQ
iuiöeui^c;. ouK €Triöeue^ TÖ eöv) Parm. 5 airiov (Demokr.) C 5 (448,33) trepi
B 8,33 (120,12). xf\(; öiufiOTiKrj^ €. Entstehung, Eintei-
iniöibövai. ouöev €i<; nif€.Qo<i ein- lungin q)uöiKa{ (öU|U(puToi) u. eiriKTriToi,
boOvai Zenon B 2 (134,2). Gefahren Pythagor. D 8 (288, 18 ff.
^Tricßftoiao«; XÖTOc; Archyt. A 16 (255, 290, 4 ff^) rrepi eTriei)|niu>v (libidines)
15.29). 10 Archyt. A 9 (252, 36 ff.) a\ irapa 9u-
iuu{Ke la nicht b. Krit. A 19 (612,24). öiv Hipparch. 65 C 7 (449. 16) irpoöö-
^irieiKiic;. irapa tö ein€iKe<; Demokr. toi Tf\(; utieft)? Tf|ioiv emOu/iiriöiv De-
B 252 (429, 17) irpöiov €itieiKe<; opp. mokr. B 234 (426, 20) etiißdXXecreai
aued&€(; 6{Kaiov Gorg. B 6 (657, 14) ^iriSum'rjv toö . . . itprjoaeiv B 191
knmKi\u<; 96peiv Demokr. B 291 (437, ts (421, 4) i^ toö nAeovpc eir. B 224 (426
19). 11) ir\ouTOu [Demokr.] B 302 (446, 1).
iin€iKOö6eß6o|uo(; Xöyoc Archyt. A eirtKofeiv. depa €iriKai6)uevov opp.
16 (255, 14. 24). üiiovotiZ:6|uI€vov Antiph. B 26 (595,
4iiievai. äXXov etreiui Xö^ov Xenophan. 31).
B 7, 1 (47,18) Tiöi. Hm. ... TTöeo(; 20 eiriKaivoupT€ivDemokr.B191(421,3).
*€Töi Emped. B 64 (192, 16) eitioOaav eitiKeiöeai s. ^iriTiöevai.
TJIuepavopp.itapeXOoOffavThrasym. Bl eiriKi^pio«; Herakl. b, Luk. 12 C 5
(577, 4) t6 uOp ^TOXeöv Kpiv€T Herakl. (86, 37).
B 66 (71,18) einfiel Emped. B 35,12 etr(KXiiai<;. 'Jnf\va<C; em'KXnöiv KoXe-
(186, 5). Vgl. eirepxeaeat. 25 ouaiv Oq)h. B 13 (478, 9).
iirn^pavoq epfujv Emped. B 129, 3 eiriKXiveiv. eiriKXiöfjvai tci«; dpKTouc
(211, 16). Emped. A 58 (162, 35) töv oupavöv
ktiinpoc,. ^Qiiiv Emped. B 96,1 (199, Archel. A 4 (324,13).
17). ^TriKÖTTTrji; Timon v. Xenophan. A 35
iinedXirciv. yalav €Tn9dXTru)v (t^eXioO 3o (^2, 13).
Xenophan. B 31 (51,15). ^iriKOupetv Anonym. lambl. 82,3 (631,
€ineu|uietv dist. |joüX€öeai Prodik. 24) 6 (633, 9) u. ö.
A 14 (465, 29) qpuoiKÖv, eniXTriTov eiriKoupfa. kXmc, euiKoup(v|<; Demokr.
Pythagor. 45 D 8 (288, 26 ff.) \xr\ em- B 287 (437,8).
Gtifxei äö^ivara Chilon 73*3 (521, 28) 35 6itiKoupo(;. 'Epivue^ A{Kr\c, emKoupoi
fiöiöTOv oö eiriöuiLiclq TuxeTv Thal. 73* 3 Herakl. B 94 (75, 20).
(522,5 vgl. Anm.) itaiicx; t6 dfieTp(Ju<; €iriKpdT€ia. kot' eiriKpaTeiav tüjv oit€p-
eirtöuiLieTv Demokr. B 70 (402, 3) f\v ^aTlKav yovujv Emped. A 81 (167, 8)
^l^ TtoXXd>v kmQ\)\ikr\ic, to öXC^a toi vgi. Demokr. A 143 (380, 2) ßpox*^«;
iroXXd 6öEei B 284 (436, 16) iti^idvujv 40 B 14, 7 (392, 44).
einGuiLicovTi B 191 (420, 20) tö eiriGu- eiriKpaTCiv. (dvaGu^iiamv) ciriKpoTt^-
|bi€tv dei T&v aüiTiJüv irdpeaTi B 235 öaöav Herakl. A 1 (55, 44) depoi; €iri-
(427, 6 Tgl. 7) — ^iTi0u|Lii^ö€i€ ... KpöTouvTOi; A 66 (163,17) cKacrrou
diLiq)iiT6Xoio Xenophan. (?) B 42 (52, Kaxct tö eitiKpOToGv ys'^paKXY\p\Lo\ik\o\i
24) hnQ\}\x.r\a6.x\xi Y<imjuv koi y^voikö^ 45 Anaxag. A 41 (301, 1).
(ö ß(o^ Antiph. B 49 (598,14) oöti^ eiriKpdTiidK;. Koxd |nriöev6<; eutKpd-
TUiv alöxpujv r\ tCüv kokuiv (it^Te ^irc- TricJiv Zenon A 1 (127,6).
Gujuiiöe |unT€ r\i^aTO B 59 (601,28). itiiKrr^'zoc, s. eiriKTOiöGai.
229
ciriirvetv
230
CTciKTäööai. Ta eniKTiuiaeva opp. Tct
TeA€U|a€va Demokr. B 279 (436, 19)
— tn(KTriTOt (eiti0u|a{aiy opp. (pvaiKai
Pythagor. D 8 (288, 24 ff. 290,6).
iniKwBwviUaQai Krit. B 69 (628,
17).
tmXa^ßdv€lv tou<; nöpovK; Alkin. Aö
(101, 26).
eTtiXav9(iv€OOai. oKuuönep ökocto 6Ö-
bovrec, (sc, iioioöcfiv) eniXavectvovTai
Herakl B 1 62,3) toö imXavQavo-
niwv fji 11 6ö6<; OT« B 71 (72, 19).
CTiiXeiTreiv. iVa ^ feveOK; \ir\ km\dm]\
Anaxiinandr. 14 (14, 34) |ifj kniKiiiat
ufiiv (u|uä(;?) ttXoOtoi; Herakl. B 125»
(Nachtr. zu S. 79, 16) f\ v6iiöt<; iiti'
Xemei Diog. B 4 (335, 17).
eiriXi^TTToup navTUiv Timon v. Zenon
A 1 (126,15).
€ 711 X n UJ 1 a pemokr.] B 300, 10 (442, 14)
Hipparch. 65 C 7 (449, 13).
i7riXoTiöTiK6(;. Geiwpia Nausiphan.
B 2 (465, 16).
€Tri|Li(ipTupo^. öapuuv eirijudprupa Em-
pcd. B 21, 1 (180, 15).
€iTifieiZ;u»v(?). fi&ovi^v Demokr. B 211
(423,17 vgl. Anm.).
enifxIXeta. 6€pdir€U€ ^'^:l^eXelav Pitiak.
73» 3 (622,20).
€ni|LieX€a8oi aÜTÜJv inn Demokr. B 279
(435, 14) KTiiaio<; cmiuieXnTai B 286
(437, 1) Tüiv enineXrieevTuiv opp. ecof,
Tuxn Thrasym. ß 1 (676, 25).
€Tti|aeXi^(;. tuttou toö €m|Li€Xlo(; koi
<p€ibuuXoö Demokr. B 228 (426, 6)
a(ußa (knuickit;) Antiph. B 49 (599, 5
vgl. 10).
eTtinr]K»i<;. i{fr)cpi6€^ opp. nepiqjepd^
Demokr. B 164 (415, 6. 7) vgl. A 128
(372, 27).
€in|UÖpi0^. 6 TOÖ lÖOU Kttt . . . TOÖ ^TTl-
^opi'ou (X6xo^) (Speusipp. nach) Philol.
A 13 (235, 42) oi TroXXairXdaioi Xöxoi
KUi €in)Li6pioi ^v oi(; öeujpoOvTai al
<ju|iqpujvioi Arcbyt. A 17 (256, 13) su-
piirpariieularis proportio A 19 (256,
24).
«TTivöijfia Antiph. B 101 (606,81).
e ir { V 0 1 a. oü KaToi xpövov elvai YtvrjTÖv
xbv KooiLiov aXXä kot' €it(voiav Herakl.
A 10 (58, 46) CTtivoiav ^ir' örbod&i
Philol. A 12 (235, 11).
6€iriS€voöv. Tj etriSeviuÖeiaa Totq i^^€-
Tepoi^ öaiiiaoiv dno toO n€pi^x<^VTO<;
Motpa Herakl. A 16 (60, 19).
iwiopKciv ö(Kaiov opp. eäopK€lv Dia-
lex. 3,6 (641, 23 ff.) ^mopici^öavTOc;
10 kot' (?) euopKi^öovToc; Gorg. B 15
(660, 18).
€TriopK{a DU x^^pov imoixeia^ Thal. A 1
(6, 3).
^it(opKO(;. cm'opKov . . . kuoti6a(fr\i
15 Emped. B 115, 4 (207, 10).
itrfwav. iiq ixt. Xenophan. B 3, 4 (46,
19).
£Tr{Tr€6ov, tipoazi&kneva iroii^aet nel-
Zov, olov M-nebov xa\ ypafui^ Zenou
20 A 21 (130, 16) €K TOÖ (TPaMMnv) km-
•nibov, ToÖTo bk TOÖ OTcpeoO (nepaTa
elvai) oi'ovTai . . . toiouto? <piiö€i^ elvai
Pythagor. B 24 (275, 4) vgl. B 26 (276,
13) 56 A 120 (371, 45) ev t€ imniboiq
26 KOI öT€p€ot^ irpürra OTixun, fpanivf\ ... *
(SpeuBipp. nach) Philol. A 13 (236,
44) Pyramide (236, 12 ff.) cl Kimoq t^
fivoiTo . . . kmniboic, [iitmebwi Hdas.
vgl. Anm.) Demokr. B 155 (412,81)
30 Ti|üiiKUKX{ou u. ä. Archyt. A 14 (264,
19 ff.) ftaTTOvujtJicvou toO kmirkbov beim
T€TpaYurvia|Li6(; toö kOkXou Antiph. B
13 (594, 4) XoTOi eirCTieftoi Philol. A 13
(235, 43) dpiGMoi (235, 18) Theodor. 4
35 (233, 15, 17) AlTfai Mmboi Tit, De-
mokr. A 33 (357, 31) = B ll<i (390, 1)
eiiiire&ov iffjq Anaximandr. 11 (14, 7).
e-aiii(6T\uai(; dist. nfoTiuai^ Theodor,
v. Byz. B 74 A 26 (534, 23).
40 eiriTrXdTTeiv Tout; uöpou^ Emped. A
86 (168, 23, vgl, CMitXdTTCiv.
^ tr i IT X 0 K »1. ETOTrXoKai [Demokr.] B 300,
18 (444, 27).
^nfirXou^ [Omentum) Demokr. 0 6 (448,
46 40) masc. u, neutr. Antiph. B 37 (696,
82).
CTriTTvetv. t|i€0&o^ ou&a|iiu<; i<i dpi9fAÖv
^iriuvel Phüol. B 11 (244, 4).
8*
231 €tr{Trvoia 232
iirdrvota TiapäToO&at|Liov(ouPyihagor. iniffTniir]. Entstehung aus |bivY)Mii v-
D 11 (291, 20). 66Ea Alkm. A 11 (102, 19) ^n}x^y, «= voOv
^friTtoXfiZeiv (töv voOv) Epich. Gn. 43 cwiöTi^iun^ ööEav mcrenoiv Pythagor.
(96, 8) 1^ d\iLiup\^ inilroXdrEi Demokr. B 15 (273, 29) kinorr\pir](; (ircpi -niiv
A 135 (376, 14). 6 aiöeriTUJv) oOk kovar\<i Kratyl. 3 (342, 5)
^niitovoq. €tr(irovoi coni. vu»epo( Er- =• axaQr\ai(i Heraklit. 63,3 ;342, 29) —
klärung Emped. A 86 (169, 1]. tt^v aKr]ef\ (piXoKoXfav ev rot? . . . tm-
einirop€ii€a9ai. eirmopcuöincvo? He- ari^iiaK; €Tvai Pythagor. D 10 (291,14)
rakl. B 46 (68, 10). auveaei t£ kci kmavf\}xt]i öp9o7tpaY^ujv
€niirpeiT€iv. eirmp^tr« Xenophan. B 26, lo Demokr, B 181 (418,18).
2 (60, 23). ^TTiöToXri. 'EmaroXai Tit. Demokr. A 2
kTii'itp6aQY\ai(; opp. o(ivQeai<; Melisa (357,4) vgl. C 2— 7 (447, 32fF.).
A5 (137; 974*26 vgl. 141; 977» 4). iinOTpe<p6iv. andtpac; imorpamiiva^
€TTiiTU))LiaTiZ:€iv Tov dtpo Tov KoiTujöev Hcrakl A 1 (65,32).
Anaximen. A 20 (20, 29) vgl. Anaxi- 15 eiTKTcpaXrii;. kma(pa\k<; ixpotikreia Pe-
men. Anaxag. Demokr. 46 A 88 (309, riand. 73» 3 (523, 16).
29) ai diröppoiat töv depo . . . Kivoöoi €ii»<ruppeiv. depo<; eiTiffuppeovTO(; Me-
Tov einTruj|uiOT{Z[ovTa at;T0i5<; (sc. tou^ trod. v. Ch. A 18 (452, 14).
iTÖpouO Emped. A 89 (171, 38). 'Eirirdcpioq Tit. Gorg! A 1 (644, 25)
ciTippelv. uöara emppci Herakl. B12 20 Bö» (556, 26),
(64,12). ^itiTcXetv. ditoftcfEia^ etriTeXei Archyt.
CTi(ppoia. (ai'naTO^) €ir{ppoioi Emped. B 4 (263, 8).
A74 (165,27) 1^ noXXfi c. tOuv xv\xü)v eiriT^XXeiv. Ca/ne aseendente, descen-
Demokr. A 165 (382, 3). rfenfe Anaxag. ß 20 (321,14) Demokr.
£iiipu<T|ii(Ti «döToiöiv rj 66Ei<; Demokr. 26 B 14, 3 i391,12fF.)
B7 (388,9). ^TTiTcpiti^c;. ^triTcpiieöTaTa opp. drcp-
krt\ar\\xa{\i\M Demokr. B 14, 3 (391, TreffTaxa Demokr. B 233 (426, 16).
14. 29) 14, 7 (392, 3. 15. 26£F.). ktzx-zkrapxoc, Xdjoq Archyt. A 16 (265,
kitxarwxaaia. (Sepivd kci x^'H^pivai) 16.27),
biet TÖV TiXiov Anaximen, A 14 (19,46) 30 £iriTri&€io<; Demokr. B 277 (434, 16)
AninoKpfTou 66 B 14, 7 (391, 44 ff,), innY\bda {fvv^?) Antipb, B 49 (698,
^TtiOTmoq. övoMO Parm. B 19,3 (126,9). 16) — toI? lmr^b€(o^(^ xpw Pittak. 73»
itriOKKirciv Demokr. A 135 (377,26. 3 (622, 12) ^iriTTiöeiÖTaTOi; itpöi; (piXfav
378, 31. 38. 379, 2). [Demokr,] B 302 (446,11) (iKiriJuna) ctri-
ktticxaoQai tvti&Milv Herakl. B 41 (68, 35 ttjöciÖtotov de, axpaxeiav Krit. B34
11) (novra) Demokr. B 169 (416, 11) (623,26) kmxr]bii6x<na opp. naXfTKoxa
dKoöaai oOk 4inOT(i|U€voi ouö' elireiv Antiph. B 49 (698,21) emxriSeieöTaTov
Herakl, B 19 (66, 18) nn kmax&pLevov Demokr. ß 121 (407, 80),
ZrjT€tv Archyt. B3 (262,10 vgl. 18. iitiTj^öcuiio. kv xo^ kmxr\b^\maai ladi
263, 1) Tdtaea pa\ 'TriöTiiTai nobr\fe- 4o koXö? Thal. 73^3 (621, 33) vgl. 1 AI
TCtv Demokr. B 173 (416, 24) ^ttföxav- (6, 10) irotd eoTi KoXä ^ttit. Hippias A 9
xai sind überzeugt Herakl, B57 (70, 8). (681, 16) vgl, A 2 (578, 18) ttiv dXnOf^
ii^iaxaaic, Bolos (466, 24), qpiXoKoXfav ev T0T5 etriT. elvai Pytha-
iiriöTaT€(o 46D6 (284,39) 8 (287,46), gor. D 10 (291, 14).
knioxi<p£iw. (bp6nov r(Kio<ii kmaxk^acm krtixiQkvax. 6\3pa? ^irtBcoö« ßeßnXoi
Emped. (?) B 164, 2 (217, 6). Orph. B 7 (476, 2.8) t( Toioö' ^n{Kei-
iitiOTi^liiujv. ^mOTd|nova fevkaQai Ar- |iai Emped. B 118, 1 (206, 21).
chyt, B 3 (262, 7). €^nTl^av to^ äXXok; Thal A 1 (6, 8).
233
iro^
234
iirtToXT]. irepi tiöv aorpuiv . . . iiriTo-
Xäv KOI bvaiww Archyt. B 1 (268, 8).
iirirpeiteiv. jurj it<4vTa eirfTpctte Tfjj
tXoicwtii Demokr. (?) B 298* (439, 2).
iinTpiaKoaTÖtr€^nTO(; \6to(; Archyt. 6
A 16 (255, 14. 27;.
iniTpiTO(;. sesquiieriia proportio Phi-
lol. B 6 (242, 6) etriTpiTo? \6fo<i Archyt.
A 16 (255, 23) ä ouXXaßä errixpiTov
Philo]. B 6 (241, 19). lo
ciTiTpoTreueiv. ttiv nöXiv ^TiiTpoTrcuöv-
Tüuv Tbrasym. B 1 (576,21).
^inTUTxoveiv TÖ ribiarov Thal. A 1
(6,4) CTtiTUxorv (töMßpoO) opp. diroTu-
X(£iv Demokr. (?) B 272 (433, 16) vgl. 16
€TriTi;x^O'
*inTU9Xouv Demoki*. A 135 (376,8).
iitirvxia. cmTuxi'rjv opp. ciitotuxCtiv
Demokr. B 275 (474, 7). Vgl. em-
TUYxav€iv. 20
^-iTKpdvai. iirfcprjiu» Emped. B 9, 6
(176, 2).
€iTtq)(!iv€ia ApoUoDs Hekat. B5 (459,
27) — Tp{T»i dpxn clq |i€t€0o<; iSpeu-
sipp. nach) PhiloL A 13 (236,20) ouofa 25
Pythagor. B 23 (274, 46) rnv eniqxi-
v€iav xpoiav cKciXouv B42 (279,16) d.
Pyramide (Speusipp. nach) Philol. A
13(236,11) KuXivSpiKTi, Kuivou Archyt.
A 14 (253, 47 fif.) rä^ tOjv T^.r\\i6.Twv 3o
€nxqpov€fa^ Demokr. B 155 (412, 82) toO
KOTÖTTTpou Emped. A 88 (171,31).
i-ni<pavr\c,. crrKpavcöTcpov (övciftoO De-
mokr. B 218 (424, 14).
€Tr»q)€p€iv. cinq)€po|LievuA' dist. «pepö- 35
^eva Archyt. B 1 (258, 19).
ivicppabTf\<;. kmtppdbkujci Parm. B 1,
16 (114, 22).
CTTiqppaZcöeai. emcppdaaiTO ouTu»
notlovxa Herakl. B 6 (62, 10). 40
^Tr(q>paSi(; (uöpiuv) Anaximandr. 11
(14,12).
^7riq)p(4TT€iv. kmcppaaaoniynuv kx-
irvoCöv Anaximandr. 11 (14, 10) toO ajo-
n(ou ToO ir€pi TÖv Tpoxöv (öcXiivTic;) A 45
22 (16,20).
€iri9p{TT€jv. x'^'^TOi viütok; iTtin6q)p(-
Kaotv Emped. B 83, 2 (195, 36).
^irix€lv. <€Tnx€l> Krit B 33 (683, 21).
EiTix€(pT)|ia (öuYTpaMMOToO (Zenon) B
2 (133, 16).
cnixßovio^. ävOpuntotOiv Emped. B
146, 2 (216, 27).
CTrixiupio^. ctnxuipiov dvbp&ai yviov
Emped. B 62,8 (191, 24) M Demokr.
B 259 (431,14).
kftixi'aK&leiv (Gorg.) C 2 (562, 21).
kn6fb 00^. sesquioetara proportio Phi-
lol. B 6 (242, 7) €TrdT6oo<; X<5to<; Archyt.
A 16 (256, 17. 29) ^irÖTftoov Qwnxtm
Philol. B 6 (241, 16. 19) Plur. opp.
6i60iq (242, 2. 3).
€TroiKTip€iv. eiTOiKTlpai Xeoophan. B
^ 7, 3 (47, 21).
eirojißpfa opp. aOxMÖ^ Herakl. A 1 (64,
28) Plur. Hipparch. 66 C 7 (449, 19).
^Trojuvuvoi. eirfopxov . . . €Tro^6aoT)l
Emped. B 115, 4 (207, 10).
CTTOtroiö«; Anekdote Pro tag. A26 (634,
16) V. Antiph. A 1 (587, 16).
eitoTTTcuciv. KaOapf^KTtv eTroTTTCÖcTqi?
MeXt-niiaiv Emped. ß 110, 2 (204, 1).
CTTdirrn? (666?) Epich. Gn. 23 (94,10).
eTTopcY^iv. dXXoiiuv CTTopeEeat Emped.
B 110, 6 (204, 5).
(^nopcTöeai). cTropeOvrai Emped.B137,
2 (213, 85 vgl. Anm.).
eiTO^. Wort. (pdoGai €iro<; Xenophsn. B
7, 3 (47, 21) €710^ (pÄTO Parm. B 1,23
(116,6) (ptjuveOvTa näv liro^ ki^v iravT\
billLWjui Anaxarch. B 1 (458, 8) — d>^
ciro^ ciireTv Antiph. B 50 (599, 20) cir^tuv
opp. Ipf luv Herakl. B 1 (61, 84) —
Vers. TO luo? (Hexameter) 6€Ka€irr<4,
ßafvexai ev tuii ftcHiOui ewea 0uXXa-
ßai(; . . . Pythagor. 45 B 27 (276, 47)
— k6ö|uov eireiuv Parm. B 8, 62 (121,
13) "0|ar]po<; . . . cueurv k6omov €T€-
ktVivoto TtavToduv Demokr. B 2^ (394,
16) TTepi KoXXoöiivri^ ^neurv A 33 (367,
46) = B 18* (394,6) — [epische] Dich-
tung. naiSefa^ Mepo<; irepi entiüv fteivöv
clvai = rä uirö tOltv "rroiTjTuiv \e^6\ie*a
Protag. A 26 (534, 12) rot 'EmwcSo-
kX^ou^ Ktt» TTapucvfftou lwr\ Xötoi 18
A 15 (108, 6) lini opp. TpoYun6(ai, ^1-
235
€Tiox€iö9ai
236
öupajißoi, KOTaXoY(i6r]V Xöfoi Hippias
Al2 (582,18).
k-noxeiaQai tCüi äepx xfjv yr\v Anaxi-
men. A 6 (18,27) 7 (18,42) 20 (20,34)
Anaxag. A 42 (301,33) — »öaepöv ctto-
X€Tto ftanpOüi* Emped. B 90, 2 (198, 2).
k-nr6i TG Km eEi^KÖvra Xenophan. B 8,
1 (48,8) — t6 ßpeq)o^ TeXeioöoeai ev
kma eßfeoiadöiv Emped. B 163» (216,
20) vgl. A 83 (167, 41) ... in omnibus
numerus septenanus plurimum possit
Hippon A16 (225, 6flf.) töv dpi&MÖv
toOtov e^ojjoioöoi xfii dmiropi NiKr^
Ka\ napeeviui Philol. (?) B 20 (247, 2 ff.
vgl. 268, 21 ff.) 0€Ö(;, etc dci (uv . .
dKiv^TO^ ktX. (247,9) öid €TtTä öxiM«-
Tujv f) fvwöK;, al ala6i^(Jei<; Hippokr.
12 0 1 (86, lOff.) eirru (pujvnevra, xop-
&a{, irXeidbe<;, 4v enrcc öbövrac; ßdAXei,
kma o\ km Qi\^ac, Pythagor. 45 B 27
(275, 34 ff ) PUadas Mus. B 18 (487,18)
'r&ba<i Hippias B 13 (585,13) €Trrd
aoq>o( s. Weise, Sieben Reg. II.
€irTaKaiöeKdnou<; (6üva|uti(;) Tlieodor.
4 (233, 14).
4iiTa|iTiviaio<;. Toviiua, öiot Ti Emped.
A 76 (165, 31).
eirxdiLirivo?. i^ €itt. Emped. A 7ö (165,
34) Tä km. (165, 35).
'EirTdfxuxo(;Tit. Pherekyd. 71 A2 (504,
32).
eirrdrovo^ s. tövo^.
^niuifen 'Opqxeuj? Eurip. 66 A 9 (471,27)
Plur. Pythagor. D 1 (282, 13).
iitwxUxv Epioh. B4 (91,22).
euuivuibio-^. frieoauvTiv KoX^ovTe^ einjü-
vünov Emped. B 17, 24 (179,1) TTau-
öav(tiv iiixpov kvniJvvpLOv [Emped.] B
156, 1 (218, 4).
^nujqpeXeia. iiruj^eXefrii; . . eWcxev De-
mokr. B 278 (435, G).
€ p a V 0 ^. oiou<; dv eve^Kim rölc, foveüat,
TOiouTOuq aii-xbc, irpoöftexou Thal. 73«
3 (522,3) vgl. 1 AI (6,12).
ipaoxr\<;. PXauiouvoq v, Krit.(?) B 75
(629, 20) iToibi \bpaiwi ^paaräi luev
Xap{Z€09ai koXöv ktX. Dialex. 2, 2
(638, 11).
^poTÖ^. lieXeujv eparbv 6^{ua^ Emped.
B 62, 7 (191, 23).
ep'x&ZcaQai dist. iroif iv (Prodik.) A 18
(666, 18) oi cpei&u}\ol . . . epfaZ6|uevoi
5 Demokr. B 227 f425, 20) ^pTO^o^evoi
KOI q)eif>6|uevoi . . . Antiph. B 53 (600,
1) ToOrä kpf(tZ6}Jiivoi Herakl. B 58 (70,
18) ^pfctörii opp. \ilr]i Demokr. B244
(428, 11) — qpoßo«; KoXaKei'riv epTÖZie-
10 TOI B 268 (433, 8) passiv. dvaiöfcöTUTtt
eipTOOT av Herakl. B 15 i,66, 1). Vgl.
epfteiv.
kp-faa(y\. TrXoOroq dirö KaKrjc; cpxaai'ri«;
Demokr. B 218 (424, 14).
15 kp-^&Tif] c,. ipfarai syn. oruvepTof Herakl.
B 75 (73, 5).
^pt M«. )üieTa|LieXeia eit' aiöxpoTötv ipf-
Mooiv Demokr. B 43 (399, 12).
epfov opp. 6vo|u« Herakl. ß 48 (69,2)
20 Hippokr. 12 C 2 (86, 2) Xötoc; epTOu
OKiTi Demokr. B 145 (410,23) tüji \6-
twi M^v - Ttjui b' eptwi Epich. Gn.
39 (95,22) X6tu»j imev — epfwi 6e De-
mokr. B 82 (403, 6) epYou oü Xöyou
2S xPtfav ix^i [Demokr.] B 302 (446, 10)
vgk 46 D 9 (291, 2) fA^re Xötiui juriTe ^p-
Yiui Anaxag. B 7 (316,21) €k Xotou f\
^PYOU apiaT0<; Anon. 82,3 (631, 14) rf^i
yXuJtttii epaouverai, tö 6' epYov av uap-
30 t^t ÖKvei Antiph. B 66 (601, 7) Kai
kniwv KaV epYUJv Herakl. B 1 (61,34)
6v Toi(; dvepiuTtiKoT^ «pYoi^ koi Xoyok;
Philol. ß 11 ^243, 19) cpY« koi rrpriSia^
dpexf^q opp. X6you<; Demokr. B 55 (400,
35 141) — cEck; epYWi fxvrjiuTiv Bias 73*3
(523, 10) xaXenuJTaTov t6 epYov oxav . . .
Polykleit. B 1 (229,16) — IpYov difß-
cUe eM Herakl. (?) B 96 (76,2) Kißön-
Xou IpYOv Demokr. B63 (401,10) qppo-
40 vTiötoi;, ävaKrfr\<jir\<; B 193 (421,14)
ÖKveiv i'va ouöev €pYov ÖKvetv Antiph.
B 55 (601, 2) — epYüt reXeiv OTrcp
av6p€<; Xenophan. B 15, 2 (49, 6) tö
epYoi Kai TTiv oüöJav tOü dpiOfnüj Philol.
46 B 11 (243, 8) epYCi Ttp<ia(J€iv ß(ai Krit.
B 26,10 (620, 31) — ^luiiriC epY« Xeno-
phan. B 2,18 (46, 10/ 'A(ppQhirr](^ Krit.
B6, 19 (616,28) spY« Tyj;; lwif\c; opp.
237
cpi90^
238
TipÄTiLiaTa Anonym, latubl. 82, 7, 3. 4
;'633, 31. 34) vgl. 7,ö (634,6) 7,7 (634,
16 ff.) äitavra öauTOÖ epY« HippiasA
12 (682, 10) ecAv, Ti)xnq Thrasym. B
1 (576, 26] ~ €pf (ii6nAa (neXfoio),
Trcpitpoixa oeXrivric; l'ai*m. B 10, 3. 4
(122, 28. 24) «pe^ia Emped. B 17, 23
(178,20) <iT«eu)v MfAehrJMOveg B 112,2
205, 9) TravToduv . . \i6Xiora aotpütv . .
€pTUJv B 129, 3 [211, 16) ay^erKi epta
ßopä<; B 139, 2 (214, 14) im KaXoTg
(pXaüpoiai e. Demokr. B 63 (401, 9)
(pauAujv B 190 (420, C) biKaia koi v6-
^l^a B 17 1 (417, 5; TÜ HetotAa B 260
(429, 10) 6euö8ai tu koAü tüiv IpftJuv
(vgl. xp»wa) B 194 (421, 18) — Äcker.
epYO ^ei'öra Einped. B 121, 3 (209, 1)
TCt €V ToT^ cpYoic (Bild d. Kosmos)
Philo]. B 2 (240, 5) tpfa KaxeöKeu-
aöjieva Anaxag. B 4 (315, 10).
^p6eiv n Mn Demokr. B 2ö7 (431, S) xä
xprj eövxa B 256 (430, 18. 19) vgl. B
174(417,8) ipbiiv XI nXiiMMeXt^ B181
(418, 17) epbouöiv epuTn^ äha B 262
(432,1) aiöxpa epöovxa B 84 (403,11)
Xo^uui aTravxa, ep^wi ou66v epfeovx€(;
B 82 (403, 6) troXAa ipEei dvöpöq dfo-
6oö cHia, TioXXä öe tpXaOpo ouk cpEei
B 35 (398, 22. 28) — rac; ajac, ^Kpä^
^p&€i B 213 (424, 2) — Tcvvav ♦eoptev
{NeTKo<;) Emped. B 22,9 (181,22). Vgl.
kpfäZeoQai.
cpIPivGoc;. uiToxpüjYovxa €p€ß(v9ou^
Xenophan. B 22, 3 (50,9) xiupk £lvai
Toü? Kudfiouq Ka\ xou? ^. Demokr. A
128 (372, 28).
"Epcßoq laeXav (Orph.) A 12 (472,8)
'Epeßou^ €v dtnefpoöi koXitok (472, 9)
6|üiixXu)fee^ B 13 (477, 17) = xr]v appeva
(dpxnv) Akusil. Bl (612,24). Vgl.
Eeg.II.
kpkQio^a (0u^iToa{u»v) EriU Bl (613,
16).
ipelbeiv. 6nr]i k€ xi^ ai€v ep€ibt\i (xö
€6v) Emped. B 12,3 (176,29) 09 döi-
vf\taiv Oirö TtpaTrCöcooiv ^p6(oa<; B 110,
1 (203,84) xou^ -nobaq cpctöai Demokr.
B 228 (426, 2).
epclv s. XeY€iv.
^pcuväv. kpeuvwv ^vKjf\paiv {\cipfxaxa)
Eiioped. B 101, 1 (202, 6).
^pTj|ualo<;. vuKXÖ<; €pr)|iiair)? dXaantiöo^
5 Emped. B 49 (189, 8).
epimoq. xOuvb' ovbkv eprifiov Emped.
B 17,33 (179,10) xö i^fj ^piifiou^ ctvoi
Demokr, B 265 (430, 18).
^pi&dvxrii; Plural Demokr. B 150 (411,
10 24).
€p(feouno^. ciKoi^v Emped. B 4, 11
(174, 20).
epiZeiv dist. ö|Li<piOßrix£Tv Prodik. A 13
(566, 15).
15 ^pt'veo^. ou6€ . . . oöiov eoxi iy clpi-
veotöi €i|nacTi 6aqp9f^vai Pythagor. 4, 1
epiov. T^v . . , eoiKcvai ^{ok; kokuk;
eEa^^€volq Kleidern. 5 (327, 20).
20 ^ptonu)Xai Krit. B 70 (629, 6).
"EpK- Discordta Parm. A 37 111,20)
KaKT^iai biax|birjöevx' 'Ep{öe<Jöiv (fu^o)
Emped. B 20,4 (180, 7) 'ipibo<; evoitX(ou
opp. c^iXoK<iXou eipr\vr\^ Gorg. B 6 (667,
25 28) — irctvxa kox' epiv T^vecrßa» Herakl.B
8 (63,4) 6iKriv epiv, trdvxa Kcx'cpiv B80
(74, 1 f.) x6 em fcvcöiv afov nöXejxo«;
KOI ipic, A 1 (55, 23) gegen Homer (Z
107) verteidigt A 22 (61, 17) xoi'tuv ?k
30 x' epiöujv €K xe crrovaxOuv CYCveööe
Emped. B 124, 2 (209, 26) -^ rV xöv
dyaöAv epiq luqpeXct xöv ZrjToOvxa . . .
[Demokr.] B302 (446,8) — "Epibec, Tit.
Zenon A 2 (127, 14) aovpiaxdc, = xoü<;
35 ucpi xfjv eptv 73^1 (624,13). Vgl.
Reg. II.
€ p i ö X i K 6 q. epiöxiKU)(; cfuXXoY(2!ovxat
tAiKiOCoi KOI TTapfi. Aiistot. 20 A 7
(141, 16) epiiJxiKÖc; v. Leukipp. A 33
40 (349,10) xu»v ^piöxiKdiv ttvo^ ^x^vvrj-
öev V. Protag. A 1 (526,6) xexvi «pi-
axiKri 73^ 2 (626, 4) 'Xötoi ipioxtkoi
Protag. A 3 (528, 6) Gorg. B 14 (569,
30) Texvn kpiariKwv Tit. Protag. A 1
45 (526, 26) = B b (538, 10).
lpt(po^. kpl<pov ffKcXo? Xenoph. B 6, 1
(47,11) — kpKpoc, €(; foK' Irrexov orph.
Symbol 66 B 18 (480, 31) 20 (481, 11
239 4pMriv€(o 240
vgl. Anm.) — 'Epiq>oi Sternbild {haedi) epuie iv. ipiuei Qvn6v Demokr. (?) B 298a
Kleoatr. B 3 (502, 22) Mus. B 8 (485, 17) (438, 20).
Demokr. B 14,4 (391,35) 14,8 (392,46). 'Epu»? s. Reg. IL — imQvtila: kpwt;:
kptxr\y€{a. r^ x€ ßpoxiixti? koi t6 ß<4- |nav(a Prodik. B7 (572, 9) TTcpi 9<S-
poq Tfi<; epfi. V. Herakl. AI (65,16) 5 ö€U)^ epimo<; f\ epu)TUJv(?) Krit. B 42
TTiv kpfjiY\veiav än\f\v koi ö€)ivr|v (nap- (626, 12) eptura koi qpiXiav kn öföoa&i
lx€<ieat) Diog. B 1 (334, 3). Phiiol. A 12 (235, 11) &{koio^ epwq
€pjLUiv6U€iv Tct n€T<iXa neyaXiu<; Gorg. Demokr. B 73 (402, 8) vomVuuv ^pu&-
A 1 (644, 10). Tujv opp. i]i(p6rov dpeo^ Gorg. B 6
'Ep|Lif)(; = \6foc, Theagen. A2 (511,27) lo (557, 28) €pu)T€<; tzomöioi ßi'ou Krit.
'EpMoO TÖ Terpdtufvov PLilol. A 14 B 15, 1 (617, 2;.
(236,47) — Planet Anaximandr. A 19 epuixäv. epwrujvu. epu»Ta»|Li€vo(;Arittot.
(16,4) 30, 5 (233, 15.35) Demokr. A 92 19 A 14 (129, 18).
(367,26). Vgl. Reg. 11. epwrr]at<;. obi ip{uvf\aewc,i\6foc,) opp.
ip6ei<^. NjiMcpTii^ Emped. B 122,4 (209, 15 laaKpö^ koi öuv€ip6|Lievo<; Nausiph. B2
12). (465, 29) Teil d. Xöto(; Protag. A 1
4pTreT6v Herakl. B 11 (64,7) epTcerd (526, 16 vgl. 19) TTepi ^punri^iöeijuv Tit.
Entstehung Orph. B 16 (479, 37) itcpi [Demokr.] B 306 (446, 46).
Kivaöeujv Te koi epirereuiv . . . Demolo*. ^pu)ttitik6?. X6Yoiopp.pr]TopiKo{Gorg.
B 259 (431, 10). 20 B 14 (660, 1).
^ppiu|Lievu)(; B. ^ujwuvai. epuuTiKÖq. jaejatj^iv (?) Demokr. B 271
€pu6po{veiv. ipu9paiv€ö6ai rifiä^ 6ep- (433,14).
lumvo^^voug Demokr. A 135 (377,42) kq usw. siehe 6i<; usw.
TT^v auTqv (rjXi'ou) Metrod. v. Ch. A 17 eoOeiv koi Tt(v€iv aü|uiueTpa Krit. B 6, 26
(452,6). 25 (616,4).
^puGp6^. xPiI'M« Emped. B 92 (172,24) €0Qr\c,. xiyv öcpercpiiv eöef^xa ex€iv
Demokr. A 125 (372,16) 135 (377,39) Xenophan.B14,2(49,3) eibuiXa *e(TenTi
in d. Mischfarben (378, 3 ff.) 'EpuBpä Km KÖOfioii bianpenka Demokr. B 195
Q6Xaaaa 55 A 1 (350, 26) 'EpuOp« 66 (421,19) ircpi xä? eöS. (troXuTeXeöTaTOi
A 1» (470, 14). 30 ol 0€TTaXo{) Krit. B 31 (623, 1).
^puK€iv. it(ötiv cpuKC Emped. B 4, 13 eöSi'eiv. tujv 8uöf|Liujv XPH ^<JÖ(eiv |ui6-
(174, 22) öcfö' ex« NcTkoi; epuKe liexdp- vov (vgl. aapi.) Pythagor. C 4 (281, 1)
oiov B 35, 9 (186, 2) aiGfjp . . . öjLißpov T(ixw; koi eneiEi«; dneaxuj xoö e. [De-
epuKei B 100, 18 (201, 7). mokr.] B 302 (446, 12) ökööov av xpövov
(kpvaine\(X(;) pusiila ßolos 55 B 300, 3 35 eoöiWiv f\ irlvujoiv Demokr. B 235
(440, 21). (427, 5) eaQloi eppu^nevu»^ Krit. B 32
€px€ö9at. eXeuoojiai k<i ■n6pov u|uvujv (623, 12).
Emped. B 36, 1 (185,27) fjXeov eU kaQkdc^. Xötoq opp. <pa»5Xri Tipf^HK De-
'ABiiva? Demokr. B 116 (406, 27) r^Xu- mokr. B 177 (4l7, 20) — ^aXenov
eo^cv Emped. B 120 (208, 24) eXGuJVTi 40 effGXov e^Mevai Pittak. 73» 2 (519, 33)
Archyt. B 3 (262, 20) (ieXexuq . . . 6iot vAv^^ töv k. Kdv |iUxo^^ beiKvuai iffj^
(ppovxiöo? €X9dv Emped. B 131, 2 (Krit.) B 24 (620, 1) fteiXiüv t€ koi
(212, 2) öid Kivöuvujv (^eeiv) Thra- eoeXuiv Mus. B 7 (486, 14) vgl. öciXd
sym. B 1 (677, 2) t^XGcv el^ Gdaov . . . (fceivd Hdss.) koi iaQXA Emped. B 15, 3
6X6d)v ToU ^vxaOGa exöpö«; ^t^v€T0 45 (177,7) deXoVToi(;^(T6XolOi opp. KÖXaofjia
Krit. B 44 (626, 23. 24) eXOcuv Antiph, xoi<; KaKoiöiv Krit. B 25, 3 (620, 24) ...
B 54 (600, 15) t{ k€ koi iröeev eXe6v eö9Xd dya<pa(vni Xenophan. B 1, 19
Emped. B 17, 32 (179, 9). (45; 7) (ppovdv (Demokr.) C 6 (448, 13).
241
€T€pO?
242
ccTTT^pa. r\o\i<^ Ka\ kotiipai; Tcpf^ara
Herakl. B 120 (78, 10) ffipa<; i^Mcpac;
Emped. B 162 (216, 14).
'Eöltcpoq = 0iu<yq>opo(; Farm. A 1 (106,
11) S. 672 (Anm. z. 106, 12) Porta 5
vesperia (Canis) Anaxag. B 20 (322,2).
Iot(6) ckv Xenopban. B 6, 4 (47,14)
Emped. B »42, 2 (187, 28).
*E<yT(o. T^v iLiovafciKrjv qpuaiv 'E0T(a<;
Tpöirov €v niawi löpOcrBai Parm, Em- lo
ped. (?) 18A44 (112,1) tö ^v ^v tOji
fjccruji Täq aqtaipac, kojta KaXeTrai
Philol. B7 (242, 11) vgl. A 16 (237,
14. 19) 17 (237, 28) 'Eöxfav & oi <Jo<poi
KoXoOoiv »iiLieviiv ev aiBepi (faia) i&
Eurip. nach Anaxag. (?) A 20«» (298,
23. 24) Tnv T€TpaTU»vou Y^viav . . .
'EöTfac; dnoKaXel Philol. A 14 (236,38.
237, 6) — d<p' kaTla<^ dy^^eGa YuvatKa
Pythagor. C 4 (280, 41) vgl. C 5 (281, 17). 20
Vgl. Reg. n.
iöTiii TU)v TTpcrfiLtdriuv Philol. B 6 (241, 2)
ioToö<; (241, G). Vgl. eÜ€0Tu>, KaKeöru».
loxaroq. öXuMTTOi; Parm. B 11,3 (123, 7)
OÜ66V aÜTOö (sc. ToO övTO?) eöxarov 25
€(JTa» Zenon B 1 (133, 11) eE cöxotov
löxaTO NeiKOc; Emped. B 36 (186, 16)
£V TAI iaX"TU)l TTÖTCpOV eKT€lvai|Jll &v
TTjv X€>P« • • • ^ ou ; Archyt. A 24
(257, 16) €öxctT0v, irepa«; nicht = t€- 30
XeuTti (Prodik.) A 15 (565, 34) — €ir'
iOxaia Tepiiora kükXou Emped. B 35,
10 (186, 3) ^ivurv eaxaxa repöpa B
100, 4 (200, 18) — Übertrag, ußpi^ €.
Demokr. B 111 (406, 4) irevfri«; B 219 35
(424, 18).
iowBev Xenophan. B 30, 3 (61, 10)
Emped. B 100, 13 (201,2).
ir&teiv. ... £r6Zr\i xou? döiKeovxai;
Demokr. B 266 (433, 4). 40
€Taip€(a. Bepaueuc exatpefav Pittakos
73=^ 3 (622, 20).
4xalpo<;. exa(pou^ Y^v€aeai Demokr.
B 255 (430, 14) eraipout; noioOvxai
6uma^ irXotjxou kxX. Antiph. B 65 (602, 45
24V
€xei^. exer^^ dmiXXaKxai (6 dv9punro0
Demokr. B 6 (388, 0) cxcf^i ouöcv ^<J^€v
B 7 (388, 8) vgl. B 117 (407, 4) 8 (388,
11) 10 (389,1) ix€f\i oxoMo Km kcvÖv
opp. vö^iwi B 126 (408, 17) 9 (388, 19)
A49 (361,18.28):
€xepoIo?. ei xpix^i Mifii ... exepoiov
yivcixo (xö i6y), öXeixai iräv Meliss.
B 7 (145,9) vgl. (145, 14) B 8 (147, 16;.
exepoioOv. (xö eov) oüxc |Li€xaKOO|uou-
juevov G^öei oux€ ex€poio\5ji€vov eiöci
Meliss. A 5 (137; 974*20) vgl. B 7
(145, 0. 13) B 8 (148, 4) [coni. ^exa-
ir^Tixeiv) (148, 11) itdvxa xä övxa dnö
xoO auxoö ^xtpoioOoGai Diog. B 2
(334, 9) excpoioöxo coni. luexeitnrxe
(334, 14) vgl. (334, 19) B 5 (336, 11).
exepoi'iuöK. iroXuxpönou eouarj^ xr\(;
exep. Diog. B 5 (336, 18) iroXXai exep.
eveiöt Kai ri6ovf|(; koi xP^)'»^«; ctTreipoi
(336, 4) UTTO xoO ttXjiGco^ xtuv cxep.
(336, 16) xäe; aiaQif\aeic, koi rac, voriöei?
exepoiuiöeK xoö öoi^axot; Leuk. De-
mokr. 54 A 30 (348, 45).
exepofxi^KTi?. ex€p6miKe<; coni. xcxpd-
Yujvov: dpxai Pythagor. B5 (271,28)
Zahl Theodor. 4 (233, 10) Pythagor.
B 28 (276, 26).
ex€po(; xdjv dXXmv Philol. (?) B 20 (247,
10) uqp' exepou (opp. vrpi' leauxoO) €irai-
veeöGai Demokr. B 114 (406, 12) <exe-
pu)v dpxövxuuv) oKoueiv (opp. naaxeiv
aüxou^) Thrasyra. Bl (576,23 vgl. 28)
exepurv Xöfov ev xu)i 0q)exepwi ^vovxa
(577, 16) eqp' exepoiai yir^eaQai De-
mokr. B 266 (432, 2) x6 (pwq napvf-
Yuüj)ii€v Tol^ emfi'fyoixivoic, €xepoi(;
Antiph, B50 (599,21) naxbeia Ivepoc,
Y\\ioc, Herakl. (?) B 134 (80, 24) iöuiv
dvfjp äv6pa €xepov Antiph. B 54 (600,
11) €X€pov öWMa B 49 (699, 5. 10)
excpov Tiva ß{ov B 53* (600, 8) —
exepa Diog. B 6 (338, 4. 14) kripm
Demokr. B 275 (434, 8) Plur. Diog.
B 6 (337, 18. 23. 338, 19. 339, 2. 3. 4)
— xö €X£pov Zenon B 2 (134, 3) lx€-
pov oiiöev Anaxag. B 12 (319, 11) xö
excpov d(p€X6|Li€vo(; djwpoxtpujv dire-
oxepnaev Antiph. B 54 (600, 29) xAi
ö' exfcpiui (€vavxiu»i) Parm. B 8, 58
243
6Trio(ai
244
(122, 2) ä€i €Tepa jueraHi» tCüv övtiuv
Zenon B 3 (135, 1.2) — cTCpo^ €T€pov
Demokr. B 245 (428, 19) ^xepa Ka\
lT€pa Ö6crm Herakl. B 12 (64, 12)
Kopu(pä<; ^Tepa«; CTeprjKri irpoödtTtriuv 5
Emped. B 24, 1 (182, 12) — duextiv
TÖ erepov diro toO erepou Zenon B 1
(183, 7) . . . 0UT6 CTCpOV TrpÖ^ CT. OlIK
^öTOi (133, 11) oxjbkv eoiK€ t6 cxcpov
TU)i CT. Anaxag. B 4 (316, 1) . . . hm- lo
Kpivetai exepov oiitö toO kr B 12 (319, 9)
ei TOUTUjv Ti i^v erepov toO kr., ^xc-
pov xf^i ibiai qpuöei Diog. B 2 (334,
12 vgl. 15) |U€xexci ovbk Iv öyioiwc,
xö €x. xaii ex. ß 5 (335,24) öfioiov ... 15
xb ex. xuji ex. (336, 12).
^xriöfai. Entstehung Metrod. v. Ch.
A 18 (^52, 12; Ursache d. Nilschwelle
Thal. A 16 (9, 33 ff.). Vgl. aveno?.
ex 1^0 10 5. Nilschwelle uirö xiiv exriöfuuv 20
Thal. A 1 (6, 14) Demokr. A 99 (368, 30) .
ex1^xu^o<;. d66v Parm. B8,18 (119,16).
Ixi. noch, luiövo^ (|uoOvo^) 6' exi Parm.
B 1, 37 (115, 19) 8, 1 (118, 88) 600'
ex» Emped. B 35, 9 (186, 2) — exi 25
xe Pherekyd. (?) B 8 (475, 13) exi öe
Archyt. B 1 (259, 15) Diog. B 4 (335,
18) xoO lieXXovxo^ *exi Ka\ <i&i}\ou
Kpe<i<Jov D.emokr. B 295 (438, 7) xö
Iti xojjxujv aiöxiöxov (? ai'öxiov Her- 30
eher] Krit. B 44 (626, 28) - (nicht)
mehr. oOk öv exi Meliss. B 1 (146, 2)
7 (I4Ö, 6) ovV ex k<; (?) Emped. B
100, 12 (201, 1} - künftig. Thi-asym.
B 1 (576, 27) m^öev exi xoioöxov eaxai 35
(577, 11).
4xoI|Lio^. oTvo«; Xenophan. ß 1, 5 (44,
20) Ttctvxa Pherekyd. B 2 (508, 7).
€xo<;. uööa xoi exe' eöx( Xenophan. B
22, 4 (60, 10) xiKiiuv ^xujv Ii'ßuUa 40
^HiKveixai xfii qpwv^i Herakl. B 92 (75,
15) |iup{oi<; exeoi Meliss. B 7 (145, 9).
exunoXoYcTv xö Tf\(; H'vxf\c, övoua
Herakl. und Hippon A 10 (224, 15).
exufioq. eoiKÖxa xoTg; exuj^ioiai Xeno- 45
phan. B 35 (52, 4) exü^u;^ B 8, 4 (48, 6).
€u MoXa itoXXuiv Herakl. B 35 (67, 16) —
eö öebatlixe Emped. B 23, 2 (181, 26)
eO XofiteaQai, eu Xefeiv Demokr. B 2
(386, 8. 4) \ir\b' eu xöv ex6pöv (Xe^e)
Pittak. 73» 3 (522, 16) eu q)poveou<n
Demokr. B 95 (404, 9) 6päv B 96 (404,
12) TTOiViöiüv, •tre-iToiTmevuiv B 265 (432,
18. 14) Beilii ö|iioiov exei 6 ävöpuJTroc;
xö eu uoietv Demokr.] B 302 (446, 4)
xujc q)iX(u<; eu uoiev köXov opp. xu>^
exOpox; Dialex. 2, 7 (638, 20) *6u xe-
xoKxai (ß(o<;) Demokr. B 61 (401, 6)
oiEexai eu (xct xaxä xr^v n6Xiv), evi 6^0-
ILievri (ir6\K) B252 (429,10.18) irdffxeiv
eu opp. eueptereiv 248 (429, 5) eu
äKoueiv Autiph. B 49 (699, 9) — xö
eu . . bia -rroXXüjv dpiSiuuJV f fvexai Po-
lykleit. B 2 (229, 26 vgl. Anm.) xö eu
xö dirö xOüv dpi9fiüjv Pythagor. B 27
(275,18. 276, 8 ff.) xö eu irapa xoiv
eeüLiv (vgl. dYaeö<;) D 2 (283, 6).
eua^t^«;. Mi'ou Parm. B 10, 2 (122,22)
eua-fi\ ;xä öKXripd xu>v XeuKiuv) De-
mokr. A 135 (377, 29) xXiupöv euaye^
(378, 21) wohl authentisch.
tuapeaxriOK; ßi'ou xeXoq Herakl. A 21
(61, 16).
euf eveia 'KXiqveiuv, dvGpiüirujv) Demokr.
B 57 (400, 18) eufeveiav t^e(pel XaßeTv
E:rit. B 15, 2 (617, 8).
evfXw-XTla V. Krit. A 17 (612, 9) Ano-
nym, lambl. 82, 1 (629,26) 3 (631,7).
euTvul^uiv def. Demokr. B 231 f426,10).
€uöai|noveTv. €u6ai|uovoO(Jiv dvdpuuirot
öpSooiivrii KOI troXu<ppo(Juvrii Demokr.
B 40 (399, 7).
eüöai|L»ov{a. si fdicitas esset in delecta-
tionibus corporis . . . Herakl. B 4 (62,
10) ouK ev ßocfKiifiaöiv oIkci oOöe ev
XpuO'Jut Demokr. B 171 (416, 16) eüöai-
luovirj ifuxfjt; KOI KaKoöai,uoviri B 172
(416, 13) vgl (Plat.) Demokr. A 167
(383, 41) ouviöxaaeai ex . . . xfj? 6ia-
Kpföeux; xüjv t'iöovuiv (383, 46) rf\<;
TTopd xoTi; öuvdcJxriiai . . euöaifiovfri?
opp. •neviti B 261 (429, 13) eüöai|uov{a
= (?) xpuq)ii u. TToXuxeXeia opp. k(xko-
öaiinovia (vgl. Z. 39) (Antiph.) A 3
(589, 10) EuftaiMovia (Kaxia) Prodik.
B 2 (568, 28).
245 €Oeö? 246
Extbai\ioviK6c, V. Anaxarch. A 1 (454, €Üiikii<;. ßdEiv Emped. B 112, 11 (205,
26) 4 (465, 35) 8 (456, 36) 9 (456, 41) 18).
14 (457, 23) B 1 (407, 34). eüi^vio?. apua Emped. B 4, 5 (174, 14)
€06at|uiwv defin. Thal. A 1 (6,8) feliees eürivitjCrraTo Antiph. B 70 (603, 1).
Herakl. B 4 (62, 1 1 j TTepi dv6pö<; dfo- 5 euGeveio (<JKi^veo<;) opp. i]Qeoc, €i)Tpo-
eoO KOI cüftai'iuovo^ Tit. [Archyt.] ir(ri Demokr. B 67 (^X), 19).
S. 264, 11 "HXk; it6At? e\ib. Gorg, B 10 «uGiiXctv. rot £u9n\€0VTa Demokr. B
(558, 24). ^ 276 (434, 11).
€u6etv. ÖKÖaa euöovTcc; ^mXavödvovToi eüepujTTo?. eüöpuirTo Demokr. A 135
Herakl. B 1 (62, 3) ÖKdaa tö6ovT€(; lo (377, 30. 32). Vgl. ciieiJTpimo^, ii)Q6-
(6p^ofX€v), uirvoi; B 21 (65, 20) tuiv ixopoc,.
anTCTai T€Oveu)To<; euftujv, eTPHTop*^^ eieüfviufioc; Demokr. B 181 (418,
euiovTo? B 26 '66, 8). 19).
cubrjXo^. toOto cuftri^ov Diog. B 2 euGÜTpamuo^ fujvia Oinop. 14 (231, 18).
(334, 10). 16 Pythagor. B 20 (274, 3) Hippias (?)
€uö(a. ev)6iu»v coni. uc-rtüv, dvemuv B 21 (586,15).
Diog. B 3 (336, 9) Übertrag. e\)hlr\c, €i)öu|LteTv. €u6u|i»€i opp. dviQi Demokr.
eix€To V. Perikl. Protag. B9 (540,3). B 279 (436, 18) €u8uM€Toeai (defin.) B 3
eoöfo&oq. Tropoi Demokr. A 135 (377, (386, 14) ^nf B 191 (421, G) cOeuMcö-
37). 20 ji€vo^ ciri opp, öuaOujj. B 286 (437,4)
€ii&(oitTo<; Demokr. A 136 (378,40. €{»euMrietvT» opp. dvirjeevri B 189 (420,
379, 4). 4). Vgl. ciiGuMia.
€ufcoKiM€lv dist. €itaiv€ta9ai Prodik. eüöufifa. TTepl euöunfrjc; Tit. Demoki*.
A 13 (665, 19). A 33 (367, 17) = B 2c (386, 9) Hip-
€i)6oE(a Anonym. lambl. 82, 2 (631, 3) 25 parch. 66 G 7 (449, 6 vgl. 8. 30öft.) —
6öö^ €i<; €ub. Herakl. (?) B 134 (80, 26). tiXoc, (= eOba»^öv(a, eueaTiu u. a.) De-
€ij&oEo(;. TiMf^q Emped. B 4,6 (174, 16). mokr. A 1 (362,88) 167 (383,44) 169
€U€i6i^«;. cn eveibeX xep( Emped. B (384,5. 11) B 4 (386,22) t6 KpuTiaiov
100, 10 '200, 24). A 166 (383, 37) t^CTai |Li€Tpi6TT)Ti xep-
ivella opp. dKpaoia Pythagor. D 8 so »jito^ koi ß(ou awrr\pir\i B 191 (420, 9)
(289, 19). cüOuiudi^ . • • ^dZüt jioipav incG^Eci B
(Eu€pT€a(a?) Bmeficmm Demokr. A 258 (431,6).
76 (365, 31). euBuMOc; Demokr. B 174 (417, 5) i|iuxa(
€u€pT€T€Tv ß{ov Demokr. B 248(429, 4) B 191 (420, 14) eüGuMÖTepov 5niH€ig
absol. [Demokr.] B 302 (446, 5), 35 (421, 10) zitiert v. Hipparch. 65 C 7
eu€pTeTri(;. ö^lX(a Pythagor. D 5 (284, (449,48).
18). ciiGuva. euGuvov exepout; dSiuiv öiöövai
6ueöTi6 (€u6ai|uov{a) T€Xo(; Demokr. A 1 Ka\ auxo^ öncxe Solon 73*' 3 (521, 11).
(352, 86} 167 (383, 44) B 4 (386, 28) €u9üuopo(;. cuGunopa Demokr. A 186
140 (409, 26) vgl. 63 A 1 (466, 6) 80 B 40 (377, 29). Vgl. €ii6i5rpuiT0(;, euGpuTrro.;.
22 'öOö, 16) vgl. ei)9u|jiia. n Eucard) €u6ü<;. eüGü koi KajiimiAov: dpxaf Py-
(Tit.) oüx ciipiOKCTai Ö4 A 33 (357, 18) thagor. B 5 (271,26) tö «uGu (öuvomi^
vgl. B 2« (386, 9) irpoq eueöToöv toOto dpt6MÜ)v) B 27 (276, 9 vgl. 13) bhhc,
iphew B 257 431,3). Vgl. iarw, eüGeia Ka\ ökoXu^ Herakl. B 59 (70, 15)
KaKöJTO». 45 (TPOMMn) Thal. A 20 (10, 17) Oinop. A 13
€ ü n 8 n q opp. KOKOtiGrie; Bias 73^ 3 (623, 4) (231, 13) 14 (231, 17} Archyt. A 14 (253,
6unÖ€(; opp. öuDqppoveovTÖ^ eaxiv De- 40 ff.) Pythagor. B 20 (274, 2) Antiph.
mokr. B 67 (401, 19). B 13 (593, 29 ff.) oft. iröpot Demokr.
247 cOBuTpuiTo^. 248
A 186 (377,37. 378,41) (pXi^ec, (373,35) B 2 (614, 6) Euva^n EmpeA B 123, 1
tu eu6ea («purä) tüjv ökoXh&v ßpax"- (209) l^j«
ßiwTcpa. . . A 162 (382, 39) — sogleich euvK;. ßpaxfov£<; cvWtbe<; wmuv Emped.
Emped. B 100, 24 (201, 13) — teil? B 67, 2 (190, 8) *€uvi€q dyciuv B 147, 2
€xov Parm. B 1, 21 (115, 8). 5 (216, 2).
€i)9uTpuiro?. cüeuTputro<; Demokr. A €i»vo|u(a opp. avoiila Anonym. lambl.
135 (377,27). Vgl. euepuirro«;, €uei5- 82,6(633,12) 7 (633, 16 if.) iv cövo^Cni
itopo^. dvai Xenophan. B2,19 (46, 11).
€UKaTt)f 6pr|T0(; 6 ßiO(; Antiph. B 51 cuvoia. euvotav opp. KoXoKediv Demokr.
(599, 22). 10 B 268 (433, 9) trpö? xoür, uTtoTeraT-
€UKXe{a Antiph. B 49 (599, 9. 15) Krit. yiivovc. [Demokr.] B 302 (446, 44).
B 16, 10 (617, 1 1 ) Anonym. lambl. 82, 2 euvoöxoq = OpiSaE Lykos 2 (268, 13).
(630, 24). €uEuveo(a Krit. B 73 (629, 15).
€UKoXo?. euKoXov TÖ uXXu» vnoQiaBai euHuveTo? oEuöepKefr) Demokr. B 119
Thal. A 1 (6, 4). 15 (407, 26).
€ÖK0|Li0(;. ZeXi^vrig iiuKÖfioto Epim. ß2 euoTK^n äacpaXiaxepov ii(.-faXo-piiY\q
(494,22) 6lv6pe<nv iiuk6moi<jiv Emped. Demokr. B 3 (386, 1»).
B 127, 2 (210, 12). €uo6|u(a Antiph. B 8 (592, 31).
euKpaöia Anaxag. A 67 (306, 15). eOopftlToc;. euöpYrjToi Trpö? tö irpeirov
euKpaxo?. €YKeq)aXo? Demokr. A 135 20 Gorg. B6 (567,22).
(374,33). euopKcTv. eüopKt^oavTo? Gorg. B 15
eiiKUKXr^C. 'AXrjeeiV Parm. B 1, 29 (660,18).
(115,11). Vgl. cukukXo?. euirai'öcuToq ttjv q)uc»vThal.A 1(6,9).
eviKUKXo?. a<paipr)?Parm.B8,43(121,4). €UTr(4XoiOTo<; opp. öviöiroX. Epich. (?)
Vgl. eÜKUKXn<;. 25 B 6 (92, 15).
€uXa߀ia. KaipOJi euXdßeiav (sc. eEck;) euircxcdi Demokr. B 178 (418, 8).
Bias 73*3 (523,11). cuTterriq. oük £uir6Te(; m. Inf. Demokr.
€uXoßi^<; Demokr. B 91 (404, 2). B 253 (430, 7).
€11 XoYC^v Demokr. B 63 (401, 0). cuiropeTv. tunopoOvra opp. diropoOvTO
€uXoYia äivaoc, Anonym. lambl. 82, 4 30 Kleobul. 73*3 (521,2).
(632,22). Vgl. kXco?. euuopia. eutrop{nv 6i66oiai T€T|Lif\o6ai
€v\6fiaro(;. ävbp6c, Demokr. B 236 Emped. B 100,5(200,1») eE €Ütropirj<;
(427, 11) — d.piQn6(i opp. ircpiTrd? de, nevir\v Demokr. B 101 (405, 2).
Pythagor. B 27 (275, 19). €UTropo<; rnv i|;uxiiv Thal. A 1 (6, 9)
€ÖXoYXO?- cuXÖTXWv TuxeTv elftiuXiuv 35 eunopov m. Inf. opp. airopov Archyt.
Demokr. B 166 (416, 31). B 3 (262,9) opp. diropiwTaTov Demokr.
€u^apt^(;. €i»|iapetu^ Demokr. B 223 B 106 (405, 11).
(425, 7). ۆitoT|bi{Ti coni. dvuj6uv(r) Protag. B 9
€0|n€V>^<;. euncvlw«; Emped. B 110, 2 (540,4).
(204, 1). 40 eunpaSCa. KTf^öai eimpaEfov Bia8 73»3
£ii|i€T(SßoXo<;. Tr{öTiv (66Eri?) Gorg. B (623,10).
11 (559, 8). tv-npenr\c, riyv o^nv Hippias B 4 (684,8)
EujuoXirfa Tit. Mus. B 11 (486, 11) 12 cunpcireeaaiv xa^Triiöiv Xenophan. B
(486, 19) vgl. (484, 15). 3, 6 (46, 20).
€U|iopq){a TuvatKuiv Emped. A72(16ö,5) 45 cöpiiro?. eupiirou rpÖTrov Hipparch.
coni. {ox6^, veÖTTjToc dtaed Demokr. 66 C 7 (449, 26).
B 294 (438, 8). eOpfoKCiv. cOpCcKouaiv öXC^ov (xpucröv)
€V)vaToq. eOvaiou X^xou<; K(iXXo? Erit. Herakl. B 22 (66, 22) €up{(TKOi Diog.
849 eöq»piwv 250
B 8 (335, 9) eOpiaicE Antiph. B 64 (206, 14) Stc t»iv — c&tc bi fi 9, 4
(600,16) €6p»iö€is (tö voctv) Parm. (176,1) 6ir6Tav mcv — €&rc b€B 100,8
B 8, 36 (120, 16) (TcmcTov) Demokr. (200, 82) 6im6xi ^ev— cötc 6l B 100,
B 149 (411, 19) €ilpev opp. dtnuAcoc 25 (901, 14).
B 272 (433, 17) €Öp€tv (tö oXov) Em- 6 €utoXmo<:. <pp€v( Krit. B 16,2 (618,2).
ped. B2, 6 (173, 28) (qpCXov) Demokr. cuTovCa Tf)^ irepi&tviiaeuj^ Anaxag. A
B 106 (405, 11) (aiTjoXorfav) B 118 71 (307, 17).
(407,9) eupeeri (MnxM) B 172 (416, €iiTpoit(ri (ijeco^) Demokr. B 67 (400,
28) €up€ec{^ (XoTKTMÖ<;) Archyt. B 3 19).
(262, 18) eijpeei^<J€Tai [Philo!.] ß 21 lo euTpnxo?. (pX€ß(a Demokr. A 135
(247, 17). (374, 31 vgl. 34),
tupoi; iroöö^ dv9pum€iou (v. »iXioc;) He- €i»Tux€iv. eOxuxüJv filrpio^ foöi opp.
rakl. B 3 (62, 7) mivn? Emped. B 42, 3 ärv%(itv Periand. 73» 3 (523, 18) (pfXoi?
(187, 29). euTuxoOöi nax drux. 6 ainh^ lOQi (523,
€i5pou^ Demokr. A 162 (382,41. 363,3). 15 21) cuTuxoOm köomo?, äTUxoO(Tt Kora-
€upu.u€6iuv. alGepo^ Emped. B 136, 1 q)uY»ov Demokr.(?) B 180 (418, 10) ko-
(213, 17). XaCTOi tuiv d&(KU)(; cötuxoüvtutv opp.
€upu<;. 0€Xrjva(iiq kukXov €upüv Em- öuötuxoüvttuv Gorg. B 6 (557, 21).
pcd. B 43 (188, 7) €upuT€poi (nöpoi) cijtuxiIc opp. dxuxtk Demokr. B 286
opp. 0T€vuiT€poi Emped. A 86 (168,9) 20 (437, 3) felic s Herakl. B 4 (62, 11).
eupurepai ((pXcßs?) opp. XcTTTÖTcpai €UTUx(a. /e/tc/tes Herakl. B 4 (62, 10)
Diog. B 6 (339, 7). opp. ev öuanix^n« Demokr. B 106 (405,
€i)0€ß€ia. it€|niT€ Ttap' EuocßiTi? ... 11) ai kKtbq voMiZöjievai Hipparch.
äpua Emped. B 4, 5 (174, 14) Euöe- 55 C 7 (449, 25).
ßfti^ fdrowa Zujq)po0uvT)v Krit. B 6,22 25 €vq>r]no<;. mjöOK Xenophan. B 1, 14
(615, 81) — TTepl eüoeßeia? angebl. (45, 2) -{Xwaaav Kleobul. 73» 3 (520,
Schrift des Pythag. 4, 19 (28, 6) eu<j4- 13) ۆq)i^|iUJ<; irpoxeiwjuicv Krit. B 17
ßeuxv tpi)Xaöö€iv Kleobul. 73» 3 (520, 14) (618, 17).
eepdn€U€ eudeßcmv Pittak. 73» 3 (522, eiicpopo^. *ev(p6pa}(; Demokr. B 173
18) <pößiui euöeßeiav (cEck;) Bias 73» 3 30 (417, 1) euqpopojxaTov (eKmufia) Krit.
(623, 12). B 34 (623, 26).
€uöe߀iv. (9tXou<;) euö^ßei Soloir 73» 3 eixppafveaOai dist. r)6eo6ai Prodik.
(521, 14). A 13 (565, 28).
euoeßri?. ßi'oq Epich. Gn. 18 (93,20) €6q»p6vi]. €v ciKppövTji cpdo^ anrezat
€uO€ß€t(; lipo? Tob<; q){Xou? rf^i niarei 35 Herakl. B 26 (66, 7) i'ificpnv Ka\ cuq).
dist. ö€|ivo(, öoioi, 6iKatot Gorg. B 6 oOk €y{vu>ok€V' laxi yop €v B 67 (70, 8)
(557, 31) €uae߀e(Taiv dToXiuacTiv Em- i^Mepn €u<p. (Beö^) B 67 (71, 15) iiii tö
ped. B 128, 4 (210, 30). m^KiOTov icat ^Xdxiorov (xu»p€i) Hip-
cuöTceii^. \\ivxal dist. ejQvpLOi De- pokr. 12 C 1 (81,14) €i m »iXio? f\y,
mokr. B 191 (420, 18). 40 cvcko toiv aXXtuv aarpwrv 6i)q>p. &v f^v
€uöT€pvoc;. xo<iyoiai(derxei(»v) Emped. Herakl. B 99 (76, 9). Vgl. v«5E.
B 96, 1 (199, 17). €ijq>po(7<}vr]. jucaTÖg ^uq>poauvr](; (xpa-
iuoT^cpavo«; KX€€iaHeBiod.B6(500,4). ttip) Xenophan. B 1, 4 (44, 19) dist.
€0(ji5)LißoXo? 8= €v ouiußdXXiuv Antiph. xap^, Tlp4>i<; Prodik. A 19 (566, 81
B 74 (608, 12). 45 vgl. Anm.) Plur. [Demokr.] B 302
eÖTUKTo^. TpÖTO?Demokr.B61(401,6). (445,33).
euTC m. EoDj. Emped. B 100, 10 (200, €u<ppujv. dvöpat; Xenophin. B 1,13
24) 115, 3 (207, 9) <€Öt') dv B 112, 7 (46, 1).
251
euq>uri(;
252
6Ü(puri^ KOI npöeufio^ Nausiphan. B2
(464,24) eijtpviec; (npö? ra KaX<i) De-
mokr. B 56 (400, 17) (ii<; tpiXiV) B 109
(405, 19).
Eutpiuvo«;. TTepi eüq>iijvu»v koi bvacpii)-
viuv YpajUjLidTUJV Tit. Demokr. A 33
(367, 45) = B 18b (394, 6).
€uxapi<;. fißiuv Bemoki: B 104 (405, 7).
cöxeaöai (TÜxni) Kleobul. 73*3 (520,
16) äY<iX|uacfiv eöxovrai Herakl. B 5
(62, 17) = (?) B 128 (80, 11) eüxo-
luevuji Ttapiaraao Emped. B 131, 3
(212, 8) €uHa|Lievou(; xot blnaia h\jvaoQai
Trp»*iö(jeiv Xenophan. B 1, 15 (46, 8) —
€Öx€Tai eupetv Emped. B 2 ,6 (173,
28).
€uxi^. e»jxf\iöi (euxi^v Hdss.) aireovrai
Demokr. B 234 (426, 17) eöxai^ dist.
atreiXaT? Gorg. B 27 (531, 37).
€uxiuXi^ Teil d. Xöto^ Protag. A 1
(526, 16).
€i)uJ6riq. jaöpov Xenophan. B 1, 3 (44,
^18).
€uu»vufio^. Öäöoov öia|Liop(poöTai rä
^v Toiq behoXc, Emped. A 83 (167, 41).
Vgl. äpiaxepdq.
€i)u)x^a- uniroxe öufjittepievexöfivai Tai<;
axXuuv ivujxiaxc, Gorg. A 13 (648, 11).
€(pap|.t6Z€iv €X€Te(uJi Krit. B 4 (614,
as).
€<p€up{<rKeiv. ^q)€up(0Kouaiv Xeno-
phan. B18,2 (49,18).
€q)r](iepiO(;. eq)Tmep(ujv ev€Kev xivoq
Emped. B 131, 1 (212, 1) ^(priiüiepioimv
B 4, 4 (174, 18).
kq>if\nepO(;. qppoupai Antiph. B 50 fo99,
eqpievai. oijbk . . . eqpi^dei nfoTio; ioxii?
T^fveöeai Ti Parm. B 8, 12 (119, 9)
eqpfeööai toiv koXiuv Demokr, B 73
(402, 8).
€(piK(4veiv. ooov T €iri Qvfxbc^ \k6.voi
Parm. B 1, 1 (114, 7) vgl. Hom. X 196.
ecpiKveiaSai. kXco^ 'EXX<i?>a näaav
eqpiEexai (dq). Hdsa.) Xenophan. B 6, 3
(47, 18) (piX^v kiA fewov iKeaöai Em-
ped. B 110, 9 (204, 8) — €v 6(peaX-
liotöiv ^cpiKxöv Emped. B 133, 1 (212,
10; xexvn, öoqpiTi Demokr. B 59 (401, 1)
e(piKxa( (^XTrföei;) opp. döüvaxo» B 68
(400, 21).
eqjööiov €C»(Jeßr]<; ß^o«; ßpich. Gn. 18
5 (93, 21) änb v€6xr)xo^ el^ Tf^pa? B»»«
73a 3 (523, 9 Anm).
€(popoq Krit. B37 (625,8).
cqjopöv. kn€ibov Thrasym. B 1 (577,
22).
lo^ex€iv. Irans, halten. Ix^i KXflifta(;
Parm. B 1, 14 (114,20) ixei (T^veöeai,
öXXuoOai, sc. fe{Kr| 1 opp. ävf|Ke B 8, 15
(119, 12) ^v öeOMoioiv B 8,31 (120,10)
— UrfK XI oyjiv i^wv Tti'oxei ttX€ov f\
16 Kttx' ctKOUJ^v KxX. Emped. B 4, 10 (174,
19) 5io xeipo^ €Xovx6<; Demokr. B 279
(435, 15) — iQvc, exov kox' djüiaEixöv
apfxa Parm. B 1,21 (115,8) — xäv dva-
axpo(pav €X€i (trepf . . .) Archyt. B 1 (258,
20 13) €iTi xoi(; öuvaxot^ Ix^iv xfjv tvoi-
tir\\ Demokr. B 191 (420, 14) — juoXirn
&ix<p\c, (ixei öidiiioxa Xenophan. B 1, 12
(44, 27) oupavöv d|LKpi<; exo>'xa Parm.
B 10, 5 (122, 26; djuqpi^ tx^i fiätt aus-
25 einander [umfaßt'?) B 1, 12 (114, 18) —
haben, prägnant (oOk) cx« Demokr.
B 230 (426, 11) xou? exovxa<; B 191
(421, 1) X0I5 \xx\ «xouoi opp. ol öuvd-
ji€voi B 255 (430, 11) — vuxck; exövxcuv
30 Herakl. B 107 (77, 9) utp^v t^v h^^X^v
Ixujv B 117 (78, 12) lyfiw inöpoui; B 20
(65,15) vöov B 40 (68,9) exovxe? <pp6-
vnaiv B 2 (62, 6) Xöyov ex€i B 45 (68, 19)
•fviÖMa? Bi8 (73, 19. 20) ähnliche Ob-
35 jekte häufig; bemerkenswert oaq)T^-
veiav exovxi Alkm. B 1(103, 24) exovxa
(TroXu|LiaG(riv) Anaxarch. B 1 (458, 2) —
ndvxiuv luiexpa l%<c.v\t Diog. B 3 (335, 7)
0xa<Ji|LUj&xepog r\ öHuxcpnv Kivticriv ex'"v^
40 B 5 (336,4) öX(y^v |ivti|nriv ?xovxa De-
mokr. B 191 (420, 16) xorfaüxr|v txciv
qpuXaKiiv, u»(rre B3 (386, !•) — ttukxo-
öi5vT]v . . €xu^v Xenophan. B 2, 4 (45,
17) -- q)<5ßo(; KoXaKei'nv . . fpTciZexai,
45 euvoiav oük ex« [»bringt*} Demokr.
B 268 (433, 9) oloiv Vjöovfjv £xou<fiv
ai tOöv -rreXcK Eujiqpopai B 293 (437, 24)
a\rir\v cxouoi jjwp^n? -A-naxarch. B 1
253
Zeu^
254
i4ö8,6] — x^ipotc, 'ixo\ T] YpoH*«! xeipcö-
oiv . . . Xonophan. B 15,1 (49,6) ütto-
XUJpf^aai ouK exei Meliss. B 7 (146, 7)
vgl. OUK €xei ÖKr]i unoxujptiöei (146,9)
OUK exw eiöevai (emeiv? Protag. B4
(637, 80} oÜK exuuv . . . noielv Krit.
B 37 (624, 83) — med. t6 eöv toO
€6vT0^ €xeö9ai (ouk dTCOT^^lS€l 6 voO^)
Parm. B 2, 2 (116, 8) ex6|Lievoq n\c,
TVU)Mn<; Demokr. B 191 (421, 9) evbit]^
€1X6X0 Protag. B 9 (540, 8).
intrans. cpp6ZiUv okuj(; txei He-
rakl. B 1 (62,1) ib^ exei Parm. B 16,1
(124, 12) lüöe Philol. B 6 (241,2) De-
mokr. B 257 (431, 2) wb' cxouaiv
Diog. B 6 (337, 10) toutujv outux;
£X6vTUiv Anaxag. B 4 (315, 5. 316, 1)
tuoaÜTuu(; exwv [Philo!.] B 21 (248, 9)
K^kiuc, exciv m. Inf. (248, 7) kokuk;
exovTo^ Demokr. B 159 (414, 6) eax«
B 253 (430, 8).
PXÖo«;- NeiKeoc IxQei Emped. B 17, 8
(178, 6) == 26, 6 (183, 3)
€x6pa. r| TüJv {Ju-prevuiv exöprj Demokr.
B 90 ;403, 22) rr]v irapaui^x' il&ovfjv
exepav Kaei'atnai Krit. B 27, 3 (622,
14) €iq exOpav iKeaOai Thrasym. B 1
(577, 4) €x6pav CKÖvra |nev |uiri6^TT0T€
mpeaeai Pythagor.D 9 (290,47) Ixöpa^
bioXüciv Kleobal. 73» 3 (520, 16).
ex6p6(;. exQpbc, 6 ßouX6)i€vo^ (d6tK6iv)
Demokr. B 89 (403, 20) exöpov civbpo
päiov (puXdHaöSoi ti <p(Xov Alkm. B ö
(104, 15) etuuTov lO^ ^x^pov Xuneei
Demokr. B 88 (403, 18) qp(Xou<; cxöpoti?
TTOifiöai Antiph. B 49 (598, 18) xoi?
cvraöSa ex^po? • • • ö|io{u><; Toix; q){Xou5
KU» Tovc, e. KaKu»<; (tkcye Krit. B 44
;626, 24. 26) tu;? exOpw? i\br] kokov
cnoirjaac; ; Diaiex. 1, 13 (637, 15) exOpd
defin. Emped. B 22, 6 (181, 19) ttoXc-
iLllOV KCl €x6pÖV Opp. OIKCIOV KOI (TUjbl-
tpuTov Philol. B 11 (244, 6] öaoiq
exöpöv TÖ dötKeeiv Demokr. B 216
(424, 12).
kx\vo<;. cxi'vok; Emped. B 83, 1 (195, 36).
4»öio<;. ööujp Demokr. B 14,7 (392, 31).
^luq äv m. Konj. Diog. B 6 (339, 8).
euiq. d/i' r'ioi q>aivo|Lievriq)i Kleostr. B 1
(502, 19; fioöq KOI eöirepac; rep^ara
Herakl. B 120 78, 16) outtw f\ki(K • ■
nu) Kai 6ÜÖIV EKpivev Emped. (?) B 154
5 (217, 4).
Z öu|Liq)U)viä [emqjeperai t6 dtna) Ari-
10 stot. 45 B 27 (275, 39 fif.).
Zdncöov Xenophau. Bl, 1 (44, 16).
t^ibwpoc, dpoupa Mus. B 5 (486, 4)
'A(ppobiTTi Einpcd. B 150 (216, 12).
Zeöi? =- Zeü? Emped. A 33 (159, 13).
15 U\}-^r\\(tTa^ Diaiex. 7, 2 (646, 24).
reuTvuvai. eZeuKTai Krit. B 20 (619,
20)
Z€>j(;. öaKpua Ai6(; = ojißpo? Orph. B
22 (482, 11) oiipoc; alepfou Aide; He-
20 rakl. B 120 (78, 18) vgl. Nachtr. Ai6(;
olKoq = ka-cia Philol. A 16 (237, 14)
vgl. Aio? . . b6\ioi aix»6xoio Emped.
B 142, 1 (215, 7) Aio? (puXaKii Pytha-
gor. B 37 (278, IG. 32) ep6voQ (278, 88)
25 Ziivö? nupY0(; (278, 31) — tö öocpöv
XeifeaGai ouk eöeXei Kai €9eX€i Zrivö?
ovo|ia Herakl. B 32 (67, 12) = (pdo<;,
ök6to(; Hippokr. 12 C 1 (81,16. 17) =
m)p Orph. B 21(481, 17) Emped. A 1
30 (153, 32) 33 (159, 24} {Zeü? dpTr,<;) B
6, 2 (175, 9} = ignem [aethera] Phere-
kyd. A 9 (507, 2 ff.) =''HXio? (507,8)
= TÖ e€p.u6v (Parm.?) Emped. 18 A
20 (108, 31) = 21 A 23 (157, 14) =
35 Ikaxc, KOI aierjp A 33 (159, 13. 16) =
aiei^p Herod. S. 659 (z. S.51,3) Eurip.
46 A 112 (312, 39) = diip Diog. A 8
(329, 33j C 2 (341, 9) 4 (341, 23) dage-
gen Demokr. B 30 t397, 21) = uveOMa
40 Aegypt. 60 B 7 (460, 31) eiV dvdticn
q)u<jeo<; €it€ voö? (Earip.) 51 C 2 (341,9)
voö(; Metrod. v. L. 6 (326, 34} vgl. 3
(326, 15) t6 T^wnaav irp&Tov apiOTov
Pherekyd. A 6 (506, 27) — ttjv toO
45 öujöCKaYuivou YUJvi'av Aiö? elvai Philol.
A 14 (236, 38. 237, 6) - Planet De-
mokr. A 92 (367, 25). "Weiteres s.
Reg. n.
m
2&5 Zicpvpo^
256
Ze9upo^ Demokr. B 14, 3 (891, 20) 14, 7
(393, 19. 20. 31).
Zf|Xo(;. coni. qpOövov, buo}xevh\v De-
mokr. B 191 ;421, 11) ZfJXoi coni. <pi-
Xoruxiai, &uvaOT6Tai Anonym. lambl. 9
82, 4 (632, 10).
Zn^oTuneiv 71 A 2 '50o, 30).
Zr|Xoöv (Ipfo, XoYOu^) Demokr. B 55
(400, 15) To KoXä . . . ZnXoOöiv B66
(400, 16) eZnXuJKÖai xfjv . . . rpuqpi'jv 10
Krit. B 31 (623. 3) xöv ZnXoOvra opp.
Töv ZT]Xou|uevov [Demokr.] B302 (446, 9)
Tujv ZriXou^evtuv coni. ©auiiaZo^evwv
Demokr. B 191 (420, 16) lr]\wra coni.
MC^dAa Demokr. B 191 (420, 19). 15
Zmiia. Zr)|iiav aipoO jnäXXov r\ Kep6oq
aloxpöv Chilon 73» 3 (521, 23) dpxn
ZTmfrj«; Demokr. B 221 (425, 2) Zrmfav
dpervi? B 220 (424, 20) e^anivaioi Zn-
^{al Anonym. larabl. 82, 4 (632, 3). 20
Zf]v. Ziuciv bei Herakl. Emped.(?) Me-
liss. Diog. Dialex. Beispiele .s. u. —
Zu>|ui€v dpiei^Oii [Epich.j B 56 (98, 18)
Z. X€T€O0ai Tot €|Lin»uxa napa tö Z€iv
Herakl. 26A10 (224,16) uTpörriTi Hip- js
pon A 11 (224, 26) tOii äepi Diog. A
19 (331, 3) vgl. B 5 (336, 16) äv9pu»-
noi KOI Tct äXXa ZuJia olvaTrveovxa Zdiei
Ttlii otep» B 4 (335, 14) toO Zf^v opov
TTjv dvanvoriv Leuk. A 28 (348, 26) 30
€v Tuji dvanvdv Ka\ ckitvcTv elvai tb
Zf\v KCl TÖ otTroöviiKJKetv Demokr. A
106 (370, 12) — oisbky tov edvarov
6ioq>ep€tv ToO Zf^v Thal. AI (5,47) (dv-
epumo^i Ziöv dnT€Tai t€9v€ü»to(; eubuuv 35
Herakl. B 26 (66, 8) Zu)vt€<; tov ^k€i-
viuv GiivoTov B 62 (71, 1) Zi^v i'i!ua<; tov
€K€(viuv (»(;ux«JL)v) edvcTov ktX. B 77 (73,
16) Zf^i itOp TÖV ft]q GdvaTov ktX. B 76
(73, 7) tcOtö ZOüv KOI T€6vr]KÖ^ B 88 4o
(74, 19) Zuiei av0pimro(; koi ou Zu&et
Dialex. 5, 6 (644, 14) €l eori . . . tö
fi€v ZüLiov TÖ 6^ TCÖvriKÖ^ Meliss. B 8
(147, 11) TÖ Ziliov diro9vi^»(JK€iv xm €K
ILiri ZuivTO^ Y'veoöai (148, 8) (anima) 45
corpore mortuo vivit Hippon(?) B 4
(226, 25) — Ztueiv ^9lXoum fx6pou(; t
€X€iv Herakl. B 20 (65, 15) cpüXaK«^
Zi6vTU)v Kai vcKpdiv B 63 (71, 6) Zuivra
ivbctoeat opp. (p€i66|Lt€vov dirodovclv
Periand. 73» 3 (623, 19) ZOüv ji4v ^itai-
voO, dno9avu)v hi juoKapiZou (623, 20)
. . . oüi KaKiIx; Zf^v dXXä ttoXüv xp^vov
dno9viii<TK€iv Demokr. B 160 (414, 11)
TÖ \a\ Zf^v KpciöOov i\ Zf\\ kckiIk; Krit.
B 23 (619, 31) Zf\v OTUTeovT€<; Ui^iam
d(6€t« Demokr. B 199 (422, 8. 9) ouk
6ÖTI Zf^v \ieta TÖV -vdiC, Ziua<; xp<5vov Hip-
parcb. 65 C 7 (450, 10) töv napövro
ßi'ov ou Zuioiv . . . iD? eT€p6v tivo . . .
ßHwo6|U€voi Antipb. B 53» (600, 7) (ö
Tr<59o^) Zf\\ ou ZtuvTiMv Gorg. B 6
(557, 84) 6 9dvaTo^ outc Tiepi tou?
ZiI)VTd(; eOTiv oüt€ trepi tou^ jiCTTiXXa-
XÖTO^ [Prodik.] B 8 (573, 2 Anm.) —
Pessimismus Prodik. (?) B8 (572,31)
TÖ Zfjv ^oiKC q)poupöi eqprmepuui An-
tipb. B 50 (599, 18) €1 \xo\ tevoiTO
öOü.ua exepov, . . . o{ik Sv öuvafurjv
Zf|v B 49 (599, 6) Zävti \ii\ otov t€
eKTÖ<; o.Tr\(^ ßai'vciv Krit. B 49 (627,
26) — Ztftouoiv Ol TToXXol \hc, li{av
6xovT€^ (pp6vnoiv Herakl. B 2 (62, 6)
Zfjv eKOOTov KOT iödiv iSouoirjv De-
mokr. B 245 (428, 19) Zuiöt kcto X6-
Yov B 53 (400, 9) Zf|v ouk dHio? B 99
(404, 17) — <Zd>ov9')? Emped. B 101,2
(202, 6) Zf\i Km 9dXXEt (v. traffteuaiO
Antipb. B 60 (602, 7) ZüjvTe? Tdq)oi
8. e|Lm>uxo(;. Vgl. ZuiVj.
ZriTcTv. aK€n;aa96 d ZrjToOoiv ThraBjTn.
B 1 (577, 18) ZtjtoOvt€<; €<peup(oKouaiv
Xenophan. B 18, 2 (49, 18j iEeupetv
\i.Y\ ZoToövTa anopov . . . , ZotoUvtc hk
tijTOpov Archyt. B 3 (262, 9." 10).
Zr\xr\<3\(i. ZriTii(Jeuj(; KpiTi^piov ?woia
Demokr. A 111 (370, 32) danacb Dio-
tim. 3 (466, 10) — At^|ir)Tpo(; Z-f\'Vf\(S\%
Orph. B 15 (478, 17).
Zoqjcpö^. i'i öi5|u,uiEi(; ndvTcuv xPHf**^"
Torv . . . KOI ToO XanupoO Koi toO Zo-
(p€poO Anaxag. B 4 (315, 20) dirö toO
ZoqpepoO tö Xajüirpöv diroKpfvfTai B 12
(319, 7) TÖ truKvöv ... Kai tö Z<Kpc-
pöv . . . €v9a vöv <i^ tn) B 15 (320,
11).
2Ö7
Zditov
258
£o(p(66nc- 2;oq>u>&€^ auf ocXt^vt) Ana-
xag. A 77 (308, 14) [Parm.] B 21 (126,
20).
ZuTÖv ^T) Onepßo^vetv Fythagor. C 6
(281, 21. 80). &
lü)fp&(fr]na. itiraXa nOpiva ujdTrep
Zurrpaqpi^luaTa (äorpa) Anaximen. A 14
(19, 39).
Züifpafpia. TTcpi Zwfpa(p{r\<i Tit. De-
mokr, A 33 (3ö8, 6) = B 28» (397, 1) lo
öieXcTCTo irepi Z. v. Hippias A 2 (679,
13) ev TpaYwi&OTtoiiai xai ZiuTpatptai
SöTH (kc) irXeiora iEanaTf\i, optaTo<;
Dialex. 3, 10 (642, 6).
Z((>€tV B. Zf\V. 15
Zu»i6iaKÖ(;. «i^na Kleostr. B 2 (602,20)
oi/»gtt»^ Anaximandr. 6 (12, 28) X6-
Eu)Gt<; Oeüop. (Pythag.) 7 (230, 12 ff.)
vgl 1 A 17 (9, 39) Leuk.(?) A 1 (343,
23) nepttpopd, f[v vOv irepiTpatpe» 6 20
Zuit&taKÖ^ opp. To^aStac Oenop. 10
(230, 44).
(Z<f»iöiov). bestiolae Vertreibung [De-
mokr.] B 300, 3 (440, 31).
Zwt^. itaOpov Zwi\<; *ibiov Mcpo^ Emped. 25
B 2, 3 (173, 20) Zwf\i öpifoynai De-
mokr. B 205 (423, 1) <pi\o«iiuxoO<Ji oti
toOto 1*1 ZujVj iöTiv, if\ vuxt^(?) Ano-
nym, lambl. 82, 4 (631, 31) cpiAfa -ri^i;
Zwf^i; (631, 32) iiXTPJpevyia rfic, Z. De- 30
mokr. B 1 (386, 8 vgl. Z. 6. 9) npo-
YWUOTiKÖv Zuif^q KOI Bav&xov [Demokr.] ,.
B 800, 20 (445, 18). Vgl. Z^v.
Z(/)vr). i^v t^i<i^ a{»TÖq irX^Eai v. Hippias
A 12 (682, 16) ff\<i Xenophan. A 41» 36
(43,6).
ZwiOYOvfa. firi £i<; Zauox. ou|iiß<iXXe-
a6at (t& t(!)v Ori^c^'"')' on^plkta) Hippon
A 13 (224, 39).
Zilnov. «um Begriff. Zuiiov cfT^iov 40
TÖ q>yT(Sv Anaxag. Demokr. Platon 46
A 116 (813, 16) irpmra xä öev&pa tüjv
Zt&tuiv 4k Tn<; dvacpOvai 21 A 70 (164,
12) Sprachgebrauch empedokleisch?
vgl. (164, 38) B 79 (195, 2 ff.) - dv- 46
8p((nT0U(; . . . Ka\ rot äXXa Zuiia oaa
V^X^v €X£i Anaxag. B 4 (316, 8) av-
6punroi Ka\ rä äXXa Ztliia Diog. B 4
DUlf, Fntgai. d. Yoriokr.HI.
(836, 14) vgl. B 6 (336, 6. 8. 14) dv-
eptOiTOKTi , . . ftf^ov 6^ Kai ToK oXXok;
Zidtot; Demokr. B 278 (436, 5) ZOtia «==
6aaa vuxnv cx€i (436, 10) vgl. Pay-
ohologisßhes untenZ.89ff. — nptlf-
Tov d(pop(Z€t Tf|v itpi? ti Zu»ia 6ia<po-
p<Sv (ec.äveptfinoü) Alkm. A 6 (101, 14)
ZtXriou opp. dv6pt(nru), 9utoO Philol.
B 13 (244, 17) Moeirrä«; (xuiv ZtLiuiv)
rmä(; Demokr. B 164 (412,16) vgl. auch
Nausiphan. A 2 (464, 32).
Entstehung. Airfm iTep\ Zidiwv
Tit. Demokr. A 33 (867, 84) = B 11«>
(390,6) Zcbiwv ^Kdotou toO ß{ou (dpiSfiö^)
Pythagor. B 27 (276, 29) Entstehung
Aegypt. 60 B 6 (469, 44) 6p,oiu}(; ■ri\i
ToO 5iKTi5ou TfXoKfit Orph. B 10» (475,
31) Gegensatz v. 8f^u und appcv Ho-
raki. A 22 (61, 19) ii ÖTpoO u. ähnl.
Anaximandr. 11 (14, 16) 30 (17, 18) 10
(13, 89) vgl, Anaxag. A 1 (294, 9) 42
(302,12) Demokr. A 139 (379, 30) ^Xiov
Xpi^öifiov npö(; tfjv fiveolv t€ Ka\ 6io{-
Ki^oiv Xenophan. A 42 (43, 10) t^ve-
Ta{ T€ Kou dK|LidZ€t KUi qiQiipeuu toI^
ToO 0eoO -iT€t66)Ltevo 6€(r^ot^ Herakl.
B 11 (64,6) dK T^? Emped. A70 (164,
38j (Y€v^ö€ic iTpOürai — T^Taprot) A 72
a66, 1) B 67 -61 (189, 80 ff.) vgl.
Anaxag. Diog. 46 A 67 (306, 13) Ana-
xag. Eurip, 46 Ä 62 (306, 42) 112 (312,
37 ff.) 113^(313, 7) ix ecpMf^«; rni; t^<;
KCl iXüv , . . dvieiori; Arohel. A 1 (323,
21) vgl. (323, 16) 4 (324, 18) 12 A 11
(102, 16) durch 6^oto^€pf) Anaxag.
B 4 (316, 9) di^p Diog. B 2 (334, 17)
— aitippa irpö tü)v Zi6iu)v(?) Emped.
B 62 (191, 26).
Psychologisches. Zdiiov oibkv
aXoTov Parm. A46 (112,6) = Emped.
Demokr. 21 A 96 (172, 42) kv &naai
i!JTrdpx€iv ainov (sc. töv voOv) toT^
Zi6toi<; Anaxag. A 100 (311, 34) irdvxo
X<Jt0V Sx€»V töv dvCpXTJTlKÖV Opp. TOV
nae»iTiK6v(?) A 101 (311, 44) 6id tö
Xelpac €X€iv (ppoviMtdrarov elvoi Tdtrv
ZihuiTf äyOpimrov A 102 (312, 2) voOv
Tcäotv 4^q><J€08at Zi6ioi( ÖMo(u)( Ar-
9
259
Iuiö<
cbel. A 4 (324, 23) mct^x^v mcv toO
voriToO Ka\ d6po<; (vgl. B 4 S 335, 15
B 6 S. 336, 1 6 ff.) . • npooq)f.piI)(; bi\ auTÖi
biaKiioQax toI? n^piryvdai Diog A 30
(333, 11) vgl. A 19 (331, 41) — (avBpui- 5
TTO«;) ^lövov Euv(ri0i, xä 6' öKKa aioQa-
vexai |ii€v, oü i\y>fir\ai öe Alkm. A ö
(101, 14) Toö XoYiKoO Zmou TÖ |Liev
9€Ö^, t6 bk av9pu)7ro(;, tö 66 olov TTu8.
Pythag.7 (24, 3) €TK€q>a\o^ (voou dpxa) ^^
{aanaivei) .töv dv9pi6inju äpx<iv, Kapö(a
(ijiuX^<; KOI alööiidioq) TCtv tuüiou Phi-
lol. B 13 (244, 17) r&ia 6|LiOT€veöi
Z(J&ioi<; auvaTfXiiZeTai syn. to oXota
opp. To ä^uxc Demokr. B 164 (414, 15
22 ff.) xf^v »|»uxnv iravxoia €ibr\ Zoiiiuv
KOI qpuxiliv €v50eoOai Emped. A 1 (153.
38) — iiXeiovi; aioQif\aeii; (rdüv Tcevre)
uepl TU aXo^a Zu>ia coni. aocpoix;,
GeotJ^i?) Demokr. A 116 (371, 20) xot 20
auTtt ciöuiXa xoic, ävOpumoK; ttpoa-
Trfnxovxa koi xoii; <iA6Yoi<; t. A 79 (366,
11) €i6u>Xa diTiövra imdXtaxa Z;u«uiv A
77 (365, 38) aiöGiiTiKiuTepa xä inefeui
Anaxag. A 92 (310, 36 ff.) xä nev ev 25
i'mepai, xä bk vuKXiup juoXXov öEuuj-
ireiv Emped. A 86 (168, 19. 170, 5).
Physiologisches, xpotpi^ Pytha-
gor. B 48 (279, l?j Emped. A 77 (165,
46) vgl. A 76 (165, 42) irpiwxri dvanvoii 30
A 74 (166, 20) vgl. B 100 ;200, 6) äva-
irveovxa ld)€i xiüi dcpi Diog. B 4 (336,
14) x6 XeuKÖv ^v(ujv y^Tvc^JÖQI h^Xov
Demokr. A 136 (378, 38) Z&ia dva-
xcMvuj [Demokr.] C 3 (447, 38) ^dxK 3^
Form Emped. B 97 (199, 24) — artovbt]
Ttcpi TOÖ |Lir| eiKf^ fiveaQai xäq y^wii-
<J€»(; Pythagor. D 8 (289, 40) ndvxa
cKfova Kxdxm Koxä qpuöiv kxX. De-
mokr. B 278 (435. 5). 40
Ethisches, t. <pvaei ußptaxiKÖv
xm itoiKiXov Pythagor. D 3 (283, 21).
Arten, xä euxp»i<Txa = Gcoi Ae-
gypt. 60 B 6 (459, 44) vgl. B 7 (460,38)
xä d5iK€ovxa . . dGuiio^ 6 Kxeivcuv De- 45
mokr. B 257 (431, 1) — Scfpia TiiüiEpa,
€v depi im y»^^ ^v u5axi Herakl. B 11
(64, 5) xä t^vti &taKpi9f)vai bid xät;
TToiä<; Kpdoei<; (4. Art: io6|ioipa) Em-
ped. A 72 (165, 7) vgl. A 73 (166, 18)
= Menest. 6 (219, 36) avoipa, evaiMa
Theophr. 21 A86 (171,3; — dcpoMoiüJv
xol<;. Mn^<poiq xä^ nopqpd^ (?) Euryt.
3 (249, 29) ttoXuxpoira . . xä Z. xai
uoXXä KxX. Diog. B 5 (336, 14) — it€-
pioiKCtöGoi (xfiv <JeXiivi]v) KaGänep xf)v
irap' i'iiLiTv ip^v Ziuiok; Ka\ <puxoi<;, U€{-
Zoöi {bk vgl. Naohtr.) koi xaXXfoai Phi-
lol. A 20 (237, 43) tvfou^ k6o|liou? epi^-
^ou<; riinuiv Demokr. A 40 ,360, 16) —
YpaTtxoi? Zujiotötv (tXdoKovxo x. Küirpiv)
Emped. B 128, 5 (210, 31).
Iiu6c,. ^x Ziuioiv €x(9€i vexpd Emped. B
125, 1 (209, 28).
cuüuupctv pass. (Embryo) Hippokr. 12
C 1 (82, 35).
Z uu p 6 (j. Ziupd opp. dxprjxa (xprjxd?) Em-
ped. B 35, 15 (186, 8).
Zujiiubri^. xdXXo<; Demokr. B 106 (405, 9).
xrj. ne Xenophan. B 15, 1 (49, 6) Em-
ped. B 2, 9 (178, 2«) — npööGev »i m.
Inf. Herakl. B 1 (61, 32) 31 (67, 10)
ou irXeov *i\i Emped. B 2, 9 (173, 26)
^rl • • • wXeov rj B 4, 10 (174, 19) eiitta-
Xiv r\ Trp(v B 100, 20 (201, 9) etuj . . .
*f\ Demokr. B 179 (418, «) xepijiiv y\
(mi Hdss. xai? vgl. Nachtr.) Gdvaxov
YeveöGai Herakl. B 77 (73, 14) —
fi-i\ Parm. B 8, 11. 36 (119, 8. 120, 6)
^_f^_ri Philol B 2 (239, 86 f.)
i^-.^^ — ,'ie Emped. B 9, 1 (176, 21).
»^ x€(?) Mus. B22 (488, 29) i^ fdp Parm.
B 1, 27 (115, 9) *i^ ö' dtpap im Nach-
satz Emped. B 110, 8 (204, 7) cn« f^
Xenophan. B 7, 6 (47, 22).
rißdv. Ttepi xfiv xcdaepcOKaibexaexfl i^iXi-
xiav Herakl. (?) A 19 (60, 47) quario
deeimo [armo] pubeseere aoleamus Hip-
pen A 16 (226, 9 ff.).
fj ß 11 d. Menschen mit d. d. Pflanze ver-
glichen Alkm. A 16 (103, 1) euvafri
rjßTi, («XetMa) GpiSv rjßn? TruxatöiLicvov
(Demokr.) C 6 (448, 46. 48).
I
Vißnftöv Herakl. B 121 (79, 1) b. Luk,
12 C 5 (87. 2,,.
j^f€'»ö8ai. führm. (arapTriTÖt;; i^yi^aa-
ö8ai öpi'öTTi Parm.(?) B 20 (12ß, 16)
T| fviuM»! • • ilT^TOi Kot el^ v'^mav ... 5
Antipb. B 2 (592, \^) ~ glauben, tou-
Toui; i'iTe'iaee Gcouc; Heraklit.;"^) B 127
'80, 0) ^eTlöTa riTeiöBai Demokr. B
252 (429, 16) (atöxpo- xoXa) aTnvrai
Dialex. 2, 9 638, 24) 2, 18 (639, 26) lo
rifeo m. Inf. Demokr. B llö (406, 16).
i1Y€H0vet5€iv. 66bv riYe^ovtuov Parm.
Bl,5 (114, 11).
i-\'if.\ioviaky 6eoi<; Xenophan. A 32 (41,
17) böEni i^TtMoviov (?E€k) Biaa 73* 8 16
(523, 13).
j'lYeMovucoc;. yiY€|uoviK«5 (6 qpu0i<; Ä tui
apieiuu,') Philol. B 11 (243, 8) tö i^tchovi-
Kov (tqO KÖciiOu) ^v TU)i ^coaiTanwi
irupi A 17 (237, 31) — (dySptinou) 20
€v xetpoXf^i Alkm. A 13 (102, 43) ev
«TKcqpdXuji Hippokr. Demokr, (?) Pia-
ton 65 A 105 (369, 46) ev 5\u)i xuii
«lupaKi Parm. A 45 (112, 4) tv ai\i(txi
Emped. A 30 (168, 38) ttjv Kap6{av v>
öueKAnpiüoav xouTun A 97 (172, 44 ff.)
vgl. B 105 (302, 17) danacb Diog. A 20
(332, 11) 22 (332, 18) uapaueuaiKOTo^
Toö i'iTCinoviKoö A 30 (333, 11).
i\'ff.]x^v. [i\ ÖCKä^) äpx« xai äircMWv 30
Philol. B 11 '243, 6) (ri eßöcMoc;) i^ye-
mirv KOI äpxwv dndvrun^ Philol. (?) B
20 (247, 9) OYaöoö Tiavroc, rj^eimöva
(dXiieetav) [Demokr.; B 302 446, 16) —
ri"fCM<5vu;v KaKorrjTi Mus. B 22 (488, 35
28).
>-i\hk. TiMev — \\hk Parm. B 1, 29. 30
(116, 11. 12) T^-nfee — re Eraped.
B 6, 2 (175, 9} re — koi — i\hk — t€ ktX.
B21,10 (181, 1) 23, 6 182, 4) Te xai— 40
Vi&€ — ii6€ B 38, 3. 4 (187, 1. 2) nach- ,
gestellt Y«"'ct t€ koi 7r6vTo<; . . . \\b'
uYpot; otfip TiTov 7^6' aiöiip Emped. B
38, 3 (187, 1. 2} häufig im 5. Daktylos
z. B. Xenophan. B 29 (51. 5) Parm. B 45
8. 60 (121, 11) 11, 1 (123, 5) Emped.
B6, 2 (176, 9) 21, 10 (181, 1) ^-^ B 23, 6
(182, 4) 38, 3 (187, 1).
riöov»! 262
f]Ö€a9at dist euqppa(v€09at Prodik. A
13 (666,24) Su6m€voi ^^fcovrm Demokr.
B 127 (409, 2) fibovTai da h^ n? Av
ciKaoticv fifteoeai Antiph. B 63 (600,8)
TÖ öufTCviKÖv TcXoi; i^6€ö6ai Ka\ \xi\
oXyetv Naußiph. B 2 (464, 29j — Ent-
stehung ToTq 6|io(oi<; Emped. A 86
(168, 36, 169, 39. 171, 5} toutok (Ele-
mente) ... r\hovt ■f\li dvitüvToi B 107, 2
(203, 3). Vgl. Tjbovfi.
^^br\ Yotp TroT€ Emped. B 117, 1 (208,2)
— aw^h 9chon. r\ht] &v Kai Melis». B 7
(146, 14) kv toOtuji rjftii Kai Demokr.
B 265 (430, 13) T^6n Antiph. B 49 (699,
16) bereits (oder nur affirmativ?), koi
ouTiu«; öv fibx] Zenon B 2 (134, 2) dXX'
f[br] MelisB. B 7 (146, 12) i\br] d6i;va-
Tov f\<; KQ (Stellung!) Philol. B 6^241, 9).
»^6ovn. övo|LMiZeTai Ka6' i^6ovr|v {naek
Belieben] kK&mov Herakl. B67 (71, 18)
K<^p6€i 6p(Z(.uv f\ iiöovfii Demokr. B
262 (432, 4).
Begriff, Entatehung. Eintei-
lung in xop'i} Teptpi^, €U9pomjvn Pro-
dik. A 19 (566,31 vgl. Anm.; = aiaBt)-
öic ii |ii€T alöGi^aeujt; (opp. Xunri) Em-
ped. Anaxag.(?) 21 A 86 (169, 41) to!(;
ö^oiol<i Emped. A 86 (168, 39 vgl. 169,
43. 171, 7) 96 (172, 36. 40) durch ä^p
Diog. A 19 (331, 30) — Oenich, Oe-
aehmack. ^Xuiöffo i'i6ov»^<; koi dribdi?
Hippokr. 12 C 1 (85, 13) vgl. KpiriKii»-
TOTOv Vjbovf)(; Tt^v YXimrav Diog. A 19
(331, 34) €T€ponfioi€(; , . . riöovf^i; Km
Xpoif^c; atreipoi Diog. B 5 (336, 6) Khkac,
TravToCas; Ixovra Kai XP<>^^ ^^ 'h^^'
vctt; Anaxag. B 4 (316, 7) vgl, Nachtrag.
Ethisches. rjöovf)(; Kparelv Kleo-
bul. 73» 3 (620, 16) vgl. dv&pöo<; . . .
KOI 6 TUJv i'jftovüjv Kpeocrujv Demokr.
B 214 (424, 4) — r|&ovrjv «peöYC ^tk;
Xiimiv t{kt€i Solon 73» 3 (621, 6) rjö.
0vilTa(, dpcToi dedvaxoi Periand. (623.
17) 81 felicftas esset in delectationibus
corporis . . . Herakl. B 4 (62, 10) vgl.
nuUam capitaliorem pestem quam vo-
luptcUetn corporis hominibus datani
Archyt. (262, 37. 42 ff.) oöoi dtrö yQ"^
9*
263 i^aovonXnH
264
axpö? xa? i^bov&c Ttoi^ovTOi ktX. opp.
XOtrai Demokr. B 235 (427, 2. 4. 8) —
a\ i\b. KOKÖv opp. növoi Pythagor. C 4
(280, 44) cCiXaßelaeai ttjv i^&ovi^v D 8
(288, 12) — eu&ai|itov(av auvioTaaQai 6
^K ToO ötoptaiioO Kai Tf)<; 6mKp{aeui(;
tCüv ifiovtijv Demokr. A 167 (383, 45)
tfiv kni tOüi KaX«Xii alpeloOai XP^^ ^
207 (423, 8) öu)<ppöö»5vTi j^6ovnv ^m-
luefcova TOiel B 211 (423, 16) ei nn ^iti lo
T015 öviiTotöi Toii; 1*15. woiotTo B 189
(420, 5) i^feovai axaipoi t{ktouöiv äi\-
biou; B 71 (402, 6) xaiSra^, iE div 1^
xaKÖTTii; fivexai B 178 (418, 5) otoiv
Vjfeovfiv €xouaiv a\ tuöv -nkkac; Eujucpo- 15
pa( B 293 (437, 24) — oüö^v iminoT€
i'i&ovf^i; €v€K€v wpdEa^ v. Gorg. A 11
(647, 34) ÖOKoOvra «löcvai; Ktäa&ai X»5-
Ttai; atcöGai Antiph. B 49 (698, 20)
dKoXoueoöoiv auTot^ XOirai Ka\ irövoi 20
(698, 34) iräoai kK ^6T<iX^uv \\mt]\i&-
Tujv (699, 1) ToO 0u)joO xatg napaxpf)|iia
r\b. €|i(pp(4(ja€i B 68 (601, 28) t^v iro-
paurix' i^öoWjv Ix^pov Ka9{öTri<n ...
Krit. B 27, 2 (622, 18). 25
rjbovoirXi^E (qpüöii; mv efiiroXiv fiT^v)
Timon V. Anaxarch. A 10 (467, 4).
^b\)\6foc, Antiph. B 100 (606, 80).
r\bi(i. 'AvaKpefovra Krit. B 1 (613, 16.
17) (piX{a<;(eC)TrpaE(a5?) [Demokr.] B 302 30
(446,37) aXeiMMO, xpoqji^ (446,13.16) —
if\b\) TÖ TTuelaOat Mus. B 7 (486, 13)
voOao^ uTie{T|v dirofrjoev )^öij ktX. He-
rakl. B 111 (77, 18) tö iroptpupoOv ^bb
q>a(v6ö6ai npö^ Tf|v ai'ö6r)öiv Demokr. 85
A 136 (378, 11) i^6ü aXXuJi äXXo opp.
dtaeöv KOI äXnee? B 69 (402, 2) |ii»T
öev dnoöexeööai fjv infj ou|iupepr)i B 74
(402, 10} evBa to i\b\i, . . . Ka\ tö Xu-
rrnpöv Antiph. B 49 (598, 24) tOiv 40
i'iöeiuv TO OTraviidraTa Y'vö|U€va De-
mokr. B 232 (426, 12) — ^biwc, B 169
(414, 1) i^&{ove<; (növoi tjauxCn?) ß 243
(428, 7) TiÖKTTOv oö ^Ttteufici^ Tuxelv
Thal. 73» 3 (622, 6 vgl. Arnn.) rä f\bi' 45
oxa opp. xä peXxiaxo Solon (621, 12)
q>op6lv ^bioxa (l^Äxia) Krit. B 34 (623,
25).
TiöuOjbta. xiliv if\b. äptaxov xb itOp [Pro-
dik.] B 10 (673, 6).
i^epto^ 8. äepio^,
T^BiKÖ^. TTcpl irai6e)}<T6U)(; i\QiKf{<i Tit.
[Archyt.] (264, 11) «oikcv 0^100601 xf^c
i^BiKf^? (vor Sokrat.) v. Archel. A 1
(323, 13) vgl. A 6 (324, 34) ^QiKa Ö6-
Tiiaxa irapa 6€|it(rroKXe(a( Pythag. 3
(22, 38) i^eiKÄ Demokr. A 1 (381, 3)
33 (367, 13) 'TnoMvimdxujv t^öiKdiw . . .
Tit. (357, 18) « B 4» (387, 1) X6tou<;(?)
[Demokr.] B 299 (439, 8).
i^Oo^. udpa b' t^6o( iK&arwi (Element)
Emped. B 17, 28 (179, 6) — 1^60«; dv
6p((iiT€tov oOk 2x€i Yvi^Ma?. Oetov bi
Herakl. B 78 (73, 19) i^eoq äv0pu>nuii
baitxiuv B 119 (78, 14) aülei xaOx* elc
fj9o<; iKoaxov, oirr]» tpiau; . . km&axiui
Emped. B 110, 6 (204, 4) rjeeoi; cOxpo-
itlr\ opp. KXTjveuiv eJ^Y^veia Demokr.
B 67 (400, 19) iTOvr)poO xivo«; r)6ou<;
B192 (421,18) ömltc«; dxöXaaxov exou-
öiv f^9o<; Krit. B 6, 14 (616, 23).
f\i {^ 6bb<; dT€i) Herakl. B 71 (72, 19)
Emped. B 4, 13 (174, 22) ♦16, 1 (177,
17) (Dativ?) 67, 1 (190, 7) Diog. B6
(338, 11) fii M^v-xf^i n^v, fji bk —
xaux^i bk Emped. B 17, 9 ff. (178, Off.)
= 26, 6 ff. (183, 5 ff.). Vgl. fjmcp.
fjtnep x€ Emped. B 133, 2 (212, 11).
rjXdoKCiv. 'AxTi5 dv Xftiuuiva . . . »\Xd-
aKouaiv Emped. B 121, 4 (209, 2).
TiX€Kxpov (H»uxi^) Thal. A 1 (3,31) 3 (7,
10) kl 6|uo(uiv wxK^aQai Demokr. A
166 (383, 29).
i^XcKxiup = wOp Emped. B 22, 2 (181,
15).
'HXid?. 'H\i&b€q Pann. B 1 (113, 86.
114,16).
1^ X t a K 6 ^. iviauxö(; Qerakl. A 13 (69, 14)
airfai Anaximen. A 7 (19, 8) ■jrepiqp^Y"
teia Anaxag. A 86 (309, 17) eKXct((;t^
&p6^o^, ki5kXo; u. ä. s. T^XlO^.
i^Xixia. i^XtK(ac (xii»v ZtJdiiuv) dpiOfiö^
Pythagor. B 27 (276, 29) — ncxoßdX-
Xeiv xfli Kpi^oei koxo . , . xa? i^XtK{a<;
(80. xoix; dvOpiJ&irouO Demokr. A 136
(376, 40) vgl. xd? oloeiiOCK; dXXoioOöGai
265
fiXio<i 266
trapo xa<; rjXiKfo^ . . . Protag. A 14 (531,
16 ff.) i'|XiK(ai €vÖ€6a(J|u4vai Pythagor.
D 8 (287, 25).
f[\il. f\XiKa (Elemente) y^wov Emped.
B 17, 27 (179, 4) ♦nXixo dpxi^v B 38, 1 5
(186, 20).
*HXi6Ttn Emped, B 122, 1 (209, 9).-
i^Xio^. Element (= uOp). i^eXfou Em-
ped. B 71, 2 (193, 17) vgl. i\i\\ov Bep-
fxbv 6pav Ka\ Xa)itTrp6v im&vrrfl B 21, 3 lo
(180, 17) sol prmcipiwm mundi Epich.
Enni 49 (97, 9) isque totus mentis est
50» (97, 13).
Gott. irOp «= 'AttoXXujv, "HXio<;,
"H^atöTOi; Theagen. 2 (511, 22) "HXi€ 15
nop Orph. B 21 (481, 18 ff. m. Anm.)
"HXio.; = ZeO? Pherekyd. A 9 (607, 8)
«= 'ATröUtüv 18 A 20 (108, 29) 29, 7
(230, 22) « 'Oaipic Aegypt. 60 B 6
(460, 1) 7 (460, 16) 'HeXfoio u>k€0 yv'^a 2o
Emped. B 27, 1 (183, 22) »iXiov . . . ol
iraXaio\ öeoüi; ^vömöav Prodik. B 5
(571, 24. 30) ixi] cl? töv tiXiov ßeXri
EcpErjv dKovrföai • . . Gebv napa&cbo-
ftevov Hekat. B 6 (459, 40) — ßaaiXetJ? 25
Aegypt. 60 B 7 (460, 43. 45) 11 (461,
24. 26) «= 'AxiXX€»5(; Metrod. v. L. 4
(326,23). Vgl. Reg. n.
Gestirn. Definition, Entste-
hang. [Anaximandr.] 1 (12, 1) Ana- 30
ximandr. 10 (13, 38) 21 (16, 8) Anaxi-
men. A 6 (18, 27) 15 (20, 4) (ireToXov)
A 15 (20, 5) Xcnophan. A 32 (41, 16.
20) 40 (42, 45) 41 (43, 1) fiveaQav Ka9'
€KdoTTiv iin^pov A 33 (41, 28) vgl. 6 35
riXio? veo? tcp' i\^^kpr]^ Herakl. B 6 (62,
20) öfttup ößGwuvm aÖTÖv Kai iriiXiv
il6.m€aQai Metrod. v. Ch. A 4 (451,
16) — «va|Ll^a voepöv Herakl. A 12
(59, 3) vgl. Herakliteer 53, 2 {342, 27) 40
Hekat. v. Abdera B 9 (461,9) —
Parm. A 37 (111, 13) 41 (111, 30) 43
(111. 35) B 11, 1 (123, 6) Emped. A 1
(153.36) 30(158,35) 49 (161,23.33)
66 (162, 24) 70 (166, 13) PhiloL A 19 45
(237, 36) — \x6bpov bi&iwpov u. ä.
Anaxag. A 1 (293, 38. 294, 32) 2 (295,
19) 19 (298, 2. 4) vgl. 20» (298, 14) 35
(300, 14) 42 (301, 39) 72 (307, 19) 73
(307, 32) vgl. XiQoq ii y]\{ov (oöpavoO)
A 1 (294, 13. 28) 10 (296,15) 11 (296,
21. 29) 12 (296, 32) oOk einöotv oOtoO
(Anaxag.) ol bolax 01 t€ n€p\ »iXteu
Kai oeXi^vr)^ dXXä dpxaiai Demokr.
B 6 (387, 18) vgl. A 87 (366, 35) —
Entstehung Diog. A 6 (329, 25) 13
(330, 9) Leuk. A 1 (343, 21) Demokr.
A 1 (352, 29) 39 (359, 47) 40 (360, 17)
Metrod. v. Ch. A 11 (451, 38) 20 (452,
20) Antipb, B 26 (595, 29) — Maxi-
mum u. Minimum Hippokr. 12 C 1
(81, 15) — T^v ToO i^X(ou ß(ov devaov
6 dfjp uap^xcTai Diog. C 2 (341, 1)
dT|Lii66^ at^ 6 r]Xio<; Tp^qpcxai ob d|nßpo-
aia Demokr. B 25 (395, 6) Tf^<; d<p'
riXiou dT^(&0( dvaq)€po)i^vr)^ Xeno-
phan. A 1 (34, 16) — fiXio? Kai öeXt^vi^ :
jiaKtipuiv vf^ooi Pythagor. C 4 (280, 16).
Lage im All. Zahl, to äirav
0U)^a Tf{<i röjy 6Xujv <pÜ0£UJ^ ki i^Xfou Kai
<J€X»ivri(; dnapTiZeoOai Aegypt. 60 B 7
(460, 24) xpifiOinoi; Ttpbc, ttjv toO k6(siiov
fkvealv T€ Kai &io(Kr]Otv Xenophan.
A 42 (43, 10) — Lage Anaximandr.
Metrod. v. Ch. 2, 18 (15, 41) Emped.
A 65 (162, 14) Philol. A 16 (237, 18)
Pythagor. B 35 (277, 42) 37 (278, 26 ff.)
Leuk. AI (343, 19) Demokr. A 86 (366,
33) vgl. A 40 (360, 17) — dnöoromq
Tf\yi{i)v auToO Anaximen. A 7 (19, 1)
Xenophan. A 41» (43, 8) Herakl. A 1
(55, 38) Emped. A 61 (163,3) — otrei-
poi (fiXioi) Xenophan. A33 (41,30) vgl.
A 41» (43, 4) Anaxag. B 4 (315, 11)
Demokr. A 40 (360, 11) 6iio ViX{ou<i
TÖV liht dpxcTuirov, töv bk <paw6n€vov
Emped. A 56 (162, 18) vgl. B 44 (188,
11) Philol. A 19 (237, 36) el nA ti<;
KOI Tp(Tov XeE€i (237, 39).
Bewegung. Bahn. t^6X{ou) K€-
Xcueoi Orph.B 16(479,36) KfvnffK Ana-
ximen.'A 6 (18, 29) 7 (18, 41. 47) 14 (19,
41) i^€Xi6(; 8' viit€pi6|bi€voq yaiav r km-
edXmuv Xenophan. B 31 (51,16) €l? ätr€i-
pov irpoievai A 41* (43, 7) cv öioirfci
K&zai (1. KivelToi) Herakl. A 1 (56, 37
267 nXio<;
268
oi»x vmepßT^öCTOi juerpa B 94 (75, 19)
dva(pa(vct (upa<; cti Travxa tpepouöi B
100 (76, 12) ~ ä£iK{vriTo<; Alkm. A 1
(100, 26) 12 (102, 26) — dXiö9e\^ m^TW
oupovov d|üi<pnro\e»5ei Emped. B 41 (187, 5
18) 0U1TU) fikioc, . . . ßeßaiov cxuiv 6p6-
yiov r^ui Kai b^aiv txpivev , . . Emped. (?)
B 154 (217,8) Tr€p{&pono(; = nepiypaqpfj
ToO it€poTO<; ToO K^afiou A öO (161,
37) ßpa6uirop€iv A 75 (166, 33) (f nv, lo
t^Xiov, öeXi^vrjv) irepiqpepcaöai irepi tö
irOp Kaxä kukXov XoE6v Philo!. A 21
(237, 48) vöcpoq Pythagor. B 35 (277,
33) V|\(iut . . . aujiLiaTa Tiva öuinTtcptqpt •
p6|j€va i'jiiiiv äöpara Anaxag. A 42 (303 , is
41) — i'iXiaKÖc; kOkXo«;: KoÜ] tropefa,
^vavrfa toi«; aAXon äo-xpoK, (popd Oi-
nop. 7 (230, 20j VerhältniB z. -jakaliai;
Pythagor. B 37c (278, 45) Anaxag. A
80 (308, 26) Demokr. A 91 !367, 16) 20
Metrbd. v. Ch. A 67 (460, 42) - irepi-
XijOpTiai^ Anaxag. B 12 (319, 8) rzp6o-
hoc, [de, t6v KÖOjaov) A 75 (308, 1) 6pö-
M0(; &iä irveujLiaToq Diog. C 2 (340, 38)
T(A»v Toö Vj\(ou q)opurv äpiBn'oc, xai Ttliv 2.5
n]<i ae\^yn]<; Pythagor. B 27 (276, 28
vgl. 34) Bewegung v. r^Xioi; u. a€X\i\vr\
Leuk. AI (342,37) Demokr. A88 (366,
38) nXio? <ev) Tof6Tni B 14, 8 (392, 47)
— solem Stare terram moveri Hiket. 1 30
(265, 21) Wenden (Tponai) Ana.xi-
mandr. 2 (12, 25) 27 (16, 43) Emped.
A 68 (162, 37) Meton 29, 9 (230, 30;
Anaxag. A 42 (302, 1) 72 (307, 20) Diog.
A 17 (330, 24) Demokr. A 89 (367, 7) 35
B 14, 2 (391, 4 ff.) ^olsiiUum B 14, 4
(391, 32).
Licht (Finsternis). "Wärme.
tKAeivK Thal. A 1 ;3, 19) 5 (7, 22. 26)
17 (9, 40) Xenophan. A 41 (43, 2) 41'* 40
(43, 7) Herakl. A 1 55, 38) Emped. A
59 (162, 40) B 42 (187, 27) Atiaxag. A
42 (30i, 48) Diog. A 13 (330, 11 ) Leuk.
A 1 (343, 22) |Li€Xpi TU)v Aim. xP^vuiv
noXXo\ tck; CKXcfijiei^ tcaeaipeaei^ ^k<4- 45
Xouv Demokr. B 161 (414,16) Metrod.
V. Ch. A 4 (461, 19) — \a.\xrtpo'z6m\ xat
ecp^0TdTr| 1^ ToO i\\{oM <pX6E Herakl.
A 1 (55,34) vgl A 12 (59,10) XaMtrpöv
TrXf\KTpov riX(ou q)dor, Skythin. hera-
klitis. 12 C 3 (86, 17) KaBapä^ cuot^o«;
rieX(oio \(i\xxi6,bo<, €pT oi6r|^<* Pann. B
10, 2 (122, 22) TiXio«; 6fußeXri<; Emped.
B 40 (187, 10) ((J€X>ivTi) aiei Trairraf-
voyoa npö^ ad-fcu; i^eXfoio Farm. B 15
(124, 10) vgl. £(; aii-ihc^ rieXiov (pae-
eovTO<; Emped. B 115, 11 (207, 7) u.
a9pei övaKTO«; evavri'ov d^ea kukXov
B 47 fl88, 26] auyri Ttj^ada creXvj-
vair)«; kukXov B 43 (188, 7) dvraufe'i
npö? "OXu)Lmov B 44 (188, 11) vgl.
Sp, 266, 37 u. «vdxXaaK; - riXio;; evxf-
Griöi Tf^t a€X»ivT]i TÖ Xa|iiTp<Sv Anaxag,
B 18(321,7; *|piv = t6 ev tfiicfi vecpeXni-
öiv dvTiXdiUTrov tüui i]\i\yii B 19 (321, 9)
im übrigen vgl. oeX>ivTi, Tpic;, €fi7ri(yr]-
|aaa(ai, YoXaHfa^, KOfirJTTi«; — Toiiq dtiXa-
vei^ uirö TOÖ VjXi'ou TTpoaXd^-rreöGai Me-
trod. V. Ch. A 9 '451, ,34 j Diotim. 1
(466, 2) — dq)iKveTöeai irpOTepov t6
dnö rjX{ou q)U)c €t<; tö jueraEu npiv ent
Tnv T^lv Emped. A 57 (162, 30 ff.) —
Tag und Xacht. el |uti r\. 9\y, evexa
TU)v oXXuJV döTptuv €i)q)p6vTi dv i^v He-
rakl. B 99 (76, 8) EntgtehuDg Herakl.
A 1 (55, 43) Emped. B 48 [188, 81)
Pythagor. B 37 (278, 26) oüx «|l«x dva-
TeXXei KOI ÖÜ€Tai ndaiv Archel. A 4
(324, 17) a\xa i\ki{ux dvi'oxovTi Deinokr.
B 14, 3 (391, 12 ff.) — ditö toö nXi'ou
vpüic, dirroDöi Tfji dvaKXdoei dtrö Ta»v
Xei'ujv Gorg. B 5 (656, 7) — dtrö rr\c,
TOÖ i^X(ou OepiuoTr^Toc Tdv Tot^ |li^t-
apoCoi^ öUMßa(v€iv Xenophan. A 46
(43, 19) Austrocknung v. ödXaooa, th
auch Anaximandr. 11 (14, 15) 27 (16,
42) Diog. A 17 (330, 23 ff.) 18 (330,
32 ff.) Archel.A4 (324,14ff.) hK^ etrdm
piTTT^iaiv €u»<JM^vo^ iieX{oio Emped. B
56 (189, 29; — Wirkung auf «np.
öfZtiv KOI i|;oq)€lv TÖv depo Oep|iaiv6-
)H€vov imö TOÖ i'jXfou Anaxag. A 74
(307, 40 ff.) drjp . . . toö napd tiöi i^Ximi
TToXXöv ijiuxpÖTCpo^ JDiog. B 5 (336, 7)
TÖV depo TTOif^öai öiaqpavf^ Archel. A 4
(324, 14) TÖV T^Xiov dnujöoOvTa dtp'
269
1^^toXa0^6<; 270
lauToO KCl dnoTtXnTT^jievov ttukvoöv
TÖv depo Demokr. A 13ö (374, 16) vgl.
Tfjv cMcpaöiv Ttoiel [xai Kranx] tö
vpCx; uiOTrep (öktivc) €mq)epu)v ^in xrjv
öq;iv(?; (374, 13) Entstehung v. äv€^o^ 5
Anaxiraandr. 24 16, 33) Anaxag. A 1
(294, 7) 42 ;3Ö2,7) Metrod.v. Ch. A18
(462, 11) vgl. dvCMO«;.
Gröjße, Breite u. ä. Thal. A 1
;3, 25) 3 (7, 9) 19 (10, 5i [Anaximandr.] lo
1 (12.1) Anaximandr. 11 ,14,13) 21 (16,8)
Herakl. A 1 (Ö5, 13) 12 (59, 41 Emped.
A 1 (153, 36) 56 162, 25) Anaxag. A 1
(293, 38) 42 (301, 45) 73 (307, 20) Ar-
cheh A 1 (323, 24) 4 324, 12) Derxwkr. 15
A 87 (366, 36) eupoc; 7ro6ö<; dv9pu)-
nefou Herakl. B3 (62, 7) r\\io<, irXa-
Tu^ Alkm. A 4 (101, 10).
rjXioTpoiretov Pherekyd. A 1 (£04,
18). 20
i^XiTÖtroivoi;. (i^Xitöitoivov) T€f05(?)
Emped. B 142, 2 (216, 8).
^Xo^. r\Karv hlKiyv KaT<menT]Yfvai Tct
darpo Anaximen. A 14 (19, 38).
fifiap Kleostr B 1 i602, 17) truXai Nu- 25
KTÖq KCl "HnaTOi; KeXc\50ujv Parm. B
1,11 (114,17) vriX€€<; f^jaap Emped.
B 139, 1 (214, 18). Vgl. *in€pa.
i'meic; 8. €fu».
r\ixkv — r\bi Parm. B 1, 29. 30 (115, 11. 3o
12).
T^Mtpa. xpixTi) rm€pa tu» yöMW»« Phere-
kyd. B 2 (508, 8) auTT) y\ i^j^epa
xaivoO fca{jLiovo^ apx^i Antiph. B 49
(598, 14j ouK eöT dnÖTOKTO^ illtiepa 35
olvüiöai . . . Krit. B 6, 28 (616, 6) kartepa
fi\tM<i TJ^epae; Emped. B 152 (216, 14)
oiuii tu; av tö irXtTaTOV 'rf\<i i?m6pa<;
öijvf^i . . . Antiph. B 62 !602, 14) tö
Unko^ ToO ß(ou r^|Li€pai |uiöi (JotKC) 4o
B 49 (599, 19) r\\ioc, veo<; etp i^m^prii
Herakl. B 6 (62, Ül) yca eqp' Vjjiepiii
«ppovtovTe^ Deiuokr. B 168 (413, 82)
Trjv itopeXöoOöttv r|. äfattdiCi, Tfjv b'
tmoöaav bcftiöot Thrasym. B 1 (577, 8) 4S
olq Ka0' l^^epav kyKvpoOai, TaÖTa aii-
TOt; Uva (paivcTm Herakl. B 72 (72,
21) tovq dv0puiirou(; (ppovefv '6Tro(Tjv
Zcu? €<p i\ixipY\v ÖTf^i' Archiloch. 12 A
16 (60, 4) KOTct näaav Tmepriv Protag.
B 9 (540, 3) üncp toO koB' i^^^pov ß(oo
Antiph. B 49 (599, 8) M60€opToi i\. An-
tiph. B 95 (606, 22) €v äktO» Tat«; rt&-
OT^iöiv 'f\pLkpr\iai dnoe<)tv6vTiuv Protag.
B 9 (540, 2).
Doxographie. tmtcs dies par omni
Herakl. B 106 (77, 7) Vjiiiepiiv Kai eO-
(ppövr^v oviK iyiviüOKev ' €(Tti fcxp €v B
57 (70. 8) = ee6<; B 67 (71, 15) vgl.
Hippokr. 12 C 1 (81, 13) irdvTuiv ^etpa
€X£iv . . - Kai vuKTÖ<; KOI i^m6pa<; Diog.
B 3 (336, 8) — Entstehung Herakl. A 1
(56, 40) Emped. A 30 (158, 32) (irpiv
»iulpav KOI vuKTO 6iaKpief\vai) A 70
(164, 13) Pythagor. B 37 (278, 26. 34)
Metrod. V. Ch. A 4 (461, 18) — tooou-
TTjv ycv^öOai TT)v 1^^^pav, 6'n6ar\ vOv
^öTiv »1 b€Ka|Liiivo^ Emped. A 75 (165,
33) T^ tnT<i)Lir|vo(; (166, 34) r\ptipa iE nr\-
v(üv Bion 1 (466, 17) — ncTaXXayTi TfS«;
i'i^. (Sonnenfinsternis) Thal. A 5 (7, 23)
vgl. Xenophan. A 41 (43, 3) — bik xi
€UT}Kou}T6pa »^ viJS ; Anaxag. A 74 (307,
39) Erklänmg v. o^m, tö fiev r^kpac;
TÖ bk vuKTUJp fiöXXov opäi Emped. A
86 (168, 19 £F. 170, off.) 91 (172, 13)
Anaxag. A 92 (310, 21. 23) — iß nipea
Tf\q iiM€pa<; Babyl. 2, 4 (12, 26) rm^pai
ToO tviouToO Thal. A 1 (4, 10). Vgl.
t^MCp.
r)|it€pTiato^. öirvoi Demokr. B 212 (423,
1»)
riixipoc,. Entstehung V. rijyiepov u. afpiov
Hippon A 19 (226, 22. 26).
r\pLix tpoc, auch Parm. Emped.
T^nfeco? Akusil. B35 (517,15).
l'mtKÜKXlÖV. dvi€pOUV TOt^ £ilO<JK0V-
poi^ Pythagor. '32 A 14 (236, 42) in d.
'ApxuTOU €up€<Ji(; Archyt. A 14 (263,
44 ff.).
i^MiKuX(v?>piovArobyt.A14(263,44ff.).
i^|iiiKÜXtv&po(; T0|ui*i Archyt. A 1 (260,
42) 16 (254, 44).
i^mX{Tpiov [Epich.] B 68» (99, »).
i\iilya. 6uo [Epich.] B 68 (99, 8).
^txioX<xaii6<; Antiph. B 75 (603, 16).
271 f\^xi6\io,; 272
i^luiöXio^. TÖ 6i' öEciäv i'jiüiiöXiov Philol. rit:€p6-nevna (tuvaiKuiv) Krit. B 1 (613,
B 6 (242, 1). 16).
i'iliifovoi; Erkl. d. Sterilität Alkm. B3 y]nio<;. irOp Parm. B 8, 57 (122, 1).
(104, 1) Emped. A 82 (167, 26) B 92 r\ni6<ppu)v Emped. B 36, 13 (186, 6).
(198, 6) Demokr. A 149 (380, 27) 151 ö'Hpa = fi\ Emped. A 1 (153, 33) 33
(380, 46). (159, 17. 25) "Hpn (pcp^oßio^ B 6, 2
^}xiav^. 0aX(iflfOn<; t6 |li^v tiiuktu ffi, tö (176, 9) = diip 18 A 20 (108,30) Em-
bk TiiLiiau irpriffTtip Herakl. B 31 (67, 3) päd. A 23 (157,4) 33 (159,13) vgl, (159,
ai be Ktt k(; tö r\fxiav (sc. xdi KaXdjuui lOAnm.) — (p\5ceiU(;ijTt6ffTa(ji(;Metrod.
6|u<puaf^i), öib (pGeT^e^Toi Archyt. B 1 lo v. L. 3 (326, 14) i^ toO TerpaYiuvou f *«-
(260, 16) — irpÖT€pov cl? t6 finiou 6elv vfa ''Hpa<; Phüol. A 14 (237, 1. 6). Vgl
äq>iK^a6ai tö q>€p6fi€vov f\ rrpö? tö xi- Reg. II.
Xo? Zenon A 25 (131, 26) vgl. A 22 'HpcKXefa. \lQo<; Emped. A 89 (171,35)
(130, 42) ToO |i*r| ä)H€poO<; irdvTtü«; ^ötiv Diog. A 33 (333, 22).
fifxiav (130, 43) i<sov xpövov tüli» ftmXa- 15 »ipeintlv. r|pe)ioOv koi Kivot5|Li6vov dpxaC
(Jim TÖv fißiam A 28 (132, 3). Pythagor. B 6 (271, 24) dei i^p€|U€l irav
ri|Lii(7(pa(piov. 5i3o k<5kXiui iT€p\ ttjv yi^v f\ KivelTm Zenon A 27 (131, 45) tö fi€v
<p6p6|J€va Emped. A 30 (158, 32) vgl. wapä Ktvouinevov tö bk nap' iipejjioOv
A66 (162, 19). TÖ lOov nifeQo<;, . . . töv toov (pepe-
VjmTCTpÄTWvov (Speusipp. nach) Phi- 20 orOm xp<5vov A28 (132,4. vgl. 18). —
lol. A 13 (236, 6. 14 ff.). i^peiueW (so. töv ^x'^eqpoXov), KaTä toOto
(i^fiiTÖviov) semitmmm Philol. B 6 (242, kmaTYnxr\v Alkm. All (102, 19 f.). Vgl.
8. 9). dTpeiietv, ärp€fXY\<;.
i^jiiTpiYwvov (Spensipp, nach) Philol. t^peiiiCa Ka\ öToatQ tuiv v€Kpu»v Herakl.
A 13 (236, 7). 25 A 6 (68, 25).
i^möeiv. iijuuaouai nöXtv Mus, B22 (488, i^pünov Vit. Pann. A 1 (105, 31).
29). T^pwC' oXXotoi fued' tipuieaoi dvdScK;
Tiv s. ^dv. Orph. B 17 (480, 19) oö ti tivu&(Tku»v
i^vEKi^^. i^veK^c oUv Emped. B 17,36 Öeou^ oiiö' Tjpiua^ oitiv^<; eioi Herakl.
(179, 12) i\veKk{X)^ xeTOTOi (tö v<5|lii|liov) 30 Bö (62, 19) uepi tuiv fevdjv tüjv te
B 135, 2 (213, 18). ilpuGiuv xd täv ävQpiimwv Hippias A
^v{Ka Thrasym. B 1 (576, 19). 11 (581, 81).
T^vCoxo«;. dOavdTOttJi i^iöxoioi Pwm. fjoBat. fjöo Emped. ß 17, 21 (178, 18).
B 1, 24 (115, 6). iiavxia koXöv Periand. 73» 8 (523, 16)
^itap(iroXua(|LiaTov}Emped.B.150(216,9) 35 ^itoioövto t^v dvafiovrjv auimf\i xpu»-
^SaijiiaToOv B 61 (191, 3) Em'ahrang d, ficvoi Ka\ i^ffuxfai Pythagor. D 6 (286,
Embryo A 79 (166, 30) pax tct^xOci iiii 12) rf\(i i^oux^a? TtdvTCi; o\ uövoi 1^6(0-
Tiut n^taTi xoXnv Philol. A27 (239, 14) ve? Demokr. B 243 (428, 6).
((pXev|i TeCvouoa) ei? TÖ ^TTcp Diog. B 6 rjöuxo?. dauxQi kivoO^cvoi opp. loxu-
(337, 24) xopTiTÖv aVoTOi; . . . fjuap 40 pilx; Archyt. B 1 (260, 12).
^TtieuiüiCii? afnov xoXf| wpö? n^OTi ni- t^xop ('AXriöeCn?) Parm. B 1,29 (116, 11).
vouaa . . . Demokr. C 6 (448, 32) «= i'JTTäaeai. rjööiufievoi^ opp. \iKiovat
AtiiLii^TTip (b. Homer) Metrod. v. L. 4 Demokr. B 249 (429, 8) {mb ofvou i^iö-
(326, 26). ö(j(»|üievov Antiph. B 76 (603, 18).
VJTtaTlTK Diog.B6(337,20. 338,19ff.). 45 rjTxujv. xprifx&xütv ^aaotv Demokr. B
T^ftcipo^. änh'Aaiati Ka\ EOpdimi^ tck; 60 (400,8) töv t]Ttu) Xöyov Kpfirnju
1^. KoXcl Hippias B 8 (584, 26). irotdv Protag. A 21 (532, 22. 27) vgl.
t^ncp Demokr. B 18X (418, 14). A 26 (534, 31) C 2 (542, 81) viköi tüöi
273
eiSxxctv
274
riööovi opp. TÖ fiexZov Demokr. B 176
(417, 16) fJTTOv irax€ia Diog. B 6 (338, 4)
Tf^i iLiäWov Tf^i b' f\aaov Pann. B 8, 48
(121, 9) ähnl. Archyt. B 1 (259, 18)
iroXX«I»i fjööov Demokr. B 279 (436,
19) — T^Kiara Krit. B 40 (626, 4) oux
riKKTTO Archyt. B 1 (258, 10).
1^|}kO|JIO^ S. €UkO|UO(.
i^\5 <;. *r^ea fuio Emped. B 128, 10 (211, 4).
'HcpaidTo? = nOp Aegypt. 60 B 7 (460,
31 vgl. 45. 47) Prodik. B 6 (571, 28)
im Knochen Emped. B 96, 3 (199, 19)
im Fleisch, Blut B 98, 2 (199, S2).
Vgl. Eeg. n.
»IX^'v. Entstehung v. äkot^: t6 K€vöv
TiX€tv, Tov b' ciepa äwrix^v Alkm. A 5
(101, 18) Tt&vza Tß KoUa A6 (101, 31)
ö diip Emped. A 86 (16i8, 30,'.
i^Xn€i<;. ÄKOui^v Parm. B 1, 35 (115, 17).
iiXo<;- 6 iroXXciKK; ^httChtuw Tot^ lufffv
<pujvf) Tujv KpeiTTÖvuiv Pythagor. C 2
(279, 80) Entstehung v. äkoi^ Emped.
A 86 (168, 30. 32. 170, 18 vgl. 31 fif.)
&X0<; d. Flöte Archyt, B 1 (260, 9. 11.
13) vuKTÖ? (po{v6ö9ai (korrupt) töv cd-
Xov ai)Tthv (tuw q)UJvu»v?) xai tov i^xov
Anaxag. A 74 (307, 47).
ri%w Entstehun g Anaxag. A 106 (312, 20}
Demokr. A 135 (374, 7).
daXdaaioq. iTXdKa(; oujLnrdvTUJv QaXaG-
oi'ujv Xenophan. A 33 (41,37).
6aXaaoov6)iO(;. ^k K6irxa»<Ji 60X0000-
vöjiun? Emped. B 76, 1 (194, 16).
edXoTTO. Element, Gott. irupö^Tpo-
iToi npuiTov Q6Xaoda, 6aXiaar\% bk tö
lüiev TiMiou fi\, Tb bk. r^niou irprion^p
Herakl. B 31 (76, 3) to Otpöv, xh ui<;
(fttippux Tf^^ biaK0Ofvf\a€W(;, o koXcI 6d-
Xocoav (67,6) edXooaa btoxecToi (sc.
TÖ irOp) (67, 9) = ööujp Emped. B
22,2 (181, 16) — 6dKpuov <Kp6v.ou?)
Pythagor. B 2(279,22) (nXiov, edXoo-
0av) 6€oii^ UTTÖ tOüv Md^iuv napabe-
bonivov^ Hekat. B 6 (469, 41).
Teil d. Erde. Entstehung. ou&^
f^v Tofl^ p^iao(; öiUqpaXöi; ovbk öoXda-
on? Epim. B 11. (496, 20) ou6' ain«;
Xdotov |Li€vo? oi)bk edXoüoa Emped. B
5 27, 2 (183, 23) vgl. B 22,2 (181, 15)
hiernach ApoUon. Rhod. 66 B'16 (479,
31) Entstehung, Erklärung. d. dXfiu-
Pj6tt]<; Anaximandr. 27 (16, 43) Xeno-
phan. A 33 (41,31) Emped. A 66 (163,
10 19 ff.) B 56 (189,27) vgl. 65 A 99»
(368,36) Antiph. B 32 (596,18) —
Anaitag. A 1 (294, 2) 42 (301, 34) 90
(310, 1) Archel. A 1 (323, 23) Diog.
A 17 (330,20) 18(330,33) Demokr. A
15 99» (368, 35) 100 (369, 3) Metrpd. v.
Ch. A 19 (452, 15) vbwp KoBaptirraTov
KOI fiiopi/rroTov, irÖTiiiov otroTov He-
rakl. B 61 (70, 20) Ziimuv ffu^<p^5pulv
Tpoq)öv, ctöD|üi(p6pu)v (pB6pQV Hippokr.
20 12 C 1 (83,11) Tpecpeaeoi tou<; IxBOc;
TUJi nopoKeiiievuit Tf^i eoXdTTTji tXukcI
uftoTi Emped. Demokr. 21 A 66 (163,
25. 34) Demokr. A 155» (382, 10) tu
öftoTO -mvdjxeva irdvTO ck tt)? SoXot-
26 TTj(; Hippon B 1 (226, 4 ff.) ii 6. ßa8u-
T^pa Tüöv uödTuw (226, 7) — rtryfi] vba-
T0(;, dv^juoto Xenophan. B 30, 1 (51, 8)
vgl. A 46 (43,20) öouX€ii€i dvl|uiot<; He-
rakl. A 14" (59,28) dvaeunCoöK A 1 (65,
30 29) vgl. dies — t]Xio? dvamiia ^k 6a-
Xdrrrj? A 11 (59, 3) vgl. 53, 2 (342, 27)
Hekat. v. Abd. B 9 (461, 9) t^v t^v
€1^ Trjv 6. xtupctv Xenophan. A 32 (41,
16) — ttWtöv t^, dtnOTOV ödXaoöo
35 Pittak. 73» 3 (522, 17) — ffl«: koi ed-
Xdffoii^ u€p(n€Tpov efpa^^€■v Anaxi-
mandr. 1 (12, 6) 6dXaa0a (F^ilo^ivr]
Totg Kumoi«; TrapaorCXpei Anaximen. A
17 (20, 12) vgL Kleidem. 1 (326, 38).
40 Vgl. it&vro<i, TikXarfoq — Atlantisches,
Botes M., Megale Th. 8. Reg. IL
6aXe9€tv. ßioü 6aXe6övTo; ^v dK|Lif)i
Emped. B 20, 3 (180, 6) vgl. BdXXeiv.
9dX€io(. aT€q>caiv Emped. B 112, 6
45 (205,18).
eaX€p6<;. Ei»ovd|UTiv Epim.B 19 (497, 9).
6aX(n Xenophan. B 1, 12 (44, 27).
edXXctv. ndvTO ddXXouoi Ka\ ^aara-
275 eaXneiv 276
vouöi Phüol. B 13 (244, 18) (bivbpea) x6ra<i [Prodik.] (Ö73,2 Anm.) — ftuo öi-
. . . *Te6riXev KopitOuv ä(pQovir]ai Em- öaOKaX(ai Anaxag. A 34 (300, 8] Selbst-
ped, B 77 (194, 28) — edUei coni. mordvei'werflichPhilol.Bl4(24ö,llff.
Zi\i (iTa(6euöK) Antiph. B 60 (002,7) 21 ff.) — Todesfurcht Demokr.Bla (386.
ä(pe(Tiui Q6iX\wv ß(u)i Krit. B 25,17 5 11 ff.) 199 (422,8) 203 (422,17, 206
(621, 5: vgl. eaXeGetv. (423, 2) 206 (423, 8) contemptum mor-
QaKtteiv {ra äarpa) Herakl. A 1 (55, tts (philosophia praestat) Zenon A 19
36) vgl. eniOäXireiv. (130, 6) Bruder d. unvo^ Gorg. A 16
6<i}avo(;. Pflanxc. Kartx ödiuvujv (-fevor;) (548, 22) Qavaroc, koköv u. dtToööv
Emped. B 9, 2 (176, 21) eotjuvoiö« B lo Dialex. 1, 3 (636, 9) — edvaxoi oikc-
20,6 (180,9) Sdjuvoq Stadium d. Seelen- tojv, T€Tpair65u)v [avfxcpopal) Anonym»
Wanderung B 117, 2 ^208, 3). lambl. 82, 4 (632, 5).
ödvaToc. Physiologisches. Erkla- ödpöo«;. ödpöcoc ( SelbstvertrattenJ . . .
rang Alknj. A 18 (103, 18) Emped, A 86 ^olpav MeGtHfi Demokr. B 258 (431, 7)
(167, 47) (OavaTöio xeXeuxii = bx6X- 15 TtXcov eiireiv GdpaeV Emped. B 4, 8
\alic, uiYCVTiuv) B 8 (175, 16) vgl. B 9 (174, 17) et«; Q&paoc, KaTeaxr\aay (Xöxoi)
(176, i; (edvaxov dXoixi^vl B 10 (176, Gorg. B 11 (669, 15) TvuVnC Öapffo^
10) — Diog. A 29 (330, 43) Leuk. A Demokr. B 215 ;424, 0).
34 (349,15) 28 (348,26) Demokr. A eotTtxui. xeGaiixai Philol. B 14 (246,18).
106 (3V0, 12) — edvaxO(; €ui0xaG€i<; 20 Gaöiaa i&eoGm Emped. B 35,17 (186,
ertavae Xeixoup-fdi«; (tmXdtxvci) (De- 10) iraxepa 'O^iipwi Troxaiiiöv elvai
mokr.) C 6 (449, 3) — Gdvax6<; eöxiv Krit. B 50 (627, 29).
oKÖöa eTepÖ€vxe(; opeofxev opp. uitvoc;, GauudZeiv. öaundZuJv xouc; exovxa^
(tojr\) Herakl. B 21 (66, 10) Gdvaxoc; Demokr. B 191 (421, 1) QavuaZofxiwjv
Htuxi\iai u6iup Y€v€öQai, ubaxi 6. Yfjv 25 coni. triXouiaevuiv (420,16) oEioi Gau-
Y€V€öGai Herakl. B 36 (67,18) nJuxT^it^'v n&CtoQai Gorg. B 7 (558,6).
X€pi|;iv (» Y^veaiv) ri {mi?) Gdvaxov Gaujudöio^. TTepi Gaujuaoiwv Tit. Bolos-
uTpni0iv TcveöGai B 77 (73, 14) rd)vx€c 66 B 300 (440, 5> = 66 (466, 26).
xov €Ke(vu)v Gdvaxov... B 62 (71,2) QaujLiacixö?. xct Gau^. Tf^<; (puaeuig Ent-
Zf\v rj)Liä<; xov €Keivu)v (= ijiuxuiv; Qdva- 30 stehung Demokr. A 99* (368,46) Gau-
xov u. umgek. B 77 (73, 16) lf\i irOp inaöxilx; dx; Antiph. B 51 (699, 28).
ibv -fn«; Gdvaxov kxX. B 76 (73, 7) x&i Ged d. Proa-m. Parm. B 1, 22 (115, 4).
xoEuJi övo|na ß(o^; epTov be Qdvaxo^ GedZeiv. <pij<J6U)(; XaxOjv GeaZ;oüffti^ (Ho-
B 48 (69, 8) — TTpoTvuiöxiKÖv liuf\<; mer) Demokr. B 21 (394, 15).
Ko\ Gavdxou [Demokr.] B 300,20 ,446, 35 GeäöGai td KoXd xüjv fpYU>v Demokr.
18). B 194 (421. 18).
Eschatologisches. xa MeTüt Gd- Geeiöiic. *G€€iöoaxaTov 6rip(ujv (avGpiu-
vaxov Herakl. B 14 (64, 20) fievet dtto- ttoq) Antiph. B 48 (598, 11).
Gavovxa^, aooa ouk eXitovxat B 27 Geiv. Geujv (di^p) Emped. B 63 (189, 28)
(66, 12) — po3t mortem sensus, cre- 40 6i* dXXyjXwv Geovxa (Elemente) B 17,
menta ungium, comanan Demula-. A 34 (179, 11) = 21,13 (181,4) 26,3
160 (382, 26) ttOk; xov ditoGavövxa itdXiv (182, 2 5) xoO dei G^ovxo<; Getou [Philo].]
dvaßiAvai öuvaxdv B 1 .386, 4) vgl. B 21 (248, 6).
(382,31) u. "kxbrxc. Gelov (Schwefel) Demokr. A 99» (368,
Ethisches. Gdvaxoq ohbhi ömcpe- 45 42) 136 (378, 16)(?).
peiv xoO rf^v Thal. A 1 (6, 46) vgl. He- Gcio?. <Ge(ri i? .. . ßi'n«; HpcKXcdriO Epim.
rakl. B 21 (66, 18) 6 8. ouxe ircpl xoü^ B 2 (494, 26) KXeivoO Gäov x^vo^ dv-
Ziövrds ^axiv oörc nep\ rouc, jme-niXXa- 5p6q Krit. (?) B 76 (629, 22) — Gf.ioi;
277 etö^ 278
A6to<; Herakl. A 16 (60, lOff.) gyn. Alkm. A iz (102, 26) vgl. Pythagor.
Koivö^ (60, 21) eeloc XÖTOi; opp, äv- B ^ (270. 15) auiuoTa ecia Philol. A
epi(muji Xorfia}i6<; [Epich.] B ö7 (98, 16 (237, 17) to eeiöraxa tuiv <pav€puiv
21) eci'av Kot oÜK ävepiun(vriv Yiiüüöiv Demokr. (?) A 69 (364, 34; — Beta
Philol. B 6 (241, 8) Qilov voö xö äei 5 voövtoi Demokr. B 129 (409, 9) rh
Ti XofiZeaQai koXöv Demokr. B 112 eciörcpa opp. avSpumiiVa B 87 (399, 2).
406, 6) Oeduv npanföwv nXcOrov Em- Vgl. Scöq.
ped. B 132,1 (212,0 — Oeioc; vönoc; eeXciv s. ^StXeiv.
Herakl. A 14* (69,29) opp. oi ävQpdj- QeXr\n6<i. ee\»ma Emped. B 36, 6 (186,
ireioi B 114 (78<6) OeiöraTOv vö^ov i« 82).
ooni. KoivÖTOTov Gorg. B 6 (657,16) ecXtiiua. ätreaTpenje töv voöv twv eeXr^-
eciov fiQoc, opp. dvepuiirEiov B 78 (73, ^&XiX}v Antiph B 58 (601, 16).
19) e€{uv vi^eaiv opp. dvepcumvov Qi\v)xvoc. *eeXujiva coni. OTepcwiro
(pGovov Gorg. B 6 (667,12) ~ Qeitu Emped. B 21,6 (180,20).
Ka\ ovpaviiu ß(tju koi dvOpumfvui upxa 15 *6€|li£Xio* Philol. A 13 (236,24).
^ 66Kd<i Philol. Bll (243, 6) ev toi<; eeuepOJTric. <'ApMov{ri) Emped. B 122.2
iaiMovt'oK Ktti e. np&fßaai opp. cv toTi; (209, 10).
dvepuiTriKOl«; . . . Philol. B 11 (243,1 7) — 0 € m i? xibiKr] tc opp. ^oTpa kok»! Parm.
rd aürd €i6tuXa dvBptdTroK; Km JtiioK B 1,28 (116,10) oO elfiK; m. Inf. B
dno xn^ Qdac, ovaiac, Demokr. A 79 2o 8,32 (120,11) f| GeMK (oi)) KoXeouai
;366, 11; Kiveiö0ai xu ouifiaxa utrö 6da<; opp. vojlio^ Emped. B 9, 6 (176, 2) d»v
öuvd|ieuu<; kxX. Ekphant. 1 (265, 33 ff.) Qinic, eöxiv dKouciv B 4, 4 (174, 18).
nach Thal. ? vgl. A 23 (10, 42) — eefa? Vgl. Reg. H.
rac, \i>v\dc„ Qelovc, xou«; M€xex©vxa(; ecoTOvia Tit. Orph. A 1 (470, 4) Mus.
aüxiliv KaOapoui; Kaeapii)(;Emped.A32 25 A 4 (483,24) B (484,15) Epim. A 1
(109,8). (490,6) B (493,26) Pherekyd. A 2
(t6) öeTov, (xd) Beta. Otiov x6 (506,1) u. ö. Theogonia [Demokr.] B
urfce dpxnv exov |u»^x€ xeXcuxriv Thal. 301 (445, 22) nepV rf\c, 9. Emped. B
A 1 (6, 5) = x6 direipov Anaximandr. 128 210, 20). Vgl. d. Folg
15 (14,42) t6 luriöevo^ öeiaOai Gctov, 30 ecöGev Emped. B 115,13 (207,19).
x6 ectov Kpdxiöxov Sokrat. 80 A 3 QeoKpaöiß Tit. Pherekyd. A 2 (604,32).
(589, 11. 12) (xö eelov) ouk eaxiv ireXd- 96oXoTia Tit. Orph. B 12 (476, 13. 29.
oaaQai ev 6(peaX|iotaiv k(piKr6v kxX. 477,. 2) vgl. B 13 (477, 26) u. ö. Phe-
Emped. B 133 (212, 10) oüöev €K<peu- rekyd. A 2 (505, 1) B (607, 18) 10
T€i xö e. Epich. Gn. 23 (94, 9) i^ irpö(; 35 (610, 7) vgl. B 4 (609, 6) u. ö. - xd
xö eeiov 6|uiXia Pythagor. D 2 (283, 3 nepi OecXoT^aq eiuaee v. Demokr. A 1
vgl. 16ff.) dXii8ii;<; üirep xoO Qdov bi- :360,17).
€iXeTnevov fOiuripov) Demokr. A 8 060 X oyikö^ Xö^oc; Herakl. A 1 (64, 43)
(329, 33) xö eeiov daj]xif\aaTO, 6afmjuv 6 irepi xAv axriiudxujv dipopiojuö^ Philol.
. . . «püaiv eefctv <poptI)v Krit. B. 25, 40 A 14 (237, 1).
16.19 (621, 4. 7) xoö dei Beovxo? Qelov Qeo\6fo<;v. Mus. A 7 (484,6) v. Phe-
opp. xoO de\ lucxaßdXXovxo; t^vcxcO rekyd. A 1 (504, 14) — oi naXaioi Beo-
(Phüol.j B 21 (248,6)— Bcou^ koi Xötoi kci ^dvxiec; Philol. B 14 (246, 16).
6e!a Anaximen. A 7 (18, 32) xujv Be(ujv Vgl. 1 A 12 9, 10).
xd TToXXd äixiaxim öiaqpuTTOvei kxX. He- 45 6e 6<;. (6) Bed^. irpeoßiixaxov xurv övxuiv
rakl. B 86 (74, 15) eioarf^XeaBai xoix; Thal. A 1 (5, 43) Geist. voö<; xoö k6-
xd 0€ia tir\- vo)n{Z:ovxa^ Diopeithes 46 aj^ou (mens) A 23 (10, 40) voOi; Pytha-
A 17 ;297, 34) — xd B€la sc. döxpa gor. B 15 (273, 16) Anaxag. A 48 (304,
279
eE6(
280
lö) eix'6y6fKr] tp^a€o<i ehe voO? ßpoTibv
Eurip. 12 A 16 (60, 8) = 61 C 2 (341, 9)
voO^ ky irupi ö<patpoei&€t Demokr. A 74
(365, 7) aeientia intdlegentiaque no-
8tra{?) (365,11) (Geöv) 0u^7iavTa dvai 6
voOv Kat qpp6vT]atv Xenophan. A 1 (34,
19) vocpiJ&Taxov r^€ v6r]na (Timon) A 35
(43>14) vooO q)p6vi irdvra Kpa6a(v€tB 25
(50, 20) ouXo? öpäi, oOXo^ öe voel kt\.
B 24 (50, 18) elq Oeö.; oöti bina(; Ovn- lo
Totcriv 6^o(lo^ ouT€ y6r]\ia B 23 (50,
16. 16) XoTiKÖc; A 35 (42, 3. 21) menU
adiuncia A 34 (41, 44) tcäai toT^ fio-
pfoiq al<jeriTiKÖ<; A 33 (41, 27) p.Y\ dva-
nvelv A 1 (34, 18) q)pfiv icpfj . . . q)pov- 15
Tioi KÖOfiov . . . KaTatöOouoo Emped.
B 134, 4 (212, 24) aerem compotem
divinae rationis {v6r]ai<;) Diog. A 8
(329,40) vgl. B 5 (335,19) — ao<p6v
^OTi irdvTiuv K€XU)pia)Li^vov Herakl. B 20
108 (77, 13) Trjv ToO Kd0|ixou \iiv%i\v
(eeöv) Oinop. 6 (280, 10) «= Diog. A 8
(329,87) — All. €\<; xhv öXov oOpavöv
äiToßXet)>a( tö Iv etvaf <pr)cri tqv Ocöv
Xenophan. A 80 (40^ 17) l^v xb iräv . . . 26
e€Öv bkaiov Herakl. B 50 (69, 12) tö
iv Ko\ uav Xenophan. A 31 (40, 29)
Zenon A 30 (132, 38) = Meliss. A 13
(142, 26) omnia » unum <==> deum Xe-
nophan. A 34 (41, 43) ?v, T^enEpa<T^lvov 30
A 35 (42, 3) Epitheta wie el^ Trctrcpa-
0|üilvo?, ätrcipoi;, ocpaipoet&f^i;, Sfioto^
ir<4vni, KpÄTiöTo?, aujuiq)UT)(; rot? Träoi,
df^vTjTO?, diöioq, d^CTdßXriTO^, dna-
er^q A 1 (34,17) 28 (36; 977» Iff.) 31 35
(40, 29fiF.) 33-35 (41, 26 ff.) {inpt\if\)
dOKtief) nach Timon A 36 (42,16) ourc
cnrcipov ouxe ircrecpiiveai Xenophan.
A 28 (37; 977*» 3) 31 (40, 35. 41, 5)
ouT€ Kiveio6at ouxe äK{v»iTOv A 28 (37; 40
977»» 9) 31 (40, 38) aber ^v ToOxdJi
|Lt(|Livci Ktvoti|Li€vo^ oJi&ev B 26, 1 (50,
22) — x6 ÄK^viixov Kai TTeirepa(T|Li6vov
Parm. A 31 (110, 27) \xia>t ÄK(vrrrov
Kat dnetpov dpx^v xö 6€!ov Meliss. A 45
13 (142, 28) — Z(polpo? Emped. B 31
(184, 23) — Eleni6nt.dt^p Anaximen.
A 7 (18,32) 9 (19,19) 10 (19,26ff.)
Diog. A 8 (329, 32 ff.) B 5 (335, 21)
6 kvxht^ fiiKpöv jLiöpiov xoO 6eo0 A 19
(331, 28) vgl. di^p — nOp Hippaa. He-
rakl. 8, 8 (31, 1) ucpioftiKÖv nOp di&iov
Herakl. A 8 (58, 30) xö mtj ftOvöv uoxe
(q)il)<;) B 16 (65, 6) continente ardore
lucis orhem qui cingit cadum (xö
ircpi^Xov) Parm. A 37 (111, 18) xö
i^t^MOvtKÖv €v xd)i jueoaixdxtüi irupC
öiT€p . . . TrpoüiteßdXexo ... 6 bTm»-
oupTÖ? e€Öc; Philol. A 17 (237, 32)
vgl. nOp. — ZahL (xfiv bcKdöa) itapd»
b€iT|ict xtiii xoO iravxö«; itoiriTf^i eeOöi
Phüol. A 13 (235,25) {f\ €ß6ona<;) 8€Ö(;
Phüol.(?)B20(247,9) dpiOinöv dppn-
xov Lysis 4 (250, 13) xoD \xefioTOV
vSiv dpt8jbia>v xfjv uapa xöv ^yTUTÄxw
i&wcpoxi^v (d. i. xriv ^ovdöo) Opsim. 4
(260, 13) — 6 e6Ö<: i'iiitepii e0<pp6vti,
XeiMCuv elpo(i KxX. Herakl. B 67 (71,
16) ecoO 4viaux6(; Herakl. (?) A 13 (59,
16) — e€Ö<: do(6|uaTO(; Orph. B 13 (477,
18) bia{bnaxo<i (478, 2) Atheismus b.
Sp. 281, 28.
" ( o i ) e € 0 (. trpurrov ircpi Gcilrv 'fp6\\fai
V. Pherekyd. A 1 (503, 6) 5 (506,2) d^cpl
GcCüv fioicdpuiv dtaSöv Xö^ov €jiq)a(-
vovxi Emped. B 123, 4 (212, 4) — Ent-
stehung Aegypt. 60 B 6. 7 (459, 37 ff.)
vgl. Reg. II unter Orpheus Epimen.
Pherekyd. Akusil. — xct öv6|Ltaxa avi-
xiöv Trpü[»xo<; ^ETjOpev v. Orph. B 13
(477,24) dv6|ioxo (GeOüv?) h.f6Xiiara
<pu)vJ^€vxa Demokr. B 142 (410, 6) Er-
klärung Aegypt. 60 B 7 (460, 30 ff.) —
Qebti K6q>aXr)v '€\<arf »epcKOt; Ostanes
65 B 300, 13» (44.% 19) e€d»v jidxri
Pherekyd. A 11 (607, 13) vgl. B 4
(508, 19) Zeil? ^KßdXX€i Gciöv oxav xi^
eSußpConi B 5 (509, 20) xf|v xpducZav
euuipöv KoAoOot B 12 (510, 18) — %&o<i
irpdxov xilw 66Äy Epich. B 1 (89, 18)
irpifrrioxov 'Epurro 8ۊv pjytiaaxo
Parm. B 13 (124, 8) MT)xepa eciljv =
'Eöxfav Philol. A 16 (237, 16) cktovoi
Oiph. B 8 (476, 7) GcOiv . . . iroxpöc
iH€(puv Ax6<; Krit. B 16, 6 (618, 7)
ovbk xi<; fiv . , . 'Apri^ 6€Ö<; ouÖ€ Ku-
281
e€6<;
282
ftotfiöt ktA. Emped. B 128, 1 (210, 87)
— äXArif opfa besond. Theagen. 2 (611,
Uff.) Metrodor. v. L. 3ff. (326, 13 ff.)
— Polemik gegen d. Qötter-
glauben. tö aacpe^ outk; dv^p el&ib; &
d|iq>\ eedErv Xenophan. B 84, 2 (61,
88) ^^ cTvat tvtZratv airruiv Meliss. A 1
(135,26) ir€pi e. ouK ixvj ci&^vai (?)
0Ö9' «L<; eiöiv oöe' tb^ ouk clafv Pro-
tag. B 4 (637, 80) vgl. A 2 (627, 26) 12 lO
(630, 28) 23 (633, 25ff.) aber ircpl Oeuiv
XIt6 ^<i eiah Bias 73* 3 (623,6) —
ei Qeol claiv, xl epiivctre aCiTo6<;; He-
rakl.(?) B 127 (80, 7) — itÄvra ecoto'
dv^driKOv "OMnpö«; 6' 'Halob6<i t« Xe- 15
nophan. B 11,1 (48,18) icpe^TSavro
eea>v ä^iniarm Ip^a B 12, 1 (48, 18)
vgl. A 1 (34, 11) 12 (36, 21) Emped.
B 134 (212, 16) Isokr. 66 A 14b (473, 3)
— 6oK€ouot Y€wa(j9ai Ocoi^^ Xeno- Jo
phan. B 14,1 (49,2) Qedtv ibea^B
16, 4 (49, 8) vgl. öirotof tiv€<; lö^av
(doiv) Protag. B 4 (637,81) e€o( d.
Athioper, Thraker Xenophan. B 16
(49, 11) oüx öaiov 6€On6Z€<l6o{ Tiva 25
•nlrv Ocilrv kmb€ioQai T€ lutiöcvö^ oörtijv
Hr\bha A 32 (41, 18). Vgl. Eurip. HCl
(63, 18 ff.) Atheismus Hippen, Diagoras
u. ». 1 A 13 (9, 17) 26 A 4. 6 (223, 32. 39)
a 9 (224, 3ff.) B 2 (226, 14) Theodor. 30
74 A 12 (630, 21) vgl. Anaximandr.
17 (16, 22) Straton Nachtr. z. (366, 13)
— ou Ti YivuiaKUJv Oeoü«; oitiv4(; dcnv
HerakL B 6 (62, 19) fteiXöt dii ctkotö-
eaaa detliv irepi b6ia Emped. B 132, 2 3&
(212, 7) — daeßoOvra ^ouKoqxivTOuv
Vit. Anaxag. A 17 (297, 33 ff.) vgl
A 1 (294, 31 ff) 18 (297,44) - xh rpe-
(povra Kai tucpcAoOvTO Seoü^ v€vo|üif-
ffOai Prodik. B 6 (671, 16ff.) Erfindung 40
V. e€o( (Ö60(i Wohnung) Krit. B 26,
13ff. (621, 1) vgl. Demokr. A 76 (866,
26) B 166 (416, 4). — Doxographi-
sches. deC toi 6eot irapf^aov Epich.
B 1 ^9, 16) ou6^v itopä Tot^ 6. oötc 45
irap€Xr)Xue6(; oötc piiKKov Parm. A 30
(HO, 23) — Toix; direfpou^ oüpctvou^
deoü^ nativos deos Anaximandr. 17
(16, 27) ecQÜ«; Kai Oeta ^E d^po<; Ana-
ximen. A 7 (18, 32) vgl. 10 (19, 26)
ecoüq dvefiou^ ö&ujp, t^v, irOp, dore-
pa<; Epich. B 8 (92,23) rä dorpa
Alkm. A 18 (102, 28) nöp koI yf^v Parm.
A 33 (HO, 81) OTOixcto Emped. A 32
(169,6) 40 (160,20) ecoi ftoXixafujvcc;
xinf\iai (pept^TOt Entstehung aus £lem.
B 21,13 a81,S) = 23,8 (182,6) —
ir6p\ öeiSiv 6m t«öv |ao6rmaTiKuiv ciftiiv
dvobiftdoKCi (Plat.) Philol. B 19 (246,
14) — cum religuo xgni gupemo deos
ortos Demokr. (?) A 74 (366, 8) = (?)
imagines (eiftiuXa) (366, 10 ff.) A 78
(366, 6) anders A 76 (366, 22) B 166
(416, 4) — nXefoui; aia6i^0€i( ir€p\ tou?
eeoii; A 116 (371, 20) — ecüöv uXi^pn
ndvra Thal. A 22 (10, 85 ff.) clvai Ka\
^vToOea ecoö; Herakl. A 9 (68, 88)
duo8 omnino, Poenam et Benefieium
Demokr. A 76 (366,31). Vgl. öaffiujv.
Gott und Mensch, evre 6€otai
Ka\ dvBpuGirotfft \kv^axo<, Xenophan.
B 23, 1 (60, 16) KÖa^ov t6v6€ oure ti^
6eil)v oöre dvdp(6inuv knoxxyaev Herakl.
B 30 (66, 80) Tt^a\ eeot»; Kai dvepO»-
nou<; KOTa&ouXoOvrai HerakL (?) B 132
(80, 21) dpr)t(pdTou^ 6eo\ Ttjiilioi Kai
&vepumoi B 24 (66, 8) eeolat koI dv<
OpiifiiTOtatv (dvaKaXimn^pia) Pherekyd.
B 2 (608, 14) (noXciLto^ xoh^ jii^v 6€0U(;
ibixlt ToO(; &€ dveptliTiou^ B 63 (69,
20) — KÖa^ov ^vlpT€tav diftiov öcil»
T€ KCl Tcv^ffio? [Philol.] B 21 (248,7) —
Schwachheit d. Menschen. 6eol(
bf^Xo^, evrjTolot b' dqpovTO^ Epim. B
11 (496, 21) ee6<; ol&e ttiv dXi^eeiav
Xenophan. A 24 (36, 14) fjeoi; dveptl»-
netov OUK ex« •p/\i}\ia<^, Getov bk ex«
Herakl. B 78 (73, 19) dvfip Wimoq
TiKoua€ TTpö; &a(Movo(; B 79 (73, 21)
dvSptidirujv oo(piOTaTO^ irpb^ öeöv iri-
6r)K0( B 83 (74, 9) ncpl vSrt dq>avewv,
Ttcpl Tiöv GviitOöv oa<pt)veiav Ocoi ixorri
Alkm. B 1 (103, 28) -> eeOii KoXä
ndvra opp. dvOpumoi Herakl. B 102
(76, 80) vgl. Hippokr. 12 C 1 (83, 30).
Herrschaft d. Götter, dpxn Tdiv
283
66u<piA.ri^
284
eciöv Pythagor. D 3 (2a3, 14 flF.) növ
cpireröv itXrjYr^i (öcoO?) ve|Li6Tat He-
rakl. B 11 (64, 7) tovx; dv9pu»itou5 ev
Tiöv KTri|LidTU)v TOic 0€oi(; £ivai Philol.
B 15 (246, 80; oionep cv (ppoupöi irdvTa 6
imb ToO e. n€pi€tXf^q)9ai (245, 20} öeiliv
t(fi^<piaMa udXai6v Emped. B 116, 1
(207, 7) (pvfixc, eeöecv kui dXiiTti<; B
115, 13 (207, 19) — Tö nn 6ÖVÖV ttotc
Ttu)(; dv TIC, Xdeoi Herakl. B 16 (65, 6) lO
aOrö«; dm&v inotnac^ Epich. Gn. 23 (94,
10) etrißXeneiv KOt nrj dXiYiwpcTv ainroO
(e= ToO dvepuuTrivou Ytvouc,) Pythagor.
D3 (283,17) eeoii^ emcrKOTreOciv irdvxa
[Demokr.] B 112 (406,7) ei XtiBoi 0€ou(; 15
dv8pu)7ro<; dbiKurv Thal. A 1 (6, 1) vgl.
Krit. B 25, 21 ff. (621, 9) veiiteöi; ecujv
Pittakos 73» 3 (522, 14) dagegen oiix
öpuiai rd dvöpüjinva Thrasym. B 8
(578, S2) ~ (Ii'ßuXXa) xiKlojv eriuv eh- 20
Kvcirai . . , 6id töv Oeöv Herakl. B 92
(75, 16). Gaben d. Götter. Beoü
ndpo fiOöov ÄKouoac; Emped. B 23, 11
(182,9) 9€o(, Tiöv |Li£v |Liavir)v dtvoTpe-
\j>aT€ -f\üiaar\(i B4tl (174, 10) oütoi 25
dn dpxt^^ Ttdvra Oeoi Qvtyroiö' uireöei-
lav Xenophan. B 18, 1 (49, 17) tuiv
irdvuw itujXoOöiv irdvra TOYCöd Epich.
Gn. 36 (95, 18) (rinai Ka\ öeXa) fteXcara
(0eö<;) l&utKEv dv6pu»Troi(; Antiph. B 49 30
(599, 8) TÖ €u trapa tujv GeObv Pytha-
gor. D 2 (283, 6) Toicri dvOpiuTioiöi öi-
6OO01 rdYoöd, nicht rd koko Demokr. .
B 175 (417, 10) uYie{nv ei)xf\xai Tcapd
eeüjv akeovrai B 234(426,17) vgl. rep- 35
irvoTdriiv BeiJuv öytitoI^ 'YYi'eiav Krit.
B 6, 21 (616, 30) ÖTi dv dTaSöv itpdo-
öTji^, eeoüi; aitiLi) Bias 73» 3 (523, 9)
XP«i» Tol^ QeoXc, Solon 73» 3 (521, 14)
cJTiui ö Geö^ |Lif] navreXu»^ ßoüXerai 40
ÄTOÖd öiödvai dv6p{ Antiph. B 54 (600,
27) TU |LteY»<JTa |ufj Oeurv €pYa nr\bk
•tf\<, Tuxn<; Thrasym. B 1 (576, 24) —
oi) Vdp «vSpiüTTO? T€xvav T»v' eupev, 6
bk Qe6c, [Epich.] B 57 (99, 4) Qe(uv v6o<; 45
eöföotEe |Lii)i€ia9ai rd cujutujv (sc. tou?
dv9pa)iT0U(;) Hippokr. 12 C 1 (83, 24)
xXujpöv €q)uöe Geö«; \xi\i Xenophan. B
38, 1 (62,, 10) — arxio*; xi\r, dvoord-
a€UJ<; Herakl. ß 63 (71, 4 ff). Ver-
ehrung. Geov ufivfiv Xenophan. B 1,
13 (45, 1) 9€u»v Trponrj0eir|v ^x^iv B
1, 24 (45, 12) dKoXou9£iv tiui 9e(jüi Py-
thagor. D2 (283, 4 ff.) sequi deum 73» 3
(620, 6 Anm.) Gcuii i^pa (<pep€iv) ebenda
9eo0 dEidv oe troinoei tö urjöev dvd-
Eiov froiclv . 9€«Jui onoiov k\t\ 6 dvGp.
TÖ eö noieiv [Demokr.] B 302 (446, 3. 4)
<r€|Livoi npöc; to\)<; 9€o»5(; 0|jp. xoüq to-
K€a(; Gorg. B 6 (557, 29) -x^mai 9£0i<;
dvaK€(|uievai Philol. A 14 (236, 26 ff.)
oirevöciv Kcxd tö oö^ toO k\jXiko(; Py-
thagor. C 4 (280, 38) 6 (281, 45} ^v
ÖOKToXtun ^n tp^peiv 9eo0 eiKÖva C 4
(280,39) 6 (281, 48) vgl. C 4 (280, 32 ff.)
vgl. eüxeoGai. koi koXöv y' tOTi tOu^
Geujc; 0€ßecf9at Kai aloxpöv Dialex. 2,
22 (640, 15). Vergötterung. 9eö<;
dvTi ßpoToio Orph. B 18 (480,30) vgl.
B 20 (481,11) 9€6^, ouKCTi Gviito^ Em-
ped. B 112, 4 (205, 11) vgl. B 113, 2
(205, 22) 9eoi Tijmf^iOi cpkpiaxoi iu d.
Seelenwanderung B 146, 3 (215, 28)
KpflTtc; auTOui 0i5ou<Jiv lij^ 96'Jüi v.Epim.
A 1 (490, 20) 0€oiöi löov ^nofrioev
Moipo ("Imrojva) [Hipp.] B 2 (226, 16)
Tuiv ooq)«I)v rac; vuxd<; 9eou^ Y^Tvecröai
Emped. B 146 (215, 24 ff.) vgl. B 147
(216, 1) — - avQpumoi üGdvoTOi Herakl.
b. Luk. 12 C 5 (86,44) ei ö' Vj Yn Öeö;
eöT , Ol» v€Kpö(; dXXd 0e6^ (eiiiti) [Epich.]
B 64 (100, 6) bei d. Aegyptem 60 B 7
(460, 40fi'.). Vgl. dv9pumo? (andere
Anordnung), öa{)iiujv.
9€oq)iXt^(;. 9coq)iXee^ 6001^ exGpöv tö
döiK^iv Demokr. B 216 (424, 11).
9cpdtraiva. coni. 9ep<4itovTa<; Phere-
kyd. B 2 (508, 6).
Gepaitefa. öoioi Trpö<; toü^ tok^o? xf^i
Gepaitetai Gorg. B 6 (557, 30).
Gepatreiietv 6id Xöyujv Antiph. A 6
(590, 25).
9epdttu)v. 9epdTrovTa(; koi 9€p(ma(va<;
Pberekyd. B 2 (^, 6) 9€pdirovTe<; tOuv
döftouq buöTUxouvTuiv opp. KoXaCTai
Gorg. B 6 (567, 20).
285
eepMÖ? 286
«epefa Entstehung Emped. A 66 (163,
17).
Qiptu. TÖ vuxpa SepExai opp. ^6x€xai
Herakl. B 126 (79, 16).
e € p € 1 0 ?. aüxMo^o Emped. B 111, 7 (204, 6
18).
öepdciv. aloxpi"«; eöTTCipaq, KaKuü*; 40e-
pioa? Gorg. B16 (560,22) Cane ascen-
dente messem exordiri Anaxag. B 20
(321, 14). 10
6epiyö(;. (kukXo«;) xpomKÖ? Eraped. A
50 (161, 39) Tpoiri^ Demokr. A 99 (368,
28) Metrod. v. Ch. A 18 (452, 14) Äpa
Oinop. 11 (230, 47).
t)epfia(v€iv. Tö äarpa \a\ Bcpfzaiveiv 15
Acaximen. A 7 (19, 1) (töv n^iov) \iaK-
Xov Herakl. A 1 (65, 38) — t6 ö|io(iu^
d€p^öv . . . (oü) 9€p(ia(v6iv opp. \^{i-
X€iv Anaxag. A 92 (310, 26) (töv depa)
6cp|iaiv6)Li€vov öZciv (310, 41) oure 20
e€p|ia(v€a9ai (xä ä.To\io.) oiixe i|iux€06oi
Demokr. A 49 (361, 37] ijdXiaxa xö
irXe'ioxov exov k€v6v A 135 (376, 1) xöv
6Ei5v, xöv bpi^uv (xuXöv) 6ep|naiv€iv
(375, 48. 376, 18) riinö(; 0t-p^alvo^dvou5 25
^puGpaC veöOm (377, 42) xa <pu6fieva
xXujpä irpö xoO eep)iav6r^vai (378,22).
6€pfiaOia opp. (puEii; Anaximen. A 7
(19, 9) Hippokr. 12 C 5 (85, 37) unep-
ßoXrj 6ep|uaa(a(; (ouvepYÖv voöou) Phi- 30
lol. A 27 (239, 18) — xf\^ cv xuii
(7n€p^axl GepMoaiaq eSaxfiioGefön^ E"i-
ped. A 81 (167, 7) — tewüoeai xa
ßpeq»i . . . €v 9ep)aaaiai(?) Diog. A 28
(332, 37). 30
eepualioxpfreiv Krit. B 36 (624. 26). .
6cp|Li6^. Begriff. x6 dpaiöv koi x6
xaXapöv Anaxirnen. B 1 (21, 6) xö |iia-
vöv KOI XeTTXÖv Anaxag. A 70 (307,
14) = 55 A 135 (375,3 377,47) xä niu- 40
Xpd öepexai, 6ep)iöv tjjvixexai Herakl.
B 126 (79, 17) xö GcpiLiöv ipuxpöv -^i-
veaGai, xö »j^uxpöv Gcpiuöv Meliss. B 8
(148, 1) o\)bk ätroKeKOTrxai . . ouxe xö
G€p|iöv dirö xoö i^JUXpoO oux€ xö tpu- 45
Xpöv dtrö xoö 0€pMoO Anaxag. B 8
(317, 8) xö Gepfiöv «i/uxeöGai Kot xoOxo
6€p|Lia(v€a0ai irdXiv Diog. A 7 329, 30)
xuii eep^u>l TÖ t(>uxpöv (YVtupiZctv) Ana-
xag. A 92 (310, 27) oOecv coxai \ir\
aiöGavöjicvov Protag. A 17 (532, 6) —
xö 6. uip{ootx6 TTUiq V. Demokr. A 36
'359, 6) v6|Litui viixpöv, v6\i\xi\ GcpjLiöv
Demokr. B 117 (407, 2) vgl. B 9 (388,
19) (Diog. Sextus) dies fehlt B 125 (408,
17) A 49 ;361, 17) (Galen.) xoO 0€p|LioO
(ou) qpt5(Jiv undpxeiv A 135 (375, 35)
dagegen (377, 8) Gepinöv Ka\ yuxpöv
npöq xrjv ai'aGriOiv (376, 32) 4m xo?
dT6)iou(; ii.yk^r\, öfxofujc; koi ol TTuGatö-
peioi k-KX xct 6TTiTr€6a A 120 (371, 43)
(öioptom) xoT«; a\Y\\iaa\v Al^ (376,29)
GepfioO ayif\\ia <jqpoipo6iöe(; (376, 33)
vgl. Leuk. A 14 (346, 3) Verhältnis v.
Gepuov zu epuGpöv Demokr. A 136
(377, 40 ff.).
Element. Gcpjiöv koi vjn^xpöv dpxa(
55 A 135 (377, 8) xö 9. xiöi t^uxp*!« Md-'
XeaGai (Theagen.) 2 (511, 17) xö €k xoO
diö(ou T<5vi|tiov 0€pnoO X€ Km tj/uxpoO
. . . diTOKpiGf^vai Anaximandr. 10 (13,
35) xa Kupiwxaxa xx\c, fevec«eui<; Ana-
ximen. A 7 (18, 40) G. KOI ijj., il ODv
xä Ttdvxa Parra. A 1 (105, 35) vgl. A
35 (110, 46) Zenon A 1 (127, 4) Hip-
pon A 3 (223, 27) i\ ouinmEiq irdvxujv
XP11M<iTU)V . . . KOI XOO G. KCl xoö l|JU-
Xpoö Anaxag. B 4 (315, 19) aixiai y*-
vhaexuc, G. Kai uyp<5v Archel. A 1 (323,
16. 18) 8 (324, 41) vgl. 21 A 29 (168,
18) — Aiövuöoq xiiv üypuv Kai Gep|nf]v
€iTixpotr€u€i -feveöiv Philol. A 14 (236,
34) — xö G. xiüi uTpu« rf^i (Tlial.) A
12. 13 (9, 6. 19] 9ep^öv (itöp) dpxyj He-
rakl. 26 A 10 (224, 9. 13) o KaXco^iev
Gep^öv, dGdvaxov etvai Kai voecivtrdvxo
KxX. (^ alGnp) Hippokr. 51 C 3 (341,
15) Z€u? == xö Gep|Li6v Emped. 18 A
20 (108, 31) = 21 A 23 (157, 14).
Kosmoe. Mensch. ' diroKpfvcxai
. . . dnö xoö ijiuxpoO xö 06p^6v Ana-
xag. B 12 (319, 7) xö dpaiöv kui 6 . . .
eEcxiupri'^^v i.\<, xö -rrpöaw xoO alG^po^
B 15 (320, 18) vgl. Archel. A 1 (323,
18) dnoKp{v€<J6ai dn' dXXt^Xuiv xö 6. Koi
xö \|>uxp6v A 4 (324, 6) 6nö GepiiioO
287 ecpMÖTti«;
288
Ka\ ^mi/ux^a«; av(nf\ya\ töv K60|iov A
14 (326, 10) — Entstehung v. eipo«;
Herakl. A 1 (65, 44) — oarpiuv dep^öv
mIvo<; Parm. B 11, 3 (123, 7) i^cXiov
0€pnöv öpÄv Emped. B 21, 3 (180, 17) 5
Entstehung v. fi\, Q6Xaaaa s. d. ^irei-
6äv TÖ 9, KOI vuxpov or]ir€66va rivot
Xdßiit, t6t€ bi\ TU Zuiio (TuvTpeqpeTai
Emped. Archel. 21 A 76 (165, 41) a(3-
Seadat (rä tdöia) 6tä ttjv Trapoüffföv toO lo
e€p^oO Emped. A 77 (166, 47) vuxVi =
dfjp 0€piu6t€PO(; |uev toO eHw ktX. Diog.
B 5 (336, 6 vgl. 2) toOto tö OepMÖv
(336, 8) vgl. Sp. 286, 38 i=i ij»uxn koi t6
e. TcuTÖv Demokr, A 106 (370,7) vgl. 16
itöp €f(TKpi<Ji? ToO ipuxtKoO Bep^oO
Lenk. A 34 (349, 16) — Entstehung v.
Sidvota Parm. A 46 (112, 12) Wahrneh-
mung Kleidern. 2 (327, 7. 8) — toi i^ii-
* T€pa öiOnoTo ^K dcpMoO, aitkpixa }vf\" 20
xpa ecpfiöv Philol. A 27 (238, 46 ff.)
(pXeYM» (pi3<7€i 6€p|Li6v (239, 16) (al|Lia)
Sepjuöv Kttl dqpptü&e^ = önlp^a Diog.
B 6 (339, 12) — Tct? TuvatKai; tujv dv-
bpdjv 6ep)LiOTepa(; Parm. A 62 (112, 43) 25
umgek. Emped. vgl. 21 A 81 (166, 39 ff.
167, 16 ff.) B 66 (192, 21) ^v GepMore-
puji TOKo? dpp6vo<; eirXcTO faar^p B
67, 1 (193, 1) eepMOTOTO ra }x6XiOTa
evuYpa (t«X>v <puTa»v) Menest. 5 (219, 30
36 vgl. d. Folg.) 6 oTvo? {ifght^ ibv xal
e€pMÖ<; Phüol. A 14 (236, 34) rä ödaxa
e€p^d, ipuxpci Oinop. A 11 (230, 48).
Vgl. GcpiLiÖTri^ irOp, tJXio?.
6€P|ix6tth. frigori miscet calorem Epich. 35
Enn. 51 (97, 16) o^X A Ö- MexaßdXX«
. . . dXXä TÖ iLiiTCOK€()i€vov Diog. A 7
(329, 30) judXtOTa Zdtnuv itih odXou tcoX-
XoO Ka\ ÖepinÖTriTo^ (ämlvm eföuiXa)
Demokr. A 77 (366, 37) Entstehung v. 4o
v6aoi Alkm. B 4 (104, 8) Hippon A 11
(224, 31) vgl. depixaala — eep^örri? "ä*
Pflanzen Menest. 5 (219, 34 ff.). Vgl.
Qepn6<i.
Qipo<; x€»M<6v (Btöe;) Herakl. B 67 (71, «
15) Entstehung Herakl. A 1 (66, 46)
Hippokr. 61 0 2 (340, 37) ndvruw pik-
xpa Ix^iv %fixpvSiv6<i T€ Km Oepou^ Diog.
B 3 (336, 7) Bestimmung d. solstitium
Demokr. B 14, 4 (391, 32) — Beschaf-
fenheit V. öftaTO Oinop. 11 (230, 47 ff.).
Qiai<i (äOTpujv) Pythagor. 2, 19 (16, 1) ■=
Tpoiri^ opp. axi\txa, TdEiq Leuk. A 6
(344, 4. 6) 9 (346, 14 ff.) 14 (346, 2. 13)
(opp. <p\5öei) A 32 (349, 7) Demokr. A
38 (369, 35) 46 (860, 44) 64 (364, 1) 135
(376,16. 26. 377,34. 48. 378,30) (piiaei
To dvo^cTa Pythag. 65 B 26 (396, 20)
Qiaei Demokr. ebenda — ouxe jiCTa-
K0<T)i0U|i€V0V Geffei 0UT€* €T6p0l0<J^€V0V
€i66i 20 A 6 (137; 974» 20) — to«; irpö<;
Tctq Biam ^iiix€ipt^cr€i^ Protag. A 1
(626, 10).
e€<y^6(; Demokr, B 266 (433, B) 'A6pa-
0T6(a(; Piaton 21 0 1 (218, 28).
e€OMOq>6poi 65 A 1 (352, 11). Vgl.
Heg. II.
8£OTT€ffio<;. xo6.vr\ioi Emped. B 84, 9
(197, 1) eccmeofnecv B 96, 4 (199,
20).
6€u>petv TÖV oi)pav6v Anaxag. A 30
(299, 22) Tct cpT« kci Tf|v oufffav tu»
dpiemli Philol. B 11 (243, 8) tOiv xa-
XmmupcövTUiv tou? ß(ou<; Demokr. B
191 (420, 17) TÖ ßXaßepöv GeujpeOtfo
(1^ <PiXov»k(ti) B 237 (427, 18) — \6fm
GewpriTd Anaxag. A 46 (303,36) De-
mokr. A 102 (369, 30) 124 (372, 11).
Q€\iipr\na def., dist. irpößXT])Lta (Zenodot.
nach) Oinop. 12 (231, 9) ^irrjuEi^Gri koi
Trpof^XGev ei? iiriöTTijbioviKurrepov au'
oxaoiv Archyt. A 6 (252, 13) == 46 B 1
(270, 8) diSXw; Kat voepOtt? xä Qewpr\-
fxaxo ftupcuviti^cvoc; von Pythag. (269,
46) naGt^axtKä 6. Pythagor. B27 (276,
10) vgl. 1 A 20 (10,14.17. 20) 46 B 19
(273, 46) 21 (274, 9) u, 8, xä 0. upoo-
«inxouoi xot? a^b^iaa\v B 10 (272, 32).
0cujpnTiK6<. (xöv XÖYOv) GeujprixiKÖv
xfl? xODv SXurv (piitfeu)? Pythagor. 32
A 29 (239, 24).
6cuip{o. G€ujp{rj? afriov KÖpri (Demokr.)
0 6 (448, 20) — ciöuiXa . . . öiairpeirla
irpö? GeuJp^nv^B 196 (421, 20) — xlXo?
Anaxag. A 1 (294, 18) 29 (299, 13) iiri-
XoTiOTiKT^ Nausiphan. B 2 (466, 16) ötro-
■fpcupri e€u;p{r|v ex« toh^vÖ€ iDemokr.)
0 6 (448, 16).
enXÄZeiv Demokr. A 147 (380, 22).
Qr\k^. ^ Tf^i ^t^Tpat Demokr. A 144
(380, 10). 6
9fJXu(;. fippev KOt Qf\\v (dpxof) Pytha-
gor. B 5 (271, 23) = 14 A 3 (100, 33)
Nt^KTa Bi^Xetov dpxi^v Akusil. B 1 (612,
25) ou . . . &v elvat ZOuia dvcu Ot^co^
icm äppcvoi; Herakl. A 22 (61, 19) dpoe- lo
vurv Kai öriXeduv ftiöri €K(4t€po y^'Ctoi
Hippokr. 12 C 1 (82, 33) — 'rre^wouö'
äpaevt Qf\\v jaiti^v u. äpa€v ©n^^'Te-
puii Farm. B 12, 5 (123, 22) — Ent-
stehung Farm. A 53 (112, 48. 113, 3) is
Ö4 (113, 18) B 17 (124, 19) Emped. A
81 (166, 40 ff.) 83 (167, 41) B 63 (192,
10) 65(192,17) Hippon A14 (224, 43 ff.)
Anaxag. A 1 (294, 11) 42 (302, 19j 107
(312,24) Diog.A 26 (332,33) B 9 (340,2) 20
Leuk. A 36 (349, 19) 143 (379, 43) —
xaq ödpKa<; napä Tf\(; Sr^Xcia^ Hippon
A 13 (224, 42) Ka\ t6 GflXu irpofcoeai
onepiLia Demokr. A 142 (379, 40) —
efJXu d. Pflanzen s. appr]v — k(4XXiötov 26
€t6o5 kv xöit; app€fli t6 öf^Xu ik umgek.
Krit. B 48 (627, 20) — ei^Xea (dvÖMaxa)
Protag. A 27 (535, 17) erjXcK xopo^
Krit. B 1 (613, «1). Weiteres s.
äppT)v. SO
9np. eflpo X€OVTo Epim. B 2 (494, 28)
Entstehung: koto 8t)piIiv difpoTcpov
yIvo^ coni. qxlira, B&uvwv olujvOüv
Tevo? Emped. B 9, 2 (175, 21) er\po\
öpetXex^eaoiv coni. Odinvoiffi, ix^uotv, 35
KÜMßaiq B 20, 7 (180, 10) ef)pe<; coni.
ol(uvoi, 1x60^ B 21 , 11 (181, 2) vgl. B 23,7
(182, 6) äv9pumoi t€ kui oXXujv eOvea
*8*ipu»vB26,4(183,l) €v 8ripöi Xeovre?
(Seelenwanderung) opp. ev bevbpeaw 4o
B 127, 1 (210, 11) dveptiinoia» i:poar\yf\
e. T oiuJvo( T€ B 130, 2 211, 22).
e 1^ p € 1 0 1 McXeujv Emped. B 101 (202, 5).
Öt^piov. Örip{u;i jiclXAov f\ dv8püJTnui
npenov [Demokr.] B 302 (446,13) kckcx 45
dr\pia Epim. B 1 (493, 80) dv8pumo(;
. . . ndvTUiv 9T]piuJV 8€eib4öT0T0v f^-
yioQai Antiph. B 48 (598, 11).
Diel«, Fngm. d. Vonokr. m.
evriTö? 290
e n P t ib & Ti (. ß{o^ Krit. B 25, 2 (620, 2S).
9T)0ai}pia|bia coni. TaMietov (koküöv) De-
mokr. B 149 (411, 1»).
8T)aaup6(. aixia toO driaaupöv cOpdv
Demokr. A 68 (864, 25).
8f^Ta, efVraro^ Demokr. B 20 (394, 12).
8(aao<;. kOkXu» eidaou Krit. B 6 (615,
18).
8vi^iöK€iv. Svi^iOKCi oi)bkv tCüv yiTvo-
liievmv Eurip. 46 A 112 (213, 8) vgl.
dir6XXu08ai — davclrai («piXörrj«;) Krit.
B 1 (613, 18). Vgl. dTroevnt(j»c«v.
evTiTÖi;. mascul. öcö^, ovriiii BvriTd^
Emped. B 112, 4 (205, 11) outk; . . .
&€5dTiK€ evTiTÖ^ dvi^p B 17, 26 (179, .3)
evaTCt xpn TÖv BvctTÖv q>poveTv Epich.
Gn. 20 (94, 2) -^ BvriToi dedverroi u.
umgek. Herakl. B 62 (71, 1) evTirOüv
n€p(et^t . . ovSpumuiv Emped. B 113, 2
(205, 22) u) bciXöv evTjTiIiv fivo<i B
124, 1 (209, 26) dveco tiMfl^ npö? evn-
Tiöv dvcX^oeai B 4, 7 (174, 16) Seot^
6f^Xo(;, BvriTotffi b' aqpavro? Epim. B 11
(496, 21) ööa evT|Tot<J»v iöcifiov d8d-
varoi MuB. B 7 (485, 18) oöroi . . .
irdvra 8€oi evrjTOlö' uirebeiSov Xeno-
phan. B 18, 1 (49, 17) 6inröaa evi^Totöi
ir€<pi^vaoiv B6 (62,6) Bv^Tolmv 6^o(lOl;
B 23, 2 (60, 16) dvaOTp€q>o^ai ^erd
8vTiTotq Emped. B 119, 2 (208, 21).
femin. Qvr]rf\<i cpijoeuj; bidXucrtv
Demokr. B 297 (438, 11).
neutr. Qvr\x6v, dddvotrov (rb irdv)
Herakl. B 50 (69, 11) dvepDGmvov t6
eviiTÖv Gorg. B 6 (557, 14) — 8vTiTd
opp. dedvaro Emped. B 36, 14 (186, 7)
kX^o<; divaov {dvT{a) 8vriTu»v Herakl.
B 29 (66, 1 7) danach (?) Anonym. lambL
82, 4 (632, 22) irepi rdöv evryvStv opp.
dcpov^uiv Alkm. Bl (103,28) (piicn«;
oCibcvö^ . . ditdvTuiv BvtiTorv Emped.
B 8, 2 (176, 16) 8vT|T«Irv fcveffK;, dnd-
XeivK; B 17, 3 (177, 29) QvrfvSiv miipiv
B 23, 10 (182, 8) x€tT levca |uup(a
BvtitOiv B 36, 7. 16 (185, 88. 186, «)
€lbr\ . . . xpo^<4 fe 6vrjTü>v B 71 (193,
18) ilbea evrrrüöv B 116, 7 (207, 18)
dvrjTOtffi . . €fiqpuTo^ dp8pot(; B 17, 22
10
291
doaZ€iv
292
(178, 19) oaaa . . iv evrjTOtoiv . . tre-
q)UK€v B 22, 8 (181, 1«) — €\ Ti^ ixr\
6Tr\ Tot^ 8vrjTotöi TO? Vjftovä^ troiolro
B 189 (420, 6).
6o(i2;€tv< aitxen. ooqpftn^ eii' cKpotat
eodZeiv Emped. B 4, 8 (174, 17 vgl.
Anm.)-
öoX6(;. ^v Öo\u)Tepu;i (depi) opp. ^v ku-
eapwT^puut Herakl. A 12 (59, 10).
eoö?. ToOva Emped. B 29, 2 (184, lÄ)
o. 134, 3 (212, 88) — nvpi B 73, 2
(193, 86} (ppovrftft B 134, 6 (212, 2S).
8op»^ (öwepua) Alkm. B3 (104,2).
eSotaa Empcd, B 122, 3 (209, 11).
6 p d a o (. Qpäaeoc; {Frechkeit) Tt(fLitr\avTai
Demokr. B264 (430,10). Vgl. e<5p<T0(;.
epaO\i|üiaxo(;. 'äei ep. d' 78 A 6 (674,
22).
epaöövciv. jirj 9pacn5vou Solon 73* 3
(Ö21, 13) 6pa0i]verat {f\ü}Ta\i) Antiph.
B 66 (601, 6).
öpatfiitTit; dist. dv&pefa Prodik. A 17
(666, 11) Xi^öri Turv I6(u;v KaKOöv Opa-
öÜTTiTa Tewät Demokr. B 196 (422, 1).
Opaijeiv. Kari mKpä xeöpauöji^vo (tfroi-
X^la) Emped. A 86 (169, 1).
epaOoi<: Emped. A 63 (163, 11) vgl.
Metrod. v. Oh. A 16 (461, 47).
dpaOcr^a. dpai^crjütora i\&\iara oiov€i
öToixeto TTpö Tiirv OTOixe{u»v Emped.
A 43 (160, 33) ^K Tfi«; «puivfjc; Demokr.
A 128 (372, 24. 29).
©privclv. t{ eprjvelTe (Oeoii?) Herakl.(?)
B 127 (80, 8).
Opi^voc; opp. öiüivoi Gorg. A 1 (644, 86).
QpXbai. Lykos 2 (268, 12).
6p(H. Tpixi Mi^i ^Tcpotov Meliss. B 7
(145, 8) EatstehuDg Emped. A86(171, 4)
Anaxag. A 46 (303, 30) inJö^ . . Av ^k
Mn rpixb? T^oiTo ep(E B 10 (317, 88)
TpixtXiv eüiKoafifm xp(^<x Koa^eOoat
(Demokr.) 0 6 (449, 18) epiflv ^ßn?
TTUKalöjüCvov (449, 48).
6povtO|Li6^. GpoviffMo) ^r)^p(£llOl Tit.
Orph. A 1 (469, 19 vgl Anm.).
0pövo<; Ai6c Orpb. B 14 (478, 13) =
iröp Pythagor. B 37 (278, 82} Qeaoa-
XiKÖ^ Krit. B 2 (614, 6).
epuTCTEiy passiv. Demokr. A 128 (372,
28) 136 (373, 38).
Qv'r&Tr]p. imti)\€ae Kai durarepa De-
mokr. B 272 (433, 17) out€ tö^ ^k töjv
5 euYaTepiJUv . . . i^&ovä«; änecfxovro Hip-
parch. 66 C 2 (449, 17) eurarepec Bo-
p^ou Pherekyd. Bö (609, 19) Übertrag.
XoXkoO 9uY<STrip = nk&axvxZ Krit. B 1
(613, 22).
10 6u€iv. opfern, tö öiKaiÖTarov Pythagor.
C 4 (280, 18) aiiBTiiLtepöv dviUTainevTiv
dtrö ToO €a«jTf|^ Avbpö^ Theano 7, 1
(28, 36) dvuiTÖ6nT0v Pythagor. C 4
(280,46) iax&ba^, öTe|ii9uAa,. rupöv E 4
15 (292, 22) M^ 6. dXeicTpuöva Xeoxöv C 4
(280, 42) vgl. 4, 9 (24, 44) kiaa6nevoi
eiJovTO? Emped. B 137, 3 (213, 8«) ~
stürmen, oiöjuari 90ov (ai64po(; ^eOjLia)
Emped. B 100, 24 i201, 18).
20 euTiTtoXclv Orph. B 6 (474, 10).
eruriTToXiKÖv Tit. Orph. AI (470,6).
9u|Liiäv. xä 9u)iiia)|i6va (= dva9u|JiÜL>-
|i€va) Herakl. A 14 (69, 18) vgl. Em-
ped. A 49 (161, 32).
25 0u|Li6(;. Wille, Mut. ö<Jov x em 9u^ö(;
iKdvoi Parm. ß 1, 1 (^14, 7} 9u^öc
660I0 (?) B 1, 37 (115, 19) Gemüt, ov-
1TOX6 . . . dx^iwv Xuucpj^öctxe 9ufi6v Em-
ped. B 146, 2 (215, 32) Leben. 9um6v
30 drroppaföavxac; B 128, 10 (211, 4) vgl.
B 137, 6 (214, 8) = €TTi9u|Liia. Qv^ibi
Mdx€09ai Herakl. B 86 !74, 13) De-
mokr. B 236 (427, 10) xapiaaoQai xiüi
9u|jil)i Antiph. B 68 (601, 26 vgl. 28)
36 — iJbfw (opp. vöo<;) Epich. Gu. 43
(96, 8) 9uMoO Kpdxei Chilon 7-3» 3 (521,
27) epujei aaq>d)<; xöv . . . öuvi(Txd|U€vov
9üm6v Demokr. (?) B 298» (439, 1) —
= v6o?(?) Demokr. C6 (448,26).
40 9upa. 9üpa(; k-niQea%e Orph. B 7 (476,8)
symbolisch Pherekyd. B 6 (509, 26).
9üp€xpov. 9uplxp»üv x6ia^xa Parm. B
1, 17 (114, 28) miXai . . . nXf^vxai . .
9uplxpoK B 1, 13 (114, 19).
45 9up^^. ai bia rdjv 9up{&(uv dKtive^ 54 A
28 (348, 22).
9ua(a. TTepi Qvavuv Tit. Epim. A 1
(491, 9) vgl. A 4 (492, 8) xueopMoi dfti-
293
t6ioq
294
Kim^Tiuv biä öutfiurv Km rraiftiö«; tjöo-
viüv Orph. B ö (474, 12) biTxä dbx]
Herakl. B69 (72, 12j ra rrcpl toc; eucKo;
«atrouiaaev Pythag. 3 (22,41) äyuxoi
9 (24, 44) vgl. 46 C 4 (281, 3) <j|uupvri<; 5
. . . eua(aiq Xißtivou t€ Emped. B 128,6
(210, 82). Vgl. eiiciv.
Ouaifioc;. tCuv 9. ^ö9{€iv |i6vov Pj-tha-
gor. 0 4 (281, 1).
eut&öri?. Xißdvoi) Emped. B 128,6 (210, lo
«2).
eöuijia. oTTÖrav (TTöp) oumiiiYf)i euui|Lia-
ffiv Herakl. B 67 (71, 1 7).
euuipö^ = TpciTreSo Pberekyd. B'12 (610,
14). 16
6u)»»^. 9ujifi<; (6o(vii(; Hdss.) äEtot De-
mckr. B262 (432,2).
6uipa£. TÖv ^v Tiüi 9uipr]K{ <Jou tfuvi-
öTdMCvov 9u)n6vDemokr.(?) B298»(438,
20) vgl. A 105 (369, 44) C 6 (448, 30). 20
901^1. 9ujTra<; TrXoiirou Antiph. B 66 (602,
25).
25
lajua, YXuKUTOTa idf.iaTa Demokr. B 246
(428, 28).
iafiißetov. ev ia)Ltßc{iui Keioecai ouk
d^eTplu<; Kiit. B 4 (614, 26).
Id^ 'Ml\<^ des Anaxiirien. A 1 (37,39). 30
laxptKdg. iaTpiKct X€T€i rd iiXelOTa v.
Alkm. A 1 (100, 20) inTpiKi^ defin. Hip-
pokr. 12 C 1 (84, 10) aoq)urraTOv T«i)v
irap i^M'iv Pythagor. C 4 (280,20) rö
öiaiTrjTiKÖv T^voi; coni. ^ou0iKi^, |liov- 35
txKTi Pythagor. D 1 (282, 4 ff.) opp.
laouoiKTi (282, 45) opp. ao<plr\ Demokr.
B 31 (397, 28) = C 6 (448, 11 vgl.
8 ff.) medieinae periti v. Pythag.
Emped. Demokr. 65 B 300, 10 (441, 40
43) MrjTpiicr) -fv^W Tit. Demokr. A
33 (358, 4) = B 26'i (396, 13; Tcxvn
iarpiKi^ Tit. Bolos 56 B 300, 1 (440, 8)
rf\(i \<tTplKi\(i Tl |U€TeX€lV ÖOKCl^ C 1
(447, 30). 45
iarpoXoTcW Vit. Epich. A 3 (87,26).
iaxp6<i Vit. Herakl. A 1 (54,27flf.) 1»
(66, 42) oi iarpoi reiuvovTe^, ko(ovt€^
. . . ^TraiTeovrai . . . ^i096v Xa^ßdvciv
B 68 (70, 11) vgl. Hippokr. 12 0 1
(84, 9) — iqTpo( Stadium d. 9eelen-
wanderung Emped. B146, 1 (216, 26) —
Ärzte in Kroton 9, 1 (32, 39) TToutfa-
vfnv i?|Tp<5v [Emped.] B 166, 1 (218, 4)
ÖKpov iarpöv B 157, 1 (218, 9) uftq 6
qpuaewi; evrdc; (d. i. cputfiKd«;) = (luTp6<;)
(Demokr.) 0 1, 34 (447, 81) oo<po\
larpoi Kaxd aiimajo, icoTd bk q>uTd
TCuipTof Protag. A 21» (633,2).
Ißi<;. KttTd TÖ OTÖMO fxe(Yvu<T9ai Anaxag.
A 114 (313, 9).
iÖ€ Emped. B 20,7 (180, 10).
ibia. Oestalt. 9€(iiv ibiac; eYpaipov Xe-
nophan. B 16,4 (49,8) (96o\) 6iroto{
Tiv€<; iilav Protag. B 4 (637, 81)
€9v€a 9vTi'ni)v, iravTofan i6eiitaiv dp»]-
pdxa Emped. B 35, 17 (186, 10) crirep-
^axa . . . ifeeac; travTo{a? Ixovra coni.
Xpoid«;, i^bovd(; Anaxag. B 4 (315, 7)
Zdiia oute ibiav dXXi^Xott; eoiKora oöre
bianav oöre vdiiöjv Diog.B 6 (336, 14)
— TÖv k60|liov clvat *i66av (toö voO)
Ekpbant. 1 (266, 34) — Xöfwi 9€U)-
piTHJÜv., a<paipiKd(; cxövTtuv rd-; iJ)ea<;
opp.6j5vaniv Demokr. A 102 (369, 30j
= dTO|Lio^ A 57 (362, 84) = eXdxiOTov
avjtia B 141 (409, 28) ncpi IöcOjv Tit.
B 6k 6 (388, 3. 6) — übertragen : pt»-
jun«; h6o elöiv ibiai B 11 (389, 1 7) —
Begriff Nausiphan. B 2 (466, 32).
ibiaZtiv opp. Tiui Koivuii Xö^uJi €Tr€cr9ai
Herakl. A 16 (60, 80).
1610^. rpöirov ibiov Demokr. B 222
(426, 4) Zuif^q ♦l6(ou Emped. B 2,3 (173,
20) i6{Ti<; dßouX{ri<; Demokr. B 119
(407, 28) ercpov xii\i iblai <p6ati Diog.
B 2 (334, 18) iö(ai opp. dXXorpfai
Archyt. B 3 (262, 9) mixe ib{r\i jii^xe
ivvf\i Demokr. B 3 (386, 16) opp. €v
tOji Euv&i B 279 (436, 18) ibiav exov-
x€q <pp6vT]<Tiv Herakl. B 2 (62, 6) ibiryv
dpcxi^v Demokr. B 248 (429, 6) Kax'
ibir\v klovalay B 246 (428, 19) ibiov
öufKpepov B 237 (427, 18) KTf|aai löm
Pittak. 73a 3 (522, 18) ibia : ftimdöia
Demokr. B 253 (430,2) opp. KOivd
10*
295 iön/»Tn<; 296
Dialex. 3, 8 (641, 28) iroXXct koi i6ia Pythagor. C 3 (279, 42) — <ppr\v Upn
(= propria? älbia Hdss.) Kai (?) €i6ri koi deeoqpaxo«; Emped. B 134, 4 (212,
Te Kai ioxuv exovra Meliss. B 8 (148, 24) iner' £v6ou<Tia0|aoO xat iepoO itveu-
10) vgl. dpi6|ii6? exei öuo |nev xbm ^loroq Demokr. B 18 (394, 3) — kpo
eibx] , Tpfrov bk dir' d|Li<poTepuiv juci- 5 v6ao<; Herakl. B 46 (68, 20) — t€pu>-
XÖevTtuv Pbilol. B 6 (240,19) l6(uiv rarov: |iiaX<ixn<: qiuXXov Pythagor. 0 2
KOKiuv Demokr. B 196 (422, 1). (279, 26).
i&iwTrj^ €v 91X006901^ u. umgek. v. (lepodKOTrfa). sapienter tnstüuisse vi
Krit. A 3 (609, 3). hoatiarmn inspicereniur exta Demokr.
15 0^. uöaxöq xe Ka\ löcot; (eifteo? Hdss.) 10 A 138 (379, 2ö).
diaav exovre? (tutcoi) Emped. B62, 6 'IcpoaxoXtKd Tit. Orph. A 1 (469,11)
(191, 21) ö(Tö' *ib« x€ KCl optIti öeO- Ion B 2 (222, 10).
€Xoi auTfii B21,4 (180, 18) i'öea iroi- ie poduX et v Mkoiov Dialex, 3, 7 (641,28).
TTviiouoa (KuirpK) B 73, 2 (193, 26). i€poauX{a Dialex. 4, 2 (643, 10).
i 6 p (jG q Entstehung Emped. A 78 (166, 8)i5lepoupYfa. näöav . . . xu»v feujpfiac,
Iftpiöxuuv de, dvdYKO«; KaÖKTxäaiv (xi|Lia{, koXöv eSdnxei Prodik. B 5 (571, 33)
äeXa) Antiph. B 49 (699,4) — ff\<i iepoupTtoi €Ö(TxaX€!?Epim. A4(492,7).
löp&xa öaXaöaav Emped. B 65 (189, löuvciv. d|iiiix«v{r) iOuvei vöov Parm.
27) vgl. A 23 (167, 36) 66 (163, 24) 65 B 6, 6 (117, 19).
A 99* (368, 36) (xoO irpturou OtpoO) 20 iöii^ s. euGii?.
Antiph. B 32 (596, 18). ieüxpnv Demokr. B 128 (409, 6).
levai. *ir]i Kae»5ir€p9€v Emped. B 42,2 iKaveiv. iKdvuiv Parm. B 1,25 (116, 7).
(187, 28) lujy oOk av eSeüpoio Herakl. Vgl. €q)iKdvetv.
B 45 (68, 18) kni xöv TrXtidov Antiph. ixavöc; (fviuiLiriv) Krit. B 40 (626, 3).
B 58 (601,11) {6vx€<; €<; xoc; xijujiq 25 ?k€Xo<;. emGuindi ... Kuvi keXii y'vo-
Demokr. B 254 (430, 8) vgl. i'tuai (430, 9) fievri Demokr. B 224 (426, 12).
€i<; |i€TdXT}v |n€xaßoXf|v lövxec; Antiph. iKexr]!; dXeKxpiüiuv Pythagor. C 4 (280,^
B 61 (602, 18) nieoav (so) Xenophan. 42).
B 3,3 (46,18). Vgl. €px€öeat, ^nievm. ikIxk; tuvi^ Pythagor. C 4 (260,41) 5
levai. ö6|ifiv Xißavtuxö^ iTioi Xenophan. 30 (281,17).
B 1, 7 (44, 22) dSuiv i<€i> duxiiv Parm. iKvetöBai cl«; 6^6v Parm. B 8,46 (121,7)
B 1, 6 (114,12) qpXoYÖ? texai ataa B el^ aircipov licveTxai Xenophan. B 28,2
;2, 2 (123, 19). (51, 3) kul^al £{<; dffxea Emped. B
lepaH Aegypt. 60 B 6 (460,3). 112, 7 (205, 14) elq al0ep' i<Ku»vxat>
Upeü^ in Aegypt. Vit. Thal. A 1 (4, 11) .35 B 9, 1 (175, 20) xöSi top itdXiv iEo|Liai
3 (7, 12) 11 (8, 47) Oinop. 7 (230, 19) aOeK; Parm. B 3, 2 (116, 18) N€1ko(;.
Demokr. A 40 (360,7) [Demokr.] B ... ^vepxaxov Tkexo ßevGo? Emped,
299 (439, 18) 300, 16 (443, 40) 300, 17 B 35, 3 (185, 29) Trpö<; 6moTov MaQui
(444, 2) u. ö. B 62, 6 (191, 22) em tcvvov B 110, 9
lepbv 'ApxeMiöo«; Vit. Herakl. A 1 (64, 40 (204, 8).
23. 55,1) xot lepä xf^c; A»i|Ltnxp0(; A 2 }K|Li(i<; (ex fi\<;] Anaximen. A 7 (18,43)
(67, 4) ^TTixuipta Demokr. B 259 (431, KiuXdeiv xöv voOv Diog. A 19 (331, 89)
18) — €l<; lepöv Ol» TrapaxpeiTeo9ai verdreht Aristophan. 61 0 1 (340, 19)
Pythagor. C 4 (280, 46) dpYupiov Koxa- navxa xct iXaxä dcpievat xivd iKjud&a
xiGevat Protag. A 6 (629, 10). 45 A 33 (333, 24).
Upö<;. 'kpoi XÖToi Tit. Orph. A 1 (469, iX^eipa (cpXöS) Emped. B 85 (197,7)
12) Kerkops (28, 18) sing. Pythag. 29 iXaeipa aeXi^vri B 40 (187, 10 vgL
A 7 (230, 16) 32 B 19 (246, 17) ixeüe? Anm.).
297 rao<; 298
Uap6<;. €lq iXapav eXrtiba crfEiv Krit. (pepci t\ netav öfißpov Emped. B 60
B 6, 16 (616, 25). (189, 6) danach tö nepixcöiiievov ubuip
tXdöKeiv. T^iv (d. i. K\}irpt<;} . . . äf&K- tOöi veq)€i avcfxov enofriöcv t\ ^£^xt€v
inaaiv IXiioKovTo ktX. Emped. B 128, 4 ÖMßpov Anaxag. B 19 (321, 10).
(210, 80). 5 iq. (dnö . . .) ivu>v (tö artippLa) Demokr.
iXu^. Orph. B 13 (477, 29) Archel. AI A 141 (379,38).
(323,16.21) 4 (324,20) vgl. 18 A 1 <!<; p{r\<i ' HpanXeCriO Epim. B 2 (494,
(105, 35 Anm.). 25).
i|LiavT€XiKTTi(;. -Tetüv X^foi Demokr. iaaTi<; erkl. Demokr. A 135 (378, 14).
B 150 (411, 25). 10 iariiu6p{a [aequinoctium , eopivrj n€6-
*\\xac,: Xöfoc; ircpi dnöpwv Z,i\Tr\\i6muv oTtujpivt^) Hesiod. B 4 (499, 26) (Thal.)
Anaxag. A 40 (300, 36. 37). A 1 (3, 18) = B 4 (11, 24) Thal. A 2
ifiotTiov. XoMTipöv E-iich. Gn. 38 (95, 19) (6,46. 7,2) 18 (9,43) Anaximandr. 1
AoKuuviKd Krit. B 34 (623, 24) tö lud- (12, 6) 2 (12, 17) 4 (12, 25) Demokr.
Tiov aÜTÖc; (Kpfivai Hippias A 12 (582, 15 B 14, 2 (391, 5. 7) Hekat. B 5 (459,
14). 28).
l|uatiOTcaiXr|?. Krit. B 64 (628,29). iöii|i€p»v6q. tBpai Demokr. B 14, 7
i|U€{peiv. ijueCpETOt m. Gen. Demokr. (392, 2).
B 223 (425, 9). i(sQ\x6^. öuorixco^ Emped. B 100, 19
ilLiepdetc. 4>aiiO Hesiod. B 5 (500,5)20 (201,8).
äXöo? Farm. (?) B 20 (125, 17). IffÖKwXov Gorg. A 4 (546,8).
ivöaXuö^ Plur. Demokr. 0,6 (448, 8). iaoXaxi^^. (nn) *i(JoXaxT^ dist. dvöfioia
iva. damit m. Opt. Herakl. B 125» (s. \it\hk 6^6(puXa Philol. B 6 (241,12).
Nachtrag) Antiph. B61 (602,12) ha \Qo\xfxk.Qx\<^. öKid Thal. A 1 (4,13).
Ti Opi^velTe auToii^; Herakl. (?) B 127 25 i<7ovo)i{a tuiv &uvd|U€iuv (utpoO £r)poO
(80, 8) wo Anaxag. B 14 (320, 6) An- ktA.) opp. novapxfa Alkm. B 4 (104, 6).
tiph. B 66 (601, 2). iooiroXiii;. iooiroXe^ ndvrrn (tö cöv)
iö^ Emped. A 34 (169, 35). Parm. B 8,44 (121, 6).
iÖTT]^. lÖTTiTi Tuxi<; Emped. B 103 iaötrXcupoq. Tp^yunrov (Speusipp.nach)
(202, 11). 30 Philol. A 13 (236, 4) dpi6M6(; Theodor.
iwv6? Vit. Herakl. A 9 (58, 38). 4 (233,15).
iniTOi;. iTnroi Xenophan. B 15,1.3 (49, iffoppoirfa (Tfj^ yriO Parm. Demokr.
5 ff.) (femin.) Parm. B 1, 1. 4 (114, 7. 10) 18 A 44 (111, 41).
dvöpuiv r\h'' imnwv Xenophan. B 2, 12 ifföppOTtoq. övof^a Demokr. B 26 (395,
(46, 4) iTTTTOtaiv (vfKrjv dpeaBoi) Xeno- 35 81).
phan. B 2, 10 (46, 2) iimoi? iKdvwv xGoc,. dpxaiKtj6Tepov to^ xaac, (TUJvfaO
6d) Parm. B 1, 26 (115, 7) tip^a koi '6)Lio{a<;' TtpoöcipriKevai Thal. A 20 (10,
tTTTTOU^ Parm. B 1, 21 (115, 3) h(x\xacsai 16) vgl.Nachtr. — eeötöiv loov v. [Hip-
Dialex. 2, 11 (638, 29) curru quadri- pon] B 2 (226, 17) loriv öiivamv tü»i
garum vehi (Traum) Antiph. B 80 40 uTi€t Meliss. B 7 (145, 17) ^kttvcci Iöov
(604,6) — irmou api^\x6<i Eüryt. 2 öirfafftu Emped. B 100,25 (201, 14) laov
(249, 17) 3 (249, 27). feidöTtma Archyt. B 2 (261, 20) ftkaioi
tpK; Entstehung Anaximen. A 7 (19, 7) irpö<; toü? doTou<; Tiöi lauji Gorg. B 6
18 (20, 16 ff.) (vukt6<:) A 18 (20, 22) — (557, 81) lauji tax« Archyt. B 1 (258,
Xenophan. B 32 (51, 17) Pythagor. B 45 18) ioa XItciv Gorg. C 1 (562, 18)
37c (278, 47) C 2 (279, 29) Anaxag. A \aa q)povoOvTat laa -nveovraq Antiph.
86 (309, 16) B 19 (321, 8) Metrod. v. B 49 (598, 18) — laux; Hippias B 6
Ch. A 17 (462, 6ff.) Ipiq ... dveiuov (584,18).
299
l<J0ö9€Vtiq
300
ai«t. KOlvö? Prodik. A 13 (565,11)
KaXnv ^v navTi tö Toov Demokr. B 102
(405, 8) — (ou6€V KtveiTci) orav i^i
KOTä TÖ ifoov Zenon A 27 (131, 46)
itapaXoTKTMÖt; tö jiiv vaph Ktvo\5ji€vov
TÖ 6€ irap' i^p€|uoOv tö i'ffov fi^teeo^
dEioOv Tiöi löuii t&Xii töv fffov q>^pf.-
oöai xp6vov A 28 (132, 4) 6 toO iöou
X<Sto1 (arithm.) (Speusipp. nach) Pliilol.
A 13 (235, 41) ävaXoYiwv rcpdrvr] (235,
46) — ^äv duö dvtouiv ioa d<pa»peef^i
Ta Xomä carai &vtoa Pythagor. 35 A
11 (256, 12) tö töov {bdvafjLic, dpiGnOüv)
Pythagor. B 27 (276, 9 vgl. 275, 30)
i00(; iö<ätKi<; B 28 (276, 27) tö €i<; i'öa
2>tatpou.u€vov ancipov (276) 29) — laoq
ändvTT]! (666<;) Xenopbau. (n. Tiinon)
A 36 (42, 14,i irdvToöev Xöov (tö eöv)
Pann. B 8, 49 (121, 10) n&vxoQ^v töo<;
(IqwxipoO Emped. B 28, 1 (184, 8}
29, 3 (184, 18) ran ßf^xoi te nXctTot;
Te (OiXÖTTi^ Emped. B 17, 20 (178, 1 7 )
tön ffuviKupoc jLidXKJTa (Xetj&v) B 98, 1
(199, 81) — fouiv d^q>oT6puJV (Prin-
zipien) Parm. B 9, 4 (122, 12) Taa
udivTa (Elemente) Emped. B 17, 27
(179, 4) iaai inotpai toö Te piefaXov
KOI TOÖ (TjuiKpoO nXndoi; Anaxag. B 6
(316, 10) vgl. B 3 (314, 18) Ttüv äno-
Kpivöfilvujv ha itXf\6o<; ^v Tot^ nel-
Zoai T€ KOI iXaaooax B 6 (316, 16)
itirza im M B 5 (316, 7) — kon-
gruent. Tttrinienjv ^Tciq)ave{a<; i'öa?- t^
dv{oou^ YtTvo^eva^ Demokr. B 155 (412,
82 flf.) — o\ irXouoioi ftiöövTi Tot«; öco-
fievot<;, inaT€\jovT€<; . . . tö Toov cEeiv
Archyt. B 3 (262, 17) 6€lv iaac; cTvai
To^ KTi'i0ci<; Phalea» 1 (227, 4).
i(JoaÖ€vi^<;. irevfnv ictooBevia itXoirwi
Demokr. B 284 (436, 18).
ioo0K£Xi^^. navTÖ^ ioooxcXoO^ ai iipöq
Tf\i ßd<J€i -xwvlai laai Thal. A 20 (10,
lÖ). Vgl. Tpi'TUIVOV.
i.ffÖTn*; opp. nX60veE{a Archyt. B 3
(262, 14).
lördvai. €öTnK€ Xenophan. B 1, 4 (44,
19) 1^ otcTTÖq q>€pO|LJievn €OTnK€ Zenon
A 27 (131, 42) eoTÖoiv Xenophan. B
17 (49, 15) eiöTiiKci kot' dpxö«; Ttx öiu-
jnoTa Anaxag. A 48 (304, 13) vgl.
ÖTT^KCIV.
ioTop€iv. iöTopeuLiv Tut ^i'JKiOTa [De-
5 mokr.J B 299 (439, 18).
iöTop(n- ioTopinv nöKnöev (= ycuj-
|LieTp{nv?J [Hcrakl] B 129 (80, 14)
opp. eiönöt«; TÜJv TtpaYMctTiuv Nauai-
phan. B 2 (464, 21) — irpoiTn Akusil.
10 B 21 (515,14) irpoiTO^ -neKuc, €gnv€TKe
opp. ouTTPaqpii Hekat. 71 A 2 (605, 8)
TTepi löTOpin? Tit. Demokr. A 33 (358,
11) = B 299« (439,21) nepi tOjv €k
Tn^ dvorfviüöcuj«; tu»v löTopiurv ciq kiti-
15 öTOOiv dYÖvTiuv Tit. Bolos 55 B 299«
(439, 22) 300, 1 (440, 4. 8) 65 (466, 24)
AltuirriaKaf Hekat. v. Abd. B 13
(461, 33).
iOTopiKÖ«;. irpeaßuTaTOi; V. Akusil. A 2
20 (512,9).
l0Topiotpdq>O(; v. Akusil. A 4 (512,
16) B 41 (?) (518, 6).
?öTU)p. cO iidXa iröXXiIiv »OTopa<; HerakL
B 35 («7, 16).
25 iaxeiv. fvuturyv . . . irdoav itfx« koi io-
x6ei pLkftaxov Anaxag. B 12 (318, 16).
Vgl. €X€IV.
\ö%lov Demokr. 0 6 (448, 38.44).
iffXueiv. laxv^i ficfiOTov (6 voO^) Ana-
30 xAg. B 12 (318. 16) [anima) corpore
torpente viget [Hippon] B 4 (226, 25)
iox<5oi TÖ 0a>iua (n iLiT^Tnp) Krit. B 32
(623, 18) Totv TU) dpiöiud) q)i}oiv Kai
Täv 5uva|Liiv \ax\>ovaav Philol. B 11
35 (243, 18).
iöxupiZeiv. i(Jxupft€ö8ai XP^ tOEii Su-
vuii TrdvTiuv Herakl. B 114 (78, 2).
iöxupöi;. ixpuaö«;, Xt'öo^) koi dXXo o ti
iöxupöv 6oKei €Tvai Meliss. B 8 (148, 7}
40 iöxupü) trv6t5|üiaTg<; opp. da6cveo<; Ar-
chyt. B 1 (260, 1) |ifeY« xal ioxupöv
(6 di^p) Diog. B 8 (339, 20) — löxupdiq
(opp. d(jOevu»c) irapaYi've.öSai, KtveiöOai,
q>ep€a6at u. ä. (v. ijjoqpo^ u. a.) Archyt.
45 B 1 (259,0.12.16.17. 260,18) ioRu-
pÖTcpo? €(; iteiGu) Demokr. B 51 (400,5)
toxupoTepa^ (KX€iöa<;) Krit. B 37 (625,1)
iaxupoTepu»<; Herakl, B 114 (78,8)
301
Kaeap6<; 302
löX^pÖTOTo^ (tö awtxa) Krit. B 32
(623, 11) ♦iaxupoT<STU)i oafxelwi Archyt.
B 1 (260, 4).
Iax6<i (TrfoTio^) Parm. B 8,12 (119,9)
€1011 Ko\ ioxuv ixovTa Melies. B 8
(148, 11) 6iä Tov iöxuv TÜv acpobpäv
(itveiiMatoO Archyt. B 1 (2(50, 8) ioxuv
£auTu»i tt€piTi0e|U€vov Demokr. B 252
(429, 17) — T6XV11 m^t' d^€(vuJv iöx"o<i
Mus. B 4 (486, 1) aKJ^vcoi; ioxu<; ovcu
XoTiöMoO Demokr. B 187 (419, 20)
ioxu<; Km €0|üiopq){ii v€dT»]TO<; 0^06(4
B 294 (438, 8) coni. eiifXwooia, ooqtla
Anonym. lambl. 82, 3 (631, 7) ioxvot^
uTTTipexri? (ß(o<;) Krit. B 26. 2 (620, 28).
ixöu^. ^v Huvu»i IxOöY aKav9ai ouk €V£«ö»
Demokr, B 161 (411,27) 1x6. ufcpo-
|Li£A(i6poi^ coni. ed|ivonJi, Qr]pai, kuju-
ßaK Emped. B 20, 6 (180, 9) Entste-
hung (coni. efjpcg, o(u)vo(i B 21, 11
(182, 2) in d. Malerei B 23, 7 (182, 6;
eEoXoc; cXXoiroe; (Seelenwanderang) B
117, 2 (208, 3) |irj äirreoöai ööoi i€poi
Pythagor. C 3 (279,41) — Q6Xaaaa
ixQ^ai noTiuov Herakl. B 61 (70, 21)
Tptqpeööai tuji TrapaKCifAeviui Tf\i Oa-
X&TTr]i T^UKEl i56ati Emped. Demokr.
21 A 66 (163, 27. 34) vgl. 66 A 156»
(382, 10) t(va rpÖTTOv dvaTrvcouöi ;
Anaxag. A 116 i3l3, 13) tou<; 6pviea(;
dvanvclv nev KoBapöv, qtdaiv bk 6|io{av
€xetv Toi(; ixßuöi Dio^. A 19 (331, 43)
Tgl. A 31 (333, 13) C 2 (341, 4) - Ur-
sprung d. Lebewesen Anaximandr. 30
(17, 20 ff.) tOttd^ i\Q{>o<i €v xa\^ Xaro-
n(aiq Xenophan. A 33 (41, 36) \xQvi
napairXTioiov töv civSpantov Anaxi-
mandr. 11 (14, 15) — Sternbild De-
mokr. B 14, 3. 8 (391, 22. 392, 42).
»Xviov (noftwv) Demokr. B 228 (426,8).
ixt/jp. ttjvxoXtjv i\(bpa'ri\c,aapK6(;Vhi-
lol. A 27 (239, 12. 14) aiM« Km ouk
ixu>p' Anaxarch. A 1 (464, 29).
luivtKÖq. 'lufviK<fc Tii Metrod. v. Ch, (?
B 6 (453, 31).
Ka B. K€.
K a 6 ^ (a Emped. A 34 (169, 36) [Demokr.]
B 300, 18 (444, 26).
Ka6a(petv. itpuiro? oiKfac; Km dxpoüq
6 KaQf\pat V. Epim. A 1 (490, 13) vgl. (489,
16) A 2 (491, 11) xaeaCpovrai aü^a-rt
Hiaw6nevoi Herakl. B 6 (62, 18).
KaOaipeaic,. KaOatpcaeiq (oeXi^vT)0 =
^kX€(v€k Demokr. B 161 (414, 16).
lOKaedncp Philol. B 14 (245, 18) Diog.
B 6 (388, 6) Demoki'. B 164 (416, 1)
Gorg. B 8 (668, 10).
KaOapiuö*;. Ka6ap|iot d6»Kriu<iTUJv &ia
euaiujv Orph. B 6 (474, 12) vgl. Mus.
15 A 6 (484, 3) Epim. A 2 (491.13) 3 (491,
19) 4 (491, 36) B 10 (496, 8) u. ö. Ka-
eapMof Tit, Emped. B 112 ff. (205, 4)
vgl. B 110 (203, 26).
Ka9ap6^ uöujp Xenophan. B 1, 8 (44,
20 28) vgl. Krit. B 34 (623, 28. 624, 2)
vbiup KaQapoiTaTov opp. iiiapiOrarov
Herakl. E 61 (70, 26) Kaeapriv nr\rAv
Eroped. B 4, 2 (174,11) — ZÄnebov
Kttöapöv Xenophan. B 1, 1 (44, 16)
25 übertragen KoGapotdi Xo^oi^ Xeno-
phan. B 1,14 (46, 2) Ka8ßpf^t(Jiv . . yit-
Xf-TTjuTiv Emped. B 110,2 (204, 1).
cpxofiai ^K Ko8ap(Iiv Koöapa xöo-
yixuv ßaaacia Orph< B 18 (480.21) 19
30 (480, 33) xpvxdi Kadcpuirepai [Herakl.]
B 136 (81, 2) Oei'ou? tou^ incTexovra?
(Ttirv xpvx'Jöv! Kaöapoui; Kaöapun; Em-
ped. A 32 (169,9) — dva0UMi(iö£K He-
rakl. A 1 (66, 30) Ka6apu(iT€po^ dtip
3.5 opp. eoXüirrepo*; A 12 (69, 10) vgl. A 1
(66, 36) KaBapd«; i^cXfoio Xa|Lind&o^
Parm. B 10, 2 (122, 22) (Kaeapöv)
ak\a<i V. Blitz Demokr. B 162 (412, 8)
vgl. A 93 i367, 36) — voO<; (oiöfia)
40 Epich. Gn. 26 (94, 16) ^6yov tu>v öv-
Tu>v KuOapöv (töv voOv) Anaxag. A 66
(306, 3) (voO<;) KoeapiÄ^arov B 12 (318,
14) KoBapunepav 6tdvoiav 6iä tö Stp-
n6v Parm. A 46 (112, 13) dipBoX^ö^
« Anaxag. A 92 (310, 37) — ^v 6' kx^Qt]
KaöapotcTiv (tö Qf\ko ko\ tö appcv) Em-
ped. B 66, 1 (192, 20) — Koeopös eöpelv
T€ Ktti citrclv V. Thrasym. A 13 (576,27)
303
KaQapai<;
304
KaOapuiTCpo^ xfjv AeEiv v. Krit. A 19
(612, 17).
KdOapai^ 0{Ijiuxzo(; bih rf^^ IfixpiKfl^,
yVMXfici bia Ti^^ fjiouaiKfl? Pythagor. Dl
(282, 44) ifuror) eUüim ex animi pur- 6
gamento fieri Emped. A 98 (173, 1)
Menstruation A 80 (166, 34).
KoGapri^q V. Epim. 21 A 13 (155, 7).
KdOeTo^. eir\ Trjv boBelffov eCiöelav . . .
K(i8€Tov eiiöelav xpamuinv äfocfelv, ovo- lo
laaZct rriv k<56€tov kot^ yythiiova
Oinop. 13 (231, 12).
KuGeufteiv. t6 ^ypriYopo? koi tö Kaö-
€ö&ov TouTÖ Herakl. B 88 (74, 20)
Touq Ka0€v56ovTa<; cpT^ra^ nhv kv tu« 15
Koamui Yivo^lvurv B 75 (73, 5) tüliv
Koi|uuj|uevu>v cKaöTov €i^ iftiov (kööjliov)
dnTo<JTp^q)ca6at B 89 (75, 2) oi) beX
wa-nep KaGeuöovTa? troielv B 73 (73, 1),
Ka0riK€4v. Ka6i)K0U0i (q)X^߀<;) Diog. 2«
B 6 (338, 7).
Kaöiffrdvai. rriv »]&ovfiv ^xöp«'' koÖi-
öTiidi Krit. B 27, 4 (622, 14) Ti|üia\ . . .
i&puCiTUiv elt; dvoYKa^ KaöiaTädiv An-
tiph. B 49 (599, 4) vö|uiov . . . KcSeordvai 25
Demokr. B 264 (432, 12) KaGeöTtöTi
jiueiLuXii B 266 (432. 20).
Kaeoöoc; Tit. Orph. B 15» (479,20).
KoGoXiKÖ«;. KaÖoXiKO» Xötoi 6eKa Tit.
[Archyt.] S. 264, 9. 30
KaBöXou 6pav (opp. Kora luepoq) vom
Gott d. Xenophan. A 32 (41, 19) —
il|uiia(pa{pia tö juev Ka6<5Xou irupö? Em-
ped. A 30 (158, 32).
Ka9uit€p€X€iv. Koeutrcpcxöncvov coni. 35
uffTepov opp. Oneplxov [Philol.] B 21
(248, 5).
Ka90ucp9e(v) Xenophan. B 6, 2 (47, 8)
Emped. B 42,2 (187,28) m. Gen. Hip-
pon B 1 (226, 8). 40
^KaC. KauTo{ Xenophan. B 15, 5 (49,9)
KoO Parm. B 6, 9 (117, 22) KdKetvo (?)
B 8, 58 (122, 2) kov « Ka\ i&v Demokr.
B 244 (428, 10) xäv 6touo0v auch nur
des geringsten Antiph. B 60 (602, 8) 45
Krjv = Ko\ ^dv Anaxarch. B 1 (458, ß)
*Kdv = Ko\ öv Demokr. B 277 (434,
17) *KT^v *B. Ka\ ^v Anaxarch. B 1
(468, 8) KnHaTToXoiTO {«= icai cE-) Em-
ped. B 17, 33 (179, 10 vgl. Anm.)
XOUTuk; Parm. B 8, 30 (120,0) — KCi
[xky Xenophan. B 37 (52, 8) koi ydp
Anaxag. B 1 (313, 82) 2 (314, 4) De-
mokr. B 265 (432, 14) Km tap oöv
B 182 (419, 4) — Kai . . . hi Herakl.
B 5 (62, 17) 12 (64, 18) Kai ore 6e
Anaxag. B 6 (316, 10) cniKaivoupxciv
iivav^aZetai Kai eTnßdXXeaÖai 6* ^tti-
eufiCnv Demokr. B 191 (421, 4) —
abundierend fji Yop ^ai irdpo? €<tk£
KOt €(J<J€Tai Emped. B 16, 1 (177,17)
öfiodu? lui; KCl Anaxag. B 12 (318, 18)
— TToXXä KCl KaXd Antiph. B 14 (594,
28) — epexegetisch Anaxag. B 6
(316, 16) KCl toOto Demokr. B 276
(434, 12) KOI iToXu Archyt. B 4 (263,6)
— auch. t{ S' dv mv koi xP^o«; öjpcrcv
Parm. B 8,9 (119, 6) tri 6e xai toöto
öufißaivei üJöitep eiti ßeXüJv Archyt.
B 1 (259, 15) auch nur Philol. B 6
(241, 6) noch, ei Ti koi €v irporlpoiöi
XmoHuXov euXcTO Emped. B 21, 2 (180,
16) — loov . . . Ka{ Archyt. B 2 (261,
21).
Ka{€iv. koTov Trjv y^v (to nöp) . . TPU-
irdviov iroiei Antiph. B 30 (596, 14)
TOJpd Kaferai Emped. B 62 (189, 14)
Ka{ovT€? coni. xeiuvovTC^ (v.d. Ärzten)
Herakl. B 58 (70, 11).
Koiv (Ze i V. ^Ka(via£v Xötov Krit. B 21, 2
(619, 23).
Kaivö«;. KOivoO 6a{|Liovo«;, nÖTfiou Aw-
tiph. B 49 (593, 14. 15) Kaivov koi
TroXu€i&n (X6tov) Hippiaa B 6 (584, 23)
Xp6viui rdpxala KOivd Y^fvcTai (BIrit.)
(622, 9 Anm.).
Kaiv()vai. \s.r\ <^ dudni q>peva Kaivü-nu
m. Inf. Emped. B 23, 9 (182, 7) Kcipa-
Xfli Kord io\a K^Kaoxai B 134, 1 (212,
21).
Ka{(ir€p> Demokr. B 202 (422, 15).
K a { p i o <;. auxM<^v Emped. B 111, 6 {204,
17).
Koipd^. dpi6|a<I)v irdSo^ Pythagor. B 4
(270,36. 271,8) (= 7) 22 (274,40 vgl.
Anm.) Katpd^ d. 6^tX{a (eÖKatpo^ u. dKai-
305
KttKÖC
306
po<;) D 5 (284, 6 ff.) — &i5va|iii<; Protag.
A 1 (526, 2) vgl. Gorg. B 13 (5ö9, 24)
Anaxarch. B 1 (458, 3) — toO ffHiai
Thal. AI (4, 3. 4) — KoipoO Xdßnrai De-
mokr. B 87 (403, 16) toO k. biA-p/waic,
B 226 (425, 17) xaipoö inexpa Ana-
xarch. B 1 (458, 8) iSiu KoipoO (458, 4)
— aiyriv KoipoJi [ocppayiZov] Solon
7> 3 (621, 8) Koipüii €u\(Sßeiav {elei<;)
Bias 73» 3 (523, 11) Koiptln rcAvTa npöo-
€öTi KoXtät Krit. von Chilon 73 A 1
(618,28) 81 B 7 (616, 11) irdvxa Kaipuii
|U€v KoXd opp. OKaipfai Dialex. 2, 20
(640, 7) vgl. Taür' enolr\aev . . 6 KOipöc;
aiöxpa KOI . . KoXd Eurip. (?) (640, 6)
tpeuöiöv Koipöv e(j8' OTTOU Ti)nät 6€Ö<;
Aischyl. 83, 3, 12 (642, 15) — ^v koi-
puji Demokr. B 94 (404, 7) 229 (426, 7)
— Koipöv YviLGi Pittak. 73» 3 (622, 11)
uTTcpßcßXriKÖTe^ t6v k. Demokr. B 235
(427, 2) ToT? Turv Kaipwv |iETaßoXat(;
KCl ol . . ftuvaroi tuiv döSevcoTcpujv
€v6€el? YivovTai [Demokr.] B 302 (445,
29} irpöq Toüq KOipoix; XoTi(J|a6v (445,
43).
Ka{Toi Demokr. B8 (388, 11).
KaKCOTiG Demokr. B 182 (4i9, 6 vgl.
Anm.).
KOKia opp. äpcTTi Kleobul. 73» 3 (520,
13) Anonym. lambl. 82. 3 (631, 22)
KoKfa — 'Apc-ni Prodik. B 1 (567, 10.
12) 2 (568, 28 ff.) eSiv KaKir]c, Demokr.
B 184 (419, 18) opp, dTTopio [Demokr.]
B 302 (445, 36).
KaKiZ[Eiv. 4wuTÖv KaK{2l€t Demokr. B
174 (417, 9).
KOKo6al^ov(^l opp. €u6ai^ov(r) De-
mokr. B 170 (416, 18).
KaKo&a{|Liiuv. KaKOÖaCjLiovaq ( auTou<;
XcTovri) Hipparch. 55 C 7 (449, 38)
icaKo&at|bioveaT€po(; Demokr. B 46 (b99,
16).
KOKoeptd?. fidxmpov Emped. (?) B
164«' 1 (217, 22).
KOKoner]«; Bias 73*3 (523, 4).
KaKoSifdi (xva».uri^l Deniokr. B 223
(425, 10).
KOKcXoTCtv Chilon 73» 3 (621, 1%
KOKdvou^ Antiph. B 109 (606, 14).
KaxonaGetv. Tfji ^vjffyi Demokr. B 191
(420, 20).
KaKoirpaxMoadvr). Tr\<; kv vSji ß{un
5 Demokr. B 297 (438, 13).
KOKdq. KaKoi.|LidpTup€<; Herakl. B 107
(77, 8) — iLioipa KOKn Parm. B 1, 26
(115,8) KCKf^? epTOöfriq Demokr. E 218
(424, 18) KOKnv ftalxa Emped. B 137,4
10 (214, 1) KevoöoEi'nv Demokr. B 238
(427, 16) KCKf^idi 'Epibeaai Emped.
B 20, 4 (180, 7) — KOKoO Kcpfcco? De-
mokr. B 221 (425, 1) Kepftea B 220
(424, 20) 0np(a Epim. B 1 (493, 30) —
1 5 KdKtOTov vöarjiLia Demokr. B 281 (436, 7 )
— Zf]V KOKÜJ«; opp. fifj Zf^v Krit. B 23
'619, 31) = iroXuv xpdvov ditoevtii0K€iv
Demokr. B 160 (414, 11) kükCx; iroin-
öwv Antiph. B 58 (601, 12) Demokr.
20 B 265 (432, 18) fepdffeiv, itdaeaeai
Antiph. B 58 (601, 18) Tienoveev De-
mokr. B 169 (413, 80) dKoüciv Kai
irdoxeiv B 265 (432, 16) dKoiieiv B 263
(430, 3. 5) €X€T€ Krit. B 44 (626, 25)
25 a\oxp(i)c, fxkv eaiiEipa«;, xaKtl/c; bk kBi-
piaa? Gorg. B 16 (560, 22) ... xoXa
KOKA? öiaeetTO Antiph. B 14 (594, 23)
kokok; eoxev Demokr. B 263 (430, 2)
exovTo? B 169 (414, 5) — kok(ujv,
30 KaKiOTo^ s. unten, x^^punr a. d.
TÖ KaKÖv im Verhältnis zum
dyaOöv. dYoGöv koi koköv dpxaC
Pythagor. Alkm. 45 B 5 (271, 27. 34)
= 14 A 3 (101, 1) TÖ K. Toö direCpou
35 (TÖ dtoOöv ToO Tr€ir€paa|J€vou) B 7
(272,3) TÖ dpt<TT6pöv KüKÖv B 30(277,1)
— KUKÖv dxoöov {eiioir\aev i^öu) He-
rakl. B 111 (77, 18) dyaeöv koi k.
(v6öoi) €v B 58 (70, 10) KOKÖv dvx
40 dfaeoO Demokr. B 93 (404, 6) xandv
coni. dbiKov opp. 6{Kaiov Kai dYOÖöv
B 261 (431, 21) Td KaKo Kai pi bilt]'
ILi^voiaiv (uapaT^veTai) opp. to draOd
B 108 (405, 18) KOKd nicht von ecoi
45 coni. ßXaßepd, dvwqpeXea opp. TdraBd
B 175 {417, 11) €v Toi<; KaKoT(; ^^dvrifiev
opp. ueza TU)v dfadurv ^aujq>povoO|ii€v
Thra&ym. B 1 (577, 8) — d(p' div rdraed
307
KOKOTeXVlII
308
fifverai, dnö tü»v qutujv koi xä koko
. . . Demokr. B 172 (416,1» vgl. 20 f.)
KOKti ki <iYa9«i)v q)Ü6t0i ktX., toT^
orfcO. ol6v T€ xP*1<JÖai ^o^ ^PO(i tu
KOKo . . . *dXKfii B 173 (416, 84) oo<p6<;, 5
o<; . . . t&t (paiveiai koi lart KaKo, . .
•ttoir\or]\ äfaQh <pa(v€ö0a( xc koi elvat
Protag. A 21« (Ö32, 34) vgl. ätaeö? —
iiööoi X6irot ncpl xü> äf. KOI xui icaKi!»
83, 1 (63ö, 20) — xit KOKfiu dvxi xuöv 10
aM€iv6vuiv Antiph. B 58 (601, 86).
(xö) KQKÖv, (tä) KaKcS absolut,
xb Ö€iv6v (x6 xoActtöv) Kaxöv Prodik.
A 14 (Ö65, 81) khv . . öüv aiv\\ xi
ßouXcuiiK KOKÖv Krit. B 21, 22 (621, 15
10) 0X(iai<; ^{uq)üXtO(; . . . koköv De-
mokr. B 249 (429,8) iHep-fdrcöem ko-
köv (xi) B 264 (432, 10) — oöo xic; ov
vifiöoixo KOKd B 143 (410, 16) xo dirö
xüjv eKXÖ^ ^nripxrm^va Hipparch. ^ 20
C 7 (449, 19) KOKiiiv Ka\ tT^pao^ 6XKc(p
Emped. B 111, 1 (204, 18) ndvxo xöv
KOO' l'mäg XÖTTOV KOKUIV M€(Jx6v cXvOl
. . Mexpi • . <T€X»^vri^ (Herakl.) Emped.
A 62 (163, 4) KOKitiv xotiieiov koi Qy\- 25
oov»piö|ao Demokr. B 149 (411, 10)
X»]eri xöjv i6(uiv kokiIjv B 196 (422, 1)
öaxi<; . . . x&v KOKUiv jurj . . 4ire0u|iTi(T6,
oi)K €0X1 auGcppiuv AntipH. B 59 (601,
28) — dvtipxfof, o\)bkv KOKiov Antiph. 30
B 61 (602, 10) vgl. Pythagor. D 3 (283,
30) 4 (283,40) ei d.biKlr]q (xpi^m^to
itop{Z€iv) irdvxujv kokiov Demokr. B 78
(402, 18) TfdvXWV KdKlOXOV l\ €Ütr€X€{TJ
KxX. B 178 (418, 8). 35
(6) KOk6?, (ol) KOKof, KOKÖ^ . .
OV eiri, cl . . . dKvet Antiph. B 66
(601, 5) — |Lifj KOKOi^ 6(i{X€i Solon
73» 3 (Ö2I, 13) ol itXeWxoi KOKof Bias
73a_3 (522, 22) danach Herakl. B 104 40
(77, 2) KOKoT^ iLieXei Kpoxeouoiv diii-
öxetv Emped. B 6, 1 (175, 4) ol kokoi
iövxe? €(; xci; xifiö^ kxX. Demokr, B
264 (430, 8) fii|ueta0ai xou^ kokoik;
opp. xoO^ dToeovjq B 79 (402, 1») ?>{- 45
Kaio<; cpQ6vo<;, öxav xi^ xoi^ kokoI^
Qj9oyf)i Ti|biUJji4voi(; opp. toT<; OYoGolq
Hippias B 16 (585, 20) köXooiüo xoi^
KOKoii; (opp. deXov xot? dfoSo!^) Kiit.
B 25, 4 (620, 85) &€ljua xotc; xoko'i^
(621, 8).
KOKoxexv^»]!. coni. noXunaöcfrjv [He-
rakl] B 129 (80, 16).
KOKÖxrn (iE i^6ovi&v) Demokr. B 178
(418, 5) KOKÖXT^xo^ diTCtpot Emped. B
112, 3 (206, 10) KOKÖxTjxoq vnaxcOooi
B 144 (215, 17) i^TC|iiöviuv • KOKÖxiiTi
Mus. B 22 (488, 88) — xpt^etrfliöiv
dXiiovxtq KOKÖxiiöiv Emped. B 145, 1
(215, 21).
KaKoq)po6^oa)3vr]. olvxkpt] irpö^ k.
(Yuvi^) Demokr. B 273 (434, 2).
KdXaj*o? Menest. 5 (219,37) Archyt.
B 1 (260, 14).
KoXeXv. KoXei xöv ßouXi^intvov opp.
öxeqxxvot Gorg. B 8 (568, 11) koXoO-
nev Archyt. B 2 (261, 82) KoXeoMev
Anaxag. B 19 (321, 8) Demokr. B 30
(897, 80 vgl. Anm.) KoXeovxi Archyt.
B 2 (261, 18) KoXeoiJOiv (Tixf\va<; k-ni-
kXtiöiv) Orph. B 13 (478, 9) Hesiod.
B 1 (499, 80) 5 (600, 6) Xenophan.
B 2, 5 (45, 18) 32, 1 (51, 17) Emped.
B 15, 2 (177, 6) KoXoTev Anaxag. E 17
(321,3) KoXeovxcq ( rTi8ooi5viiv iinivu-
jLiov) Emped, B 17,24 (179, 1) ^ e^m^
(oi)) KaXeouöi B 9, 5 (176, 8) KoXei-
xoi Phüol. B 7 (242, 11) Diog. B 6
(337, 80) Antiph. B 36 (596, 80) ko-
Xoövxai Diog. B 8 (339, 10) KaXou^tvo^
B 6 (335, 19) KaXeoMevTi«; Demokr. B
251 (429, 18) xö KoXoÜMevov [f&Ka)
Anaxag. B 22 {322, 19) KXii6f^vai An-
tiph. B 76 (603, 17) KCKXf^oeat Krit. .
B 15, 4 (617, 6). Vgl. kikXji(Jk€iv.
KaXXiKO|Lioq Tffivoir] 'A«ppo&{xn Epim.
B 19 (497, lOj.
KoXXipooc;. 'Qkcovöi; Orph. B 2 (473,
81).
KoXXioxtö Emped. B 122, 3 (209, 11).
k d X X 0 <; (<J*6|Liaxo<;) Demokr. B 105 (406, 9)
KdXXei fcaitdvrji rz Kpdxiöxo? {6x0^
ZiKcXiKÖO Krit. B 2 (614,8) xdXX«» feia-
ßdr^xoi (YuvatK€?) Hippias B 4 (684,4).
KaXXoouvT), TTepi KcfXXoouvi)^ eneuiv
Demokr. A 83 (867,44) « B 18» (394,5).
309
xavuiv
310
KaXXu»n{2[6ö9ai tt^v oipiv Thal. A 1
(6, 10) 73» 3 (621, 33) & iroici toOto
KoAXtuTTiZerai AnoDym. lambl. 82, 2, 4
(630, 22).
KaXoKUTaOciv (Thrasym.) A 4 (674,15).
KoXoKaf ae(a Solon 73» 3 (621, 7) Blas
(523, 2) Pythagor. D 5 (284, 15;.
KoXöc;. Singul. 6v rot? ^inTTjfeeu|uaaiv
. . KaXoq Thal. 73» 3 (521, 33) (papo(:
^eya xe Km koXöv (homerisch) Phere-
kyd. B 2 (608, 8) mp\ T«i> koXu» Km
(tu)) aiöxpiü bi<saoi XÖYOl Dialex. 2, 1
(638, 7) vgl. besonders oi)b' f|v ii6.vxt]i
KoXov ou6' aiaxp6v Eurip. (?) 2, 19
(640. 4; KoXov koi fuoxrjMov opp. tfu|Lt-
(pepov KOI uiqpeXiinov Pythagor. D 8
(288, 16) Tf^c; Toö KaXoö (auöToixfaO
t6 irepiTTÖv, tö eu8ü, tö laov B 27
(276, 8) koXöv fjaux^ct Periand. 73» 3
(523, 15) KcXöv €v iravTi t6 Iffov De-
mokr. B 102 (405, 8) KaXöv KÖöjiou
XiTÖTri? B 274 (434, 4) dci ti öioXotC-
ZeaQai xaXov B 112 (406, 6) doxp«
Kcpör] np6a8e toO koXoO Krit. B 15, 7
(617, 8) (i^öovfiv) xfiv €Tr\ xüii koXvji
aipetaeai xp€a»v Demokr. B 207 (423, 8)
— icaXöv ^(jTiv €vian€!v Emped. B 25
(182, 30) TÖv döiKCcvra KtuXiieiv De-
mokr. B 38 (399, 8) vgl. unten Z. 47.
Plural. Tuiv ullurv . . . koXujv Pro-
tag. B 9 (540, 1) KaXo Trdvra (riii öcuii)
Herakl. B 102 (76, 20) Kaipvüi n&rra
Trp6o€öTi KaX6. Chilon nach Krit. B
7, 2 (616, 11) vgl. 73» 1 (518,23) KoXä
TtoitW Bias 73» 3 (523, 1) itoirirfic &aaa
dv Ypo<P«l* • • • ^oXO' Kdpra koTlw De-
mokr. B 18 (394, 8) tioXXa av koi KoXä
xaKiix; öiaeeiTO Antiph. B 14 (694, 28)
— TÜ KcXd YvujpiJüouöiv . . . ot euqpule^
iipöq avTa Demokr. B 55 (400, 16) «i
juetdXai xepipeK; dnö xoO eedöSai xd
KuXd xujv €pYu>v B 194 (421, 18) xd
KoXd xpr\yiaxa -voic, it6vok xtX. opp.
xd aloxp<i B 182 (419, 2) "zdsv koXüjv
(etpUaBai) B 73 (402, 9) xiöv koXiIjv Km
dYaSOüv €in8u|HT]xiiv Anonym. lambl.
82, 1 (630, 4) km xakoic; epfOKTi koXöv
{€uXoT€lv) Demokr. B 63 (401, ». 10).
KoXiJü^ ixetv m. Inf. [Philol.] B 21
(248, 7) «ppovciv Antiph. B 64 (600, «•)
ftiaTfvu»)Lievm, 6\|;eiöeai Archyt. B 1(258,
4. 6. 7) — riPHoöxm Krit. B 6, 19
5 (616, 28).
6 KdXXt0xo(; KÖOfio^ Herakl. B
124 (79, 14) KaXXfomv &p\xoviav B 8
(63, 4) xö KdXXiöxov Ka\ dptoxov |uf| ^v
dpxfli €lvai Pythagor. B 11 (272, 35)
10 KdXXiöTov dpMov(a C4 (280, 20) k. €t&o<;
€v xoT? dppcöi xö öf^Xu u. umgek. Krit.
B 48 (627, 19) — ftiaK€(M€vo u«; dvu-
öTÖv KdXXioxa Diog. B 3 (336, 10).
KaXuKO(7Teq>avo(;. "Qpmi; Emped.(?)
16 B 154, 2 (217, 6 vgl. Anm.).
KaXOnxpa. KaXunxpae; Parm. B 1, 10
(114, 16).
(Kaiidpw^a). fornix [Demokr.] B 300,
14 (443, 23j.
20 Kainaoi^v. €lvdXioi Emped. B 72 (193,
22) iroXu<JiTeplu>v B 74 (194, 4).
xd^oxoc; m. Inf. Herakl. B84 (74, 12)
opp. dvditauau; B 111 (77, 18-) KaM<ixujv
Xiiuieva = önvov Krit. B 6, 20 (615,29)
25 jiOTcpotGi fiapatvoM^vou^ Ka^dxol0lv
[Emped.] B 156, 3 (218, 6).
Kd|UT)Xo?. ö|LiiX{a Demokr. A 150» (380,
34).
Kd|itivo(;. KOiLifvou cKTOvov Krit. B 2
30 (614, 18).
K d |it V € i V. Kd^vovxac; nop€|nu6€txo v. An-
tiph. A 6 (590, 26).
Ka^iii3Xo(;. ixiQb Ka\ KajiiinüXov dpxa(
Pythagor. B 5 (271, 26) k. ^v tpawidi<;
35 €t6o(; 35 A 15 (264, 41) bvo ^iaa<i (dvd
Xdtov) 6id Tilrv KaXou|Lt€vwv KajuiruXwv
fpatiiidfv (264, 44).
Ka|itruXoxo(;. KcpKtoi Orph. B 22 (482,
10).
40 Kavrjtpöpos Akusil. B 35 (617, 11).
Kdveapoc; Aegypt. 60 B 6 (460, 2).
KavU&V. Y*TV*i>ÖK6lV . . . Xll>l6€ xiüt ko-
vovi Demokr. B 6 (388,6) vgl. Sp. 311, 6
— K. xf^<; 'AxxiKf^? '(\ünn]q v. Lysias
45 81 A 18 (612, 11) u. a. Krit. A 20 (612,
29) — Koviüv KOI KuiXurfip xdw ähi-
Kouvxurv (6 XoTiOMÖ^) Archyt. B3(262,
17) — TÖV Kavöva(?) otpextpicraurvov
311 Koitv6q
312
V. Simos 2 (268, 4) — airreTm toö ko-
vövo^ oit Mxa (JTiTM^v 6 kökXqc; (Pro-
tag.) B 7 (638, 24) — Kavidv Statue
Polyklets A 2 (228, 22) 3 (228, 31. 43)
Tit. (228, 40. 43) B (229,2) ncpi XoTtKu»v
»1 Kavt6v Tit. Demokr. A33 (357,29) =
B 101» (389, ö. 8) Epikur. (389, 6) C 1
(447, 12) 62 A.6 (463, 12).
KOTCVÖ?; €l TtdvTO KOTtVÖ^ Y^^OITO He-
rakl. B 7 (63, 1) Kanvoto biKr]v Emped.
B 2, 4 (173, 21) fkiKac, kK toö vhatoc,
Ttlrv SOXujv dviliLievo? Anaxag. A 98
(311, 29).
Köp (v. Käp oder Kfjp?) zur Erkl. des
hom. €v Kapbq aiar\i Nessas B 1 (450,
26).
xdpa s. Kpd^.
Kapbla Sitz d. VjfejuoviKÖv Emped. A 97
(172, 46 f.) vgl. ai|Lia TrepiK(Sp6iov =
\6r\\xa B 106, 3 (202, 19} kv rfn äpri]-
piaKf)t KotXCai Tfj^ Kap&(a^ (t6 i^f.) Diog.
A 20 (332, llj — vuxfl«; koi aiaQ^aioi
(äpxd), öa|Lia(v€i Tctv Zidiou (dpxdv) Phi-
lol. B 13 (244, 18. 17) t6 €^trup€u^a
Tf\<; Z{i)f\(; €Tx€v (bei dvaßioOvrc?) De-
mokr. B 1 (385, 7) Küuvo€i&T^q . . ßaöt-
\i<;, öpTf^^ Tierjvöc 0 6 (448, 29) — ante
omnia cor inscreacere Emped. A 84
(167, 44) lUEYKTTOi b«5o de, ttjv Kop&{av
(öiaT6ivou<Ti, sc. tpXeße(;) Diog. B 6 (337,
17) — ^»j Kap&iav ^öOieiv Pythagor.
C6 (281, 35) — Cci'öiuXa) KapbiTi? K€V€d
Demokr. B 195 (421, 20).
Kap&ÖTTTi (Protag.) C3 (643,14).
KOprißapfa Antiph. B 34 (596, 25).
KOpoOv Antiph. B34 (596, 26).
KapndXtfio^. KapiTaXi|Liuj(; Emped. B 51
(189, 11).
K(ipin|üio<;. KdpmiLia opp. aKapiro Ent-
stehung Hippon A 19 (225, 23).
KapTt6(; Erklärung Emped. A 70 (164,
16)€^ir€66KapiraT£eriX€v KapnOüv aqpGo-
vCniOi B 78 (194, 20) irpujlKOpTO Ent-
stehung Menest. 6 (219, 43) äKapira,
Kcpmina Hippon A 19 (226, 23) —
KapuoC = eeoC Prodik, B 6 (671, 31) —
Tü»i YEVVüjjuIvwt KopiTuii [Emhryo) De-
mokr. B 148 (411, 18).
1.5
KaprroOv, tu alaxpa . . . aOrö^ora icap-
woOrai Demokr. B 182 (419, 4).
Kopiroqpöpoi;. "ßpoiq Emped. (?) B 154,2
(217, «).
5 KdpTO M^X€i(?) Emped. B 5, 1 (176, 4
vgl. Anm.) cI&uk; Protag. B 9 (640, 7)
^vvooöfievov ... KcipTa (?) Demokr. B
191 (420, 18) KoXä KcipTa kativ B 18, 3
(394, 3) KÖpra nev — K<5pTa 6€ Ana-
0 xarch. B 1 (458, 1) *t6 Kcipra Anaxag.
B 14 (320, 6).
KapT€p6q. ii dvaiö0iiTO(; n Kaprepurra-
-zoc, Thrasym. B 1 (576, 27).
Kdpro^ = KpdTO^ (s. d.) Dialex. 6, 12
(645,8).
Kttp^iivo^. XP'J^M" Demokr. A 136 (378,
18).
Kapq)aX€o^. KapqpaXeov yioxitexax He-
rakl. B 126 (79, 17).
20 KooiYviiTT). K. 6)io|Lit^Tapa Tr]60v Orph.
B 2 (473, 82).
^Kord. m. Genet. öötu Kard 'Axpd-
tavToq {von herab) vafexe Emped. B
112, 1 (206, 8) — KOTd tf\c, 'EXXd&o<;
^TrataYEiv tou? TTepöag Krit. B 31
(623, 2) KOTd dvepdjTtujv noidv De-
mokr. B 259 (431, 10) KOTd . . . cpövoo
üiöe l)^\ B 257 (431, 1) to Kord toO
öua|ii€veo? ßXaßepöv B 237 (427, 18)
Td KOTd Tu»v ßapßdputv ('EXXi^vuw) Tp6-
naia Gorg. A 1 (644, 33) — m. Ak-
ku a. Karrdv öüvamv Philol.B 11 (243,8)
vgl. (243, 12) — Kae'"Ai6nv imH. He-
rakl. B 98 (76, 7) — öuMßdXXeToi eß&o-
Md? Kctrd tfeXi^vtiv B 126 (?) (79, 21) --
(iilTC Ti o^iv exiuv Tr{öT€i itXcov y\ kct'
dKou»iv [im Vergleich) Emped. B 4, 10
(174, 19) KOTd (pujTa |LiiT€VTa . . . KOTd
ÖTipüiv . . Sdnvuw . . . oiujvuuv (ycvo^
B 9, 1 ff. (175, 20 ff.) Td KOTd ttjv irö-
Xiv xp€U>v Demokr. B 262 (429, 16) —
Koe' i^iiepav täglich Herakl. B 72 (72,
21) KOTd itSaav iiiii^pav Protag. B 9
(540, 3) dxfvriTot xaTd kukXov Emped.
B 17, 13 (178, 10) = 26, 12 (183,9) —
Koe' lauTÖ KttTci Parm. B8,29 tl20,8)
exclvo KttT aOrd TdvT^a B 8, 68 (l22, 2)
ftia^evet KOTd tö outö [Philol.] B 21
25
30
40
45
313 KaT<i0Toai^ 314
(248, 9) — Karä fx&lov €m(ot €to Em- 25) aiefip . . KttTotatferoi B 100, 7
ped. B 59, 1 (190, 18) Koe' ooov . . . 81).
Suv€KVpae B 104 (202, 18) nepi tuiv KaraKaivuvat s. xatvuvai.
KOTo M^po? Archyt. B 1 (268, 7) koto KaTaxeladai. iv KX(vr)i KaraKcfiLievov
ßpoxu Hippias B6 (584,19) Karä uoUd 5 Xenopban. B 22, 2 (50, 8). Vgl. koto-
B 29 (696,9) — Kurä tviu^iovo = K<4e- TiGeva».
exo^ Oinop. 13 (231, 15) — Korä jula KoraKTeCveiv. (pBelpa^ KaTaKT€(vovT€(;
K€xuvTai Emped. B 2, 1 (173, 18) ^ Herakl. B 56 (70, 4).
B 134,1 (218,21) 100,2 (200, 1«) 137,6 KaxaKXuaMÖg Akuaü. B 20 (ölö, 4. 8)
(214, 3). 10 33 (516, 29).
(Kaxaßalveiv?). Gerne... descendente KaxaXajußdvciv. AfKrj KaxoXt^ttiexai
Anaxag. B 20 (321, 14). (damnabü) Herakl. B 28 (66, 14) itOp
KCxaßdXXeiv. Kaxaß(4XXovx£? Tit. Pro- B 66 (71, 18).
tag. Bl (537, 5. 11) danach oöftet^ aOxct KaxoXexeiv. darlegen. xaxeXcSa (Tröpov
KoxaßoXei Xöto<; Eurip. 74 C 4 (543, 16 u|iiviuv) Emped. B 35, 2 (185, 28) auf-
20) und xdXaiva (ppi'jv, . . . i^ifuea^ (sc. zählen. KoraXilai Demokr. B 255 (430,
xä<; alöOriacK) Kaxaß<iXX€i5; Demokr. 16).
B125 (408, 20) — iroXXoüq . . . eXnf- KOxaX€{߀iv. xaxaXcfßexai uftujp Xe-
öe^ xaxeßaXov ei<; . . öu|uq)op<i<; Antiph. nophan. B 37 (52, 8).
B 68 (601, 20). Vgl. KttxaßoXr). 20 KaxuXcitreiv. Tra'J6a<; KaxoXeiirouai He-
Kaxdßaoi?. Ei<;''Ai6ou Tit. Orph, A 1 rakl. B 20 (€6, 16) dvi^ßoi? xf|v iroXiv
(470, 1. 11) Ib (470, 18). KaxaXmeTv B 121 (79, 2) KaxaXmüjv nd-
KaxaßauZetv. xaxaßauZiouaiv (koI ß. pov Krit. B 44 (626, 23).
Hdss.) lÄv (5v Hdss.) äv iXY\ fiviuaKwax KaxaXoxdfciiv Hippias A 12 (582, 19).
Herakl. B 97 (76, 6). 25 Kaxo|iave<iv€iv. KoxaMoecüvm. Akkus.
KOxdßXjifJia (=x6 KaxaßdXXciv) opp. d. Partiz. Antiph. B 64 (600,14).
irru».ua Demokr. B 125 (408, 20). KoxaneXeW Antiph. B 76 (603, 18).
KoxaßoXn (ö1I€p^oxo<;) Parm. Anaxag. Kaxonrlvio^. xä Kaxafii'jvia Emped. A
18 A 53 (113, 2 vgl. 1) Philol. A 27 81 (166, 41).
(238, 47) ot&oiov OTrep^oxoc; KaxaßoXäq 30 Karanio-juv. KaxajLtCarexai Emped. B
x€ KOI T€vvnaio? (dpxd) B 13 (244, 15) 93 (198, 17).
vgl. 74 B 8 (639,1). Kaxanatietv. Karanaöaare K6a\iov äoi'
KoxdYCiv. fvtuiiii . . I] 06 KaxnTctT« &*1? Orph. B 1 (473, 25).
Zrit. B5 (615,1). KaxairtiTviJvai. ^Xwv 6{ktjv Kaxatrc-
Kaxd&nXoq. iröiLia Krit. B 34 (624, 1). 35 m^T^voi xd aarpa Anaximen. A 14
KoxaftouXoOv. xifio» Ö€ou<; . . . Koxa- (19,38).
6ouXo0vxai Herakl. (?) B 132 (80, 21). KaxdirXaana Plur. Pythagor. D 1 (282,
Kaxaruj0xiK6v Tit. Orph. A 1 (470, 6). 10).
Kaxaevi^iöKCiv coni. 4E6XXuff9ai opp. KOXOirXiaffciv. KOxairXip^aei(Thra8ym.)
TiTV€öeai Emped. B 11, 3 (176, 20) 40 A4 (674, 10. 11).
Kaxaöavciv ftvojievu« (ßeßaiov) Krit. Kaxapioxdv. Kaxrjpi'axiiKev (irpdtjuaxo)
B 49 (627, 26). Antiph. B 73 (603, 11).
KaxaSti^toi;. iralSa Demokr, B 277 (434, Kaxaaßevvt^vai. dvojifov * . v6^ol(
19) -fuvaiKÖ<; Antiph. B 49 (598, 22. Kaxioßtffcv Krit. B 25, 40 (622, 4).
699, 11). 46 KaxaöK€udZ€iv. ep^a {Äcker) Kax-
KOxaiY{<; Demokr. B 14, 7 (392, 33). €<JK€ua0|ii€va Anaxag. B 4 (316, 10).
Kaxdiooeiv. ((pp^v) qppovxtoi K6a^ov KoxdtfxaOK;. TT€p\ xf)^ iv dpx^t Koxa-
. . . Kaxötfföouöa Emped. B 134, 6 (212, oxdoeui? Tit. Protag. A 1 (627, 1) vgl.
315 KOTdöTOpYGC 316
(539, 7 m. Arnn.) anb . . . KaTaöT(i<n6(; ß^v0€aETnped.BlOO,16(2Ol,ß) irdvxa
Tivoi; äpxa{ri<; Demokr. B 278 (43ö, 4). äi\p . . . Korelxe' Anaxag. ß 1 (314, 1)
KOTciöTopxoq. "f^M^oi«; Emped. B 87 kv KÖOftwi KaT^x^oBai Philol. B 6 (241,
(197, 14), 14).
Karaa<ppafitiiy- Kareaqjpirfioncvov 5 Kari]fopla fpiiceux^? Periand. 73» 3
öpKOii; (i(ii^<piö)ua) Emped. B 115, 2 (523, 16) — ^v eK<iaTiii toö övto<; kot-
(207, 8). iTfop{ai TÖ dvä X6tov Ariatot. 46 B
KaTaTiGevoi. ovoua 8ööa ßpoxoi kot^- 27(276,12).
OevTo Farm. B 8, 39 (120, 18) ovojia KaTTjYopmöi;. KaTr|'fopiKii>^ iioXXä Xe-
KaT€0€VTo B 19, 3 (125, 9) övo|j(iZ€iv lo -xeaQai koi nepiaixwi v. Zenon A 21
B 8, 53 (121, 14) — ä KO äK055ar|i<; ^i (130, 18).
To olba^ KaTaö4ö9ai Dialex. 9, 4 (648, xaTiötiveiv. rä TtXclöro . . . 6Eu6€pKeiTi
20 ff.) xP^IMora Kaxaeliiicvo^ Antiph. KanöiSvet Demokr. B 119 (407,25).
B54 (600,16) Xfeov (600,28) — Ka- KoroiKiZetv. Ka-niiKioev töv baiixova
TOT(e€<reai nicht heaokien Demokr. B 3 15 Krit. B 25, 38 {622, 2).
, (386, 18). Vgl. KaxaKelöeai. KCTofKiöi? Hippias All (581,81).
KaraTpißeiv. tuh öaKTiiXiui KaraTpi- KOTonTpfZeiv Anaxag. A 86 (309, 17).
ßeöeai (<r(6r]poO Meliss, B 8 (148, 6). KaTonrpiKÖ?. kpup&aeic; erkl. Emped.
Karacplpeiv. Karatpepöiiievoi Demokr. A 88 (171, 30) Leuk. Demokr. 54 A 31
B 228 (426, 1) KarevexÖt^vai Krit. B 36 2» (349, 1) — KOTonTpiKrjv <pavTa<j(av toö
(624, 24), ' fiXiov (Milchstraße) Pythagor. B 37c
KaTaqpBcfpetv. xar^cpöeipe coni. bii- (278,45).
Oiraof; Demokr. B 169 (414, 8). KfirottTpov. cic; k. ^fißXetjiavTa ktX.
KOToqpGfveiv. KaxaepOtjucvou .. dvftpoi; Bias 73* 3 (522, 22) — encpaoic; Em-
Emped. B 111, 9 (204, 20). 26 ped. A 88 (171, 31. 32) Leuk. Demokr.
KaTO<p9ivöe€tv. KaTaq)eivu6ouöiv d- 54 A 31 (349,3) spectäum Arcbyt. A
po»5pa(; (äv£|Lioi) Emped. B 111, 4 (204, 26 (257, 30).
16). KOTopuTTeiv. €1 Tiq KttTopuEcie kX{vtiv
KCTOipö-fiov Demokr. (?) B 180 (418, 1 1). Antiph. B 15 (694, 34).
KOTaxprifft^rhetor. Gorg. A2 (645,17). 30 KOTTirepoq Emped. B 92 (198, 10).
KaTa«j)T)<p{Z6»v. KaTaMir]<p{oa(J0ai rf\q kcStui. t6 kAtiu inepoq (rtli KaXdmu) Ar-
Hjuxfl<; Demokr. B 159 (414, 1) Kcra- chyt. B 1 (260, 14) — 6öö<; ävu> kcItiu
Hjri<piaT€ov B 262 (432, 2). Herakl. B 60 (70, 19) avu» re koi kotiu
KttT&\\ivli<i. önvov KaramuSei xoO ev Xöyok; xopdöömv (xöv vö|nov) Krit. B
Ttöi aiVaxi GepMoO Emped. A 85 (167, 35 22, 3 (619, 28) — rö kuxui {fair\c, Tret-
46) — OirepßoXri, evöeia Ursache d. pa<;) Xenophan. B 28, 3 (61, 3) vgl.
Krankheit Philol. A 27 (239, 18). A 47 (43, 33) xa koxw (xoO köö.uouI
Kcxa^ux^iv. KCxeipOxÖm xol? Kpu|UoT<; Philol. B 17 (246, 7 ff.) xö Kdxuj (xoO
(rä ßöpeiöi) Leuk. A 27 (348, 17). oiipavoO) Pythagor. B 30 (277, 1) 31
KOTCÖeiv 8. efeciv. 40 (277, 9ff.).
Kax€pY<i2^€ö9ai {rohe, iroXejufoug De- KauXontXiXrj^ Krit. B 70 (629,6).
mokr. B 250 (429, 10). KauX6<; opp. finxpa Leuk. A 36 (340,
Karkpx^aQai. alöcpo^ . . pcOfna kox- 20).
epxexai Emped. B 100, 24 (201, 18). KaO^ia. uirepßoXai Kau^ctxufv opp. ij»ij-
Kaxeu6uv€iv. XÖYOvxuiiKepauvtlii Aiö? 45 Sio^ Hipparch. 66 C 7 (449,20).
Kleanth. herakl 12 C 4 (86, 33). xaHaic, d. Sonne Anaximen. A6 (18,29)
Kax€X€iv. Koxixtj var. lect, [Emped.] Katioeuiv napd&oSa ^Demokr.], B 300,
B 157, 2 (218, 12) ööuip exn» ««^Ta 18 (444,26).
p
317
K€VOi;
318.
^Ke(v) gebrauchen Xenophan. Farm. Em-
ped. — mix; ctv K€ ifevoiTO Parm. B 8,
19 (119, 16) — KU gebrauchen Epich.
Philol. Archyt. — Zur Stellung vgl.
6tt6<tov kcv exwv ä9(Koio Xenophan.
B 1, 17 (45, 6) ToöTo ö' inauEi^öete tö
trav t{ K€ Emped. B 17, 32 (179, 9) nöecv
oöv t( k kniXQoi B 14 (177, 2\ aber tbv
iöTiv &itw<i iit] K€v Parm. B 8,47 (121, 8).
Vgl. &y.
K£txPo<i' WO<p€^ Ti\<; K€YXPOW ÖTioöv ni-
po<; Zenon A 29 (132, 26 fiF.).
Keöv6<;. K. €l? Xexo? Krit. B 16, 7
(618, 8).
Kibpoc, Menest. 5 (219,39).
K€i|unXiov Xenophan. B 2, 9 (46, 1).
K€lVO<; 3. €K€lVOC,.
Kclodai. KaQ' eauTÖ kcItoi (t6 k6v) Pann.
B 8, 29 (120, 8) (JcppoYk «"ti Toiöfteöi
K€iTat Krit. B 5, 3 (615, 3) Keffievöv
€0X1 (eeoO B 6, 1 (616, 10).
K€Kpuq)aXoTrX<5KO(; Krit. B69 (629,1).
Kt\atv6(;. 6|Ltßpoio Emped. B 111, 6
(204, 17).
KcXeoOai. KeXojLiai Tröatv oiiaaiZeiv He-
raU. b. Luk. 12 C 5 (87. 2) KeXerai
niöTtjO^aTa Modotyc, Emped. B 5, 2
(176, 6).
KfXcueiv. KeXeuujv dist. a\)Toxeipir\i,
ui/\<pwi Demokr. B 26«) (431, 16) ckI-
Xeue Antiph. B 54 (60(), 22) tö k€-
Xeu6)nevov iroieiv Antiph, B 61 (602,
12).
KcXeuöog. beiixu KcXeuöov bildl. Xe-
nophan. B 7, 1 (47, 18) TTei9oö<; . . Ke-
X€ueo(; Parm. B 4, 4 (116, 22) waX(v-
xpoTiot; B 6, 9 (117, 32) mjXai Nukt6<;
KOI "H^aTO(; KeXeuGuJv B 1, 11 (114,
17; — öioXXdSavTa KcXciieou^ (Ele-
mente) Emped. B 36, 16 (186, 8) dpra-
XfcO? ßi6toio . . K€X€Ü6ouq B 116^ 8
(207, 14).
K€V€|ißaT6iv. r\\wv uMWrep K6V€^ßa-
ToOvra ?kX€»j>iv utroqpafveiv Xenopiisn.
A 41» f43, 6).
K6ve6^ B. Kevo?.
Ktvoboiia. €!(; *K€vo6oH(riv (reXeirräi)
Demokr. B 238 (427, 16).
K€v6<;. K€v€6v Emped. B 13 (176, 81)
14 (177,2) MeÜBs. B 7 (146, 5. 6. 8) —
Kap6{r|^ Kcved (€i&wXa) Demokr. B 195
(421, 20) — Kcveiirrcpov Meliss. B 7
5 (146, 12).
TÖ Kcvöv. Existenz. €tva( ti k€-
v<iv (Hesiod.) 20 A 6 (140; 976«» 15)
6ia ToO iitavoö ko\ tniKvoÖ cpovepöv 5ti
eöTi K€v6v XuthoB (220, 14) gegen Me-
to liss. B 7 (146, 10 ff.) ausfiihrl. Beweis
Leuk. A 19 (347, 4) vgl. A 7 (344, 26)
— K€v6v iLif] elvai Zenon A 1 (127, 4)
K€V€ÖV oOölv, TÖ K€V€ÖV OU&feV MellsB,
B 7 (146, 5 ff. vgl. 147, 2) A 6 (136;'
15 974^ 18. 140; 976b 13. 19) 8 (141, 21 ff.)
0Ü5€ Tl tOÖ 1TaVTÖ<; K€V€6v Opp. 716-
pi(j(j6v Emped. B13 (176, 18) 14(177, 2)
vgl. 20 A 5 (140 ; 976" 24) 21 A 86 (169,
19) (anders) 87 (171, 24) 54 A 7 (344,
20 36) — (Emped.) Anaxag. A 68 (306,
16 ff.) 42 (301, 32) 116 (313, 15) nee
esse in rebus inane concedit A 44 (302,
43) vgl. 20 A 5 (140; 976h 20) — Be-
dingung d. Bewegung Meliss. B 7
2.5 (146, 8 ff.) vgl. A 5 (136; 974» 16. 140;
976h 13 vgl aber d. Folg.) A 8 (141,'
21) 64 A 7 (344, 22) 19 ,347, 4) Demokr.
A 58 (362. 40. 43) 166 (383, 19) — tö
irepai; irtpafveiv dv irpöc; tö k6v6v Me-
30 liss. A 8 (142, 4).
Prinzip. Tct fi4v dnö Tf^c; dopi-
öTou 6u(S&o<i olov Totroi; koi kevöv
aiT€ipov opp. vuxn 33, 2 (249, 21) —
K€v6v {inane, = ouk, j^irj ov, oij&cv) u.
3.V ■jrXi^pcc; [plenum, == dT0|aa) dpxa( (tö
Tiöv u. ä ) Leuk. A 1 (342, 35. 343, 2)
6 (343. 46) 7 (344, 22) 8 (346, 6) 10
(345, 24) 11 (345, 30) 12 (345, 37) 16
(346, 31) 19 (346, 42) 32 (349, 6) (diret-
40 pov tOüi |U€Ye8ei) 15 (346, 19) Demokr.
A 1 (352,23.37) 37 (359,11) 38 (359,35)
40 (360, 8) 44 (360, 41) 45 (360, 43) 46
(360,47) 49(361,27) 51(362,3) 60;363,18)
125(372,13) B 156(413,11) B125 (408.
45 18) vgl. B 9 (388,20) 117 (407,2) u. ö.
Tct d6ia{p€Ta (trXf\p€(;) Oiu^aTa xal to
K€v6v Ekphant, 2 (265, 38] Metrod. v.
Ch. A 2 (451, 4) 3 (451, 8} B 1 (463,
319 KCvÖTriq
320
12) — Ursache v. hi&Kvoiq, cpBopdt,
aö5*iöi<; Leak. A 7 (344, 31 ff.) v. 6ia{-
p€aK A 14 (346, 11).
Kosmos. Kosmologie bes. Leuk.
A 1 (342, 86. 343, 3 ff.) 7 (344, 25) 14
(346, 12) Demokr. A 40 (360, 10) 43
(360, 29) 49 (361, 28; 56 (362, 25) 67
(362, 31) — ^ir€ioi€vai auTa>i(?) tu»i
oupavtXii 4k toO äirefpou irv€t}|iiaTO( (sc.
Tö ic€vöv) ktX. Pythagor. B 30 (276, 37 lo
Tgl. 43) Ka\ flu) TOO KÖOfülOU (K€v6v)
Leuk. A 20 (347,11) Metrod.v.Ch.AS
(451, 31) diTcCpou? K^orjLiou^ ev ctirefpuM
KcpaiueO^ Hippokr. 12 C 1 (85, 3) Dia-
lex. 1, 5 (636, 15).
Kipa^oq. eöpe i^ tö kcXöv Mapaöujvi
KaraoTi^oaaa Tpoircttov Krit. B 2 (614,
6 14 vgl. 613, 2 7) — 4v Kcp^Moioi (Krug)
Xenophan. B 1, 6 (44, 21).
Kcpavviivai. K€pdaeie (olvov) Xeno-
phan. B 5, 1 (47, 7) Kipva|Lieviuv (passiv.)
Emped. B 71,3 (193, 18) Kepaionevoioiv
ivaXk&i Emped. B 36, 8 (186,1) cKprixo
od. KexpT]To (oKpiiTa Hdss.) B 36, 15
(186, 8) Tot jaeaTmßpivä KCKparai De-
mokr. A 96 (369, 1) ♦KpriTd Emped. B
35, 16 (186, 8).
Tuii Kcvtlti Lenk. Demokr. 54 A 22
(347,13) — |j€TaK€v6v Leuk. AI (343, 5) is Kcpa? Entstehung Anaxag. A 45 (303,
10 (345, 25) 24 (348, 5) köoihov uirep 16) bei €Xa<poi Demokr. A 153 (381,
K€voO K&aQai Demokr. A 166 (383, 36) 17) ßÖ€<; to^lai u. evopxoi A 154 (381,
— €1 YcvotTO Kcvöv TÖ |Li€ToEu ktX. A 38) 'Apctßiot A 155 (382, 4).
122 (372, 7). Kepaaov (tö ö^vipov) Xenophan. B 39
Physiologisches, xfivd = irdpoi 20 (52, 12).
(Emped.) A87 (171,25 anders im Folg.) Kcpauvd«; iTC&vra oiaKiZei) = irOp mu»-
nach 54 A 7 (344, 36) vgl. 21 A 86 viov Herakl. B 64 (71, 8) dei Iwovra
(169, 18) — K€vöv £v uiö{v Alkm. A 5 xcpauvöv Kleanth. heraklitis. 12 C 4
(101, 18) Demokr. A 135 (374, 24 vgl. (86, 31) vgl. (71, 15 Anm.) doTcpoßXfjTa
31. 34) Erklärung v. KoO(pov (375, 23) 25 Orph. B 18 (480, 25) vgl. 19 (481, 4) —
0KX»ip6v, iLiaXoKdv, ßapO, Koötpov (a(-
6ripo?, ludXußöo«;) (375, 28) vgl. A 165
(383, 26 ff.) Nachtr.z.S.366,13 |iid\i0Ta
6€p|üia{ve06at tö irXetaTOv €xov k€vöv
A135 (376,1) TÖ xXujpöv kn toO ötc- 30
p€oO Kai ToO KevoO (377, 48. 379, 6)
iriitTeiv eit; to kcvo toO XcukoO . . . tö
ipu6p6v (378, 5) — (tv KoiX(ai) nXetöTOv
eTvai K€v6v (376, 6) . . . alvum cum ca-
pite quae plurimum habent ex inani 35
A 145 (380, 13).
KCvdTii^. dqp6ctXjioO Demokr. A 135
(374, 18) KCvdTrjTa? ^lunoidv (töv öEüv
XuXdv) (376, 1).
KCvoOv. K€v6({»a6Tm . . aii(»v (passiv.) 40
Emped. B 16, 2 (177, 18).
KevTpov. e<JT(a toO iravTo^ PhiloL A
16 (237, 14. 19) Tfjv "rtv . . MV€lo8oi
ir€pi TÖ aiyxi\i, sfevrpov Ekphant. 1 (265,
Entstehung (dist. döTpairaf, npriaTripeq)
Anaximandr. 23 (16, 21) Emped. A 63
(163, 12) Anaxag. A 84 (309, 3) De-
mokr. A 93 (367, 36) Metrod. v. Oh.
A 15 (451, 47 ff.). Vgl. döTpami, irpn-
Oti^P, öidßXrjTOv.
KcpöaXeo^. Kep6aXeuiT€pa Demokr. B
202 (422, 16).
Kkpho(^ ditXrjöTOv Pittak. 73* 3 (522,
18) K. aloxpov Chilon (521, 24) Periand.
(523, 16) vgl. aioxpd k^P^I K^rit. B
15, 7 (617, 8) — cXm«; kokoö Kepb£o^
Demokr. B 221 (425, 1) Kcpöei öpfcujv
^ i^öovfji B 262 (432, 8) irpöc; Kipöoq
dTopirdi; Emped. B 112, 9 (205, 16)
Kaxd Kep6ea Demokr. B 220 (424, 20)
TOt^ •Vf\C, T<5x»l? KCpöCölV Opp. TOl^ Tf^^
oo(ptTi? B 197 (422, 4).
K c p K ( <;. Ka^1TuX6xol(n Orph.B 22 (482,10).
35) 5 (266, 7). 46 K^piLta. x^piiaTa ÖT^peiuiv füicXeuiv Em-
Kevuiffi? opp. itXiipujok; Pythagor. D 8 ped. B 101, 1 (202, 6).
(288, 20. 290, 7). KeiiOciv (<p6vov) Emped. B 100, 5 (200
K€pa(eiv 8. KepawOvai. 19).
321
KlVClV
322
KC^aXoXT^a Antiph. B34 (596, 26] [De-
mokr.] B 800, 11 (442, 17).
KcqiaX^. ToO k6öhqv 29, 9 (230, 35) —
ävbpotiir\i Emped. B 134, 1 (212, 81)
IfK^qKxXo^ (K6<paXt^ Hds.) vöou (äpx<i) '^
Fhilol B IS (242, 18) Sitz d. i^iteMo-
vtKÖv Alkm. A 13 (102, 43) Hippokr.
Demokr.(?) Piaton 65 A 105 (369,46)
— Entstehung v. dxoj^ : toö iv xf^i k€-
fpaXf\i d€po(; . . . Tuirrori^vou Diog. A lo
21 (332, 14) (pXißcc (€J<; xfiy .KcqpaXfjv
T€{vouaoi u. ähnl.) Diog. B 6 (337, 18.
338, 9. 12) (^K rf\(^ KccpoXf^O (338, 16)
— «piöTOv TeXcoioupTeiaGai ht rf^i f a-
(TTp( Alkm. A 13 (1G2, 43) vgl. Hip- is
pon A 16 (225, 1) Demokr. A 146 (380,
13) — dOTcov als Trinkbecher Dialex.
2, 13 (639, 7).
Kf^bo^. ß>ta K(i6€Ct Hipparch. 65 C 7
(460, 2). 20
KTiXclv (ittafiiuv) V. Thrasym. B 6 (578,
20) = 74 A 26 (636, 12).
KTiXi<; Plur. Hipparch. 55 C 7 (460, 7).
Ktip. €0v€a Knpäiv Emped. B 121, 2 (208,
84) TcoXXf^iffi KTipöi <Ju|LtTr€<pup)Lievr]v 25
(ßion^v) Demokr. B 285 (436, 88) da-
nach iToXXat Käp€<; Kora Travxa töv ßtov
Hipparch. 65 C 7 (450, 2) ouk öXff a?
Kl\pa<i kv Tdii ßi'u« buuO(.a\ (cpöövov,
Zi^Xov, 6uöfi€v(rjv) Demokr. B 191 (421, 30
10). VgL K<ip.
KT]p6q. iwurnuai^ Demokr. A 185 (373,
39.43).
Ki^pUYMCt. TO 'OXu^Tr(aat Grorg. B 8
(668, 10). 3»
K i) p u E. KTipt^Kuuv Meerschnecken Emped.
B 76, 2 (194, 17).
K{ß6nXo? Demokr. B 93 (404, 6) k. Km
dnoTciavo^ cpTov B63 (401, 10) K(ß6ri-
Xoi Ka\ dtraeoipaveec; B 82 (403, 6). 40
Kißu)T6<; opp. <jTf^0o? Oinop. 4 (230, 7).
Ki6api<TTi^(; Plur. Dialex. 6, 7 (646, 2).
Kteapujifct'a Dialex. 1,7 (636,22).
Kt6apu)i&ö^ auXnaci u. umgek. Dialex.
7, 4 (647, 8). 45
KiKXt^tfKCtv. KiKXnOKcrai passiv. Emped.
B 106, 2 (202, 18). Vgl. koXcIv.
Ki^ßiE Xenophan. B 21 (60, 3).
Di«la, Fragm. d. Vorsokr. n 1 .
K t V d 6 T) ^ (mißgebildetes Wort) [ Demokr.]
B 300, 7 (441, 15).
K{va6o(;. irepi Kiva&^uiv t€ ko\ kpnt-
T€wv <v6^ot) Demokr. B 269 (431, 9).
k{vöuvo<; m. Inf. Demokr. B 172 (416,
81) 263 (430, S) k. i^ toO xaipoO btd-
tvu)öi<; B 226 (426, 17) k(v6uvov Ono-
jLietvai Gorg. B 8 (668, 0) iroUo\ k.
B 277 (435. 1) bio kivöiJvuiv (iXOetv)
Thrasym. B 1 (677, 2) in ditoOoi ...
Ktv6i}voioi . . OpaouvcTm Antiph. B 56
(601, 6) noXXoüq koj ^€1^^ou^ k. De-
mokr. B 276 (434, 11).
Kivctv, K(vt](Ji<;. Existenz. (0£6<;)ki-
vol$^evo^ ouöev Xenophan. B 26, 1 (50,
22) oiiftev Kiveixai A 33 (41, 25) vgl.
0€Ö^, dKivTjTOi;. T^nov dXXdaactv kon-
ventionellerBegriffParm.B8,41(121,2)
X6yoi irepi rf^^ kivi'jöcux; 2i€non A 25flf.
(131, 24 ff.) Tf|v K(viiGiv dvaipct Xeyuiv
't6 Kivoüjicvov OUT iv dji iax\ T6iru)i
Kiveixai OUT ky dii \a\ IffTt* B 4 (135,
7. 8) Ktve^v Tov depa (vom KCfXPoO
Aristot. gegen Zenon A 29 (132, 26)
TO Ttcpi Tfi(; Kivi^öetjui; Meli8s.B 7 (145, 2)
ou6e K»v€iTai (t6 e6v) (146, 7. 147, 3)
€l bniipriTat t6 €Öv KiveTTOi, kivou)üI€-
vov hk oOk öv tin B 10 (149, 6) vgl.
A 1 (136, 26) 5 (136; 974» 16. 140;
976«> 12 ff.) 8 (141, 21 ff) k6v<5v Bedin-
gung d. Bewegung auch 64 A 7 (344,
22) 65 A 58 (362, 40. 43) 165 (383, 19)
— TJ 8XU)^ K(vTl<Jiq oOk löTai i\ KUjLW-
v€i TÖ äXov Xuthos (220, 16) — oiihk
v.\yii\a&ii<^ fieT€X€iv tö itäv Metrod. v.
Ch. A 4 (451, 13) — vgl. auch Piaton
86 A 23 (257, 10) Archyt. (257, 13).
Kosmos. tc{vr)<n<; dföto«; Anaxi-
mandr. 9 (13, 13) 11 (14, 4) 12 (14, 22)
17 (16, 87) Anaximen. A 6 (18, 14) 7
(18, 3^ vgl. Alkm. A 12 (102, 31) kl
aiOtrvo(; A 6 (18, 28) aer semper in motu
A 10 (19, 20) — dföio?, <peapT^ He-
rakl. A 6 (58, 26) Ix€>..tov dpx^v Ta<;
Kivi^mö^ t€ KOI liCTaßoXö^ 6 K6anoq ...
ei dpxiftiou [Philol.] B21 (247,21) tö ki-
v^ov ii aitSrvoii k^ aiObva irepmoXei opp.
rh Ktveö^evov (247. 26 ff.) — eausam
11
323 KivriöK 324
moius aquae spit-itum insidcntem Thal. A 10* (253, 20) — Korct Triv toö KÜ|^a-
71 A 6 (505, 32) voOr; ah\o<^ xf^q kivii- to^ KK'qöiv Demokr. B Ifri (415, 0) —
(Teuue; Anaxag. B 13 (319, 19 fi'.) vgl. (KUKeujv) fifj kivou|li€vo<; Herakl. B 125
A 1 (293, 42; 41 (301, 10. 12) 42 (301, (79, 16).
26) 55 (305, 4) 56 (305, 6) 59 (305, 17) 5 Ktvnöfii; s. Ktv€lv.
99 (311, 31) Kiveiöeai xa öw^aTa ... Ktvi6 Emped. B 123, 2 (209, 20).
UTTÖ Öci'a^ 6uv<i|Li6u»(;, fjv voOv koi \\f\)- Kii6.\\r[C,. coni. Xriiarnv Demokx\B260
Xnv Trpo<TaTop€<i€i Ekphant. 1 (265, 33) (431, 15).
dpxr) Tfj(; Ktvria€a»(; dnö toö t^tuxH" Ktpvctvai s. Kepavvuvai.
Ktvai Kord (rt) tov döpoiöjaöv(?) em- lO Kiar)poeiftii<;. aöxpa, r\\\oc„ öeXiivrj
ßpioavTO^ TOÖ TTupö^ Emped. A 30 Diog. A. 12 ff. (330,4.9.12).
(158, 33) anders Archel. A 4 (324, 6) — kiööo^. Menest. 3 (219,30) 6 (219,
ripeiaoüv xat KivoOnevov otpxai Pytha- 39. 44).
gor. B5 (271, 24 vgl. aber (271, 47) kCoiv, kiovi \(6i«i (?) itapauXiiaiov (t6
B 8 (272, 8) 22 (274, 29) tö dt6pKTT0v 15 xfjr, ^f\c, ay^Waa) Anaximandr. 11 (14,6)
ktn xfjv k(vi]<tiv eTriq)epou(Jtv Pythagor. vgl. 26 (16,34).
(Plat.) 45 B 32 (277, 15) — Kiv€lö6ai KAaödööctv. KXa6a(J06|Lievov 6iä yuiW
rä udvTu Diog. A 6 (329, 21) — oGcv (aVa) Emped. B 100, 22 (201, 11).
{r\ Kivrjöi«;) Leuk. A 6 ;344, 7) Xo^oi KXd6o<;. dito vaixoio ?>uo KXdöoi ...
oixiv€(; oÜK dvaipi^öoumv . . . Ki'vTiatv 20 Emped. B 29, 1 (184, 11) = 134, 2
A 7 (344, 20) OToixeia dei Kivoujueva, (212, 22).
Art d. Bewegung u. ähnl. Leuk. A8 KXuZoueviov <s\f\\x(i. Antiph. B 114
(34Ö, 3) 16 (346, 31) 17 (346, 35) 18 (606,21;.
(346, 19) Demokr. A 40 (360, 9) 47 xXaieiv. KKaOöa coni. KiÜKUcra Emped.
(361, 8 ff.) 50 (361, 42) 80 (366, 15) — 25 B 118 :2(38, 11).
Bewegung d. Gestirne, Erde- u. ähnl. kXcivo«;. KXeivoö . .. dvöp6(; Krit. (?)
«. diese. B 75 (629, 22) KXeivoxuxov KepaiLtov
Seele. KiveiöOai dei (x»iv h'^XHv Krit. B 2 (616,14).
uic, xa dcfxpa) Alkra. A 12 (102, 26 ff.) KXei!;. KXr^iöaf; d;noißou^ Parm. B 1,14
«Vi'X'nv elvui xTjv Kivoööav Anaxag. A 30 (114, 20) jLiejUTixdvrivxaj . . . KXetöa(; (oi
99 (in, 31) Kiv€iv xriv «j/. Diog. A 20 AaKe5at|a6vioi) Krit. B 37 (624, 36) —
(332, 9) vgl. öxaJi|Lii]&Tepo^ koi öSuxepriv Sehlmsclbein. ((pXeßeqiirapa xd<; kX€i6o(;
K(vr](jiv v;^ujv (d/|p = v6r]öi^) B 5 (336, 4) hm xu^v acpafiuv Diog. B 6 (337, 14^
y.efaSac, Kivi^ma^ cpiroieiv xf)i vuxfii. kXgo^ Xenophan. B 6, 3 (47, 13) devaov
ai 5'£K )H€Y<iXa»v öiaöxrijLidxujv Kivou- 35 Hera]»:!. B 29 (66, 17) coni. q)»^!Jriv
jLievat xüjv »j/uxeujv Demokr. B 191 Krit. B44 (626, 30) coni. 66Ha Anonym,
(420, 12). lambl. 82. 2, 2 (630, 13).
Ton u. a. a xaxea Kivr|Gi^ öHüv KXetrxeiv Xenophan. B 11,3 (48,15)
iroieT, öt ßpaöea ßapvv xov äxov Ar- 12,2 (48,19) xä xii>v (piXvjv öi'Kaiov
chyt. B 1 (260, 10) xoi 6M^ (pOörfoi 40 Dialex. 3, 3 (641, 14) vgl. 3, 11 (642, 10)
xdxJov Kiveovxai, ol bk ßapei? ßpdbiov 3, 18 (642, 26) jm^xe KAeuxrii ^rixe d&i-
(261, 1) ftiatrxriiLiaxiKrjv eivai xfjv xr\<; k^i Demokr. B 253 (430, 4).
(piuvt\c, KCvrj'jiv (260,20) at . . . xi? ßd- KXerxric; Hippias B 17 (585,27).
ßbov Xaßujv -Kivoi viu8pu)<; xe koi KX€\iJu6pa 3 A 20 (20,33) Bild für
döOeveuj(; opp xaxü koi iöxupOö^ (259, 45 dvaTr.'oii u. eKirvoti Emped. A 74 (166,
10) pojußot . . . Kivou.uevoi (260, 12) — 30) B 100, 9 (200, 14. 23) ivairoXa^i-
Kivrjaiv öpfaviKTiv öiaxpdjiiuaxi few^xe- ßdvovrei; (sc. töv depo) ev xatc; kX6h;u-
xpiKfjji TrpoanTa-fe AI (250,41) vgl. 6pai<; Anaxag. A 68 (306,22) vgl. A 69
325 KoAu|iißnTn<; 326
(306, 23; äMiXXa KXevuSpai (?) Tit. De- ^iao^/ KofXnv Arcliel. A 4 (324, 16)
mokr. A 33 (367, 40) = B 14» (393, 1). k. töttoi (Tf)<; i^O Leuk. A 24 (347,
KXf^MO Tii>i TtwiDfievu« KopnuJt coni. 42) vgl. Demokr. A 94 (367,42).
tretOMO Demokr. B 148 (411,12). KOi^äoBai s. Kae€u6€iv.
KXf^poi;. XP^ tok; dpxcti; dtro KXapuJ f\- 5 koiv6<; dist. fao^ Prodik. A 13 (565,
v€oeai Dialex. 7. 1 (646, 22). 10) — X6to<; coni. 8€io? Herakl. A
KXnpoöxoq Farm. A 37 (111, ir. 16 (60,21) ?va icai Koivbv KÖa^ov B
KXnöK;. K\r\(Siic, Koauixal {?] (Orpb.) 89 (76, 2) xä rf)? xuxn^ koivA Demokr.
A 1 (469, 11 vgl. Anm.). B 293 (438, 1) KoivÖTarov vö^ov coni.
KX{^a rr\<; f^f; Xenophan. A 41» (43,41 lo eciÖTOTOv Gorg. B 6 (5ö7, 16) iroXi-
TTept Tüjv KXijuaTiov [Demokr.j B 306 rela KoivoraTT) Totq iroXiTat^ näaiv
(446, 47). Thrasym. B 1 (577, 19) — Koivf^t iräffi
kX(v€iv. KCKXirat Demoki-. B 129» (409, (paivö|bi€voy iriöTÖv Herakl. A 16 (60,
12). 22j. Vgl. Euv6c.
kXIvt). h K\lvr\t KaTaKe(|Lt€vov Xeno- 16 Koiviuvetv. (&€Kd^) KoiviuvoOffa . . .
phan. B 22, 2 (ÖO, 8) €i tk; xoropuHctc Philol. B 11 (243, 6) ncxpi OiXoXdou
. . . ouK äv tevoiTo kX{vti, dXXä 2uXov Kai'EMne?)OicX€ou<;€Koivi6vouvoiTIuea»
Antiph< B 15 (594,34) MiXrjöioupYn? Top»'<o» ^J^ X6tu»v 21 A 1 (150,32).
Krit. B 3ö (634, 18. 1 8) Xiouptn? (624, ♦ k 6 k k o <; (yXcok^i; dicTn^ Emped. B 93
14). 20 (198,17).
KXu€iy £ur|Kea ßdiiv Emped, B 112, 11 kokkuoti^<; Timon v. Herakl. AI
(20Ö, 18) Tuivbe kXu€ B 62,3 (191, 1») (65, 4).
kXOG» B 1 (173,») 17,14 (178,11). KoXoKCto. KoXaKdr|v opp. cövoiov De-
kXwtö^. 'EvvomYöfou Mus. B 11 (486, mokr. B 268 (433,8).
17) KoOpe [Emped.] B 165 (217,28). 25 koXok€«j€iv tovc'k; m^ 6kv€i Thal.73»3
KvVi^n. (<pXe߀(;)' Tcfvoüaiv ei? Tfjv k. (522, 2) pass. Demokr. B 116 (406, 14).
Diog. B 6 ;338, 5). köXoH. rvxr]<;K6\aKa(iCoai.BiSmac,iTkQ6-
KOfxi]. xÖTxa» ^v ^i<n\i ffii Kolopfc/iv tou Antipb. B 65 (602,26).
Xenophan. A 33 (41,35) ^v xofxaiö'« KÖXaot«;. dvaßdXXeffem Tr<5oa<; tic, ti^v
öaXafföovöjuuiv ßapuviuTOK; Emped. B 30 Tf^<; 6iavo{a<; cmoKaTaaramv Pythagor.
76; 1 (194, 16). D 6 (285, 21).
KofX^JXiov, rj €VTÖ(; ffXdE Demokr. Ä KÖXatr^a tois; kokcI^^ Krit. B 25,3
136(377,29). (620,24).
köiXi'a tf\Ci KäpÖia(^ Sitz d. rifeinoviKov KoXaUTii«; KoXaöTm tAv db^Kio? €utu-
21 A 97 (I7"ä; 46) (nri? ^öti f^v^a- 35 xovvrwv Gorg. B 6 (557, 20) v6,uov»<;
TiKTi) Diog. A 20 (332, 11) (pXeßcV, Diog; KoXaördq Krit. B 25, 6 (620, 27).
B 6 (337,11. 338,8. 339,1.7)— köXXo. 'Ap^ovlrlq köXXtjiöiv dpiipora
irXeTOTOv t6 vxßov evf\v Hippoki*. 18- Emped. B 96, 4 (199, 20).
Cl (83,1) TauTr]i TtX6i<JTov clvai Kcvdv koXXöv. aXcpxrov xibaxi KoXXr^oa«; Em-
Demokr. A 135 (376,6) alvum cum io ped. B 34 (185,9).
eapite (primum fomiari) qaae pluri- Ko\Kdjbr\c,. 6 uiKpoc, x^t^^Z Demokr.
mum habent ex iiiani A 145 (880, 13) A 135 (376, 10).
Beachreibong C 6 (448,36 vgl. 28). KoXoiög irapä KoXotöv iZdvci Demokr.
KoiXo.;; drapiriTo? Parm. (?) B 20 (125, A 128 (372,24).
16) (ruvap|Li6TT€iv rd KoiXa Tot(; irt^ 45 koXito?. uttö köXuov c6uv xöovCat; ßö-
Kvoit; Emped, B 92 (198, 9) wdvra td aiXcia? Orph. B 18 (480,28).
Ko'iXa i\x^\ Alkm. A 6 (101,31) k. KoXu|iißriTr^<; (M^io?) (Herakl.) A l
OTOMO Demokr. A 37 (.359, 23, — (y»1v) (66, 5) 6 (68, 2).
11*
327 Ko\tjuv6^
328
KoXuJVÖ^. KoXuivuiv €|L»TnitTÖvTU>v bei
Erdbeben Anaximen. A 21 (20,36).
K6^T^ contarum erematura m sepuüitris
Demokr. A 160 (382, 30) — Trjv K6^r\v
(toO ko^htou) dirö toO öirö ocX^ivrjv 6
TÖnou Hippokr. v. Ch. 6 (232, 37) ao-
ders Pythagor. (232, 36).
KomiTTj^ Entstehung Defin. Xenophan.
A44 (43,15) Pythagor. 30, 5 (232, 12 ff.)
Anaxag.Al (294,6) 42 (302,6)Anaxag. lo
Demokr. 46 A 81 (308, 34. 36) = 56
A 92 (367, 24 vgl. .30) — Diog. A 15
(330, 13).
KO^lteiv. KÖpnaai nvdov dKouoa^ Farm.
B 4,1 (116,1»). 16
KÖMMO Philol. A 26 (238, 34 ff.) B 6
(242, e. 8).
koviopt6^ (?) pulvere Herakl. B 37
(68,2).
Kon{?. KOTC{ftiüv eöTiv äpxriT6(; (j'i ^rjTo- 2o
piKti) Herakl. B 81 (74, 6).
Kono?. defetiscentia Xenophan. A öl
(44,6) KÖTTOu xayLaTa Demokr. B 246
(428, 22) cic; Mdrrjv tu« kötuu» int^ti-
pxYSac, [Demokr.] B 300, 18 (444, 37). 25
KÖirpiOV. VeKU€^ KOirpduV 6KßXTJT6T€pOl
Herakl. B 96 (76, 8).
KÖTTTciv v6\x\a\i.a Xenophan. B 4 (47, 1).
KopaE. KOTci öTÖna jut^TvwöOai Ana-
xag. A 114 (313, 9). 30
xopevvuvat. KCK^ptivrai ÖKiuairep kti^
vea Herakl. B 29 (66, 18).
KÖpr). Mädchen. Koöpö<; re KÖpr] t€
Emped. B 117,1 (208,2) KoOpa«; opp.
Koupou? Parm. B 17 (124, Ifl) 'HXi- 85
d6e(; Parm. B 1,5 ff. (114, 11.15.21.
115, 8) TUMv<5reo6ai Dialex. 2, 9 (638,
25) vgl. 2, 25 (640, 21) irpiv -^h^aiS^ax
^pccöem 2,12 (639,3) a-ciUa^ax 2,13
(639, 5) TTOpveuGefaaq . . . -^äviaoQai 2,16 40
(639, 18) — Pupille. (wOp) XoxdrcTO
kukXotto Koijpriv Emped. B 84,8 (196,
86 vgl. 19 ff.) ^Mtpaoiq Anaxag. A 92
(310, 20) Diog. A 19 (331, ll) Lenk.
A 29 (348, 36) Demokr. A 136 (373, 45
28) Oeiupfnx; aiTiov G 6 (448, 21).
K 6 p 0 1; (opp. xpnOMOfjy vn) = "h «icrrupuiaiq
Herakl. B 65 (71, 11) KÖpos; Xijjcx;
(ee6^) B 67 (71, 1«) Xl^ö<; KÖpov (^no(-
nö€v 1^60) B 111 (77, 18) xpni^ÄTUJv
6pcEt^ f\v jiq bpthxuxx x^pwi Demokr.
B 219 (424, 18) opp. hiht{r\<, B 283
(436, 14).
KÖppr|. KÖpoai dvaOxev€( Emped. B
67, 1 (190, 7).
KopußavTiKÖv Tit. Orph. A 1(470,6).
Kopucpt). Kopuq>f)(; var. lect. [Emped.]
B 167, 2 (218, 11) K. kiipa<i kiiprxxax
irpoffairriuv Emped. B 24, 1 (182, 12)
— d. Pyramide (Speusipp.nach) Philol.
A13 (236, 11 ff.).
K0<yKlV€«5€IV. Cni TUIV K0aKlV€U0|UevU)V
öwepjiaTtüV (so. 6^0T€v^^ auva^eXÄZctoi)
Demokr. B 164 (416,2) vgl. A 128
(372, 27).
KÖOKivov = vjiuxi^ Philol. (?) B 14
(245, 7) KOTCt TOV TOO KOffKl'vOU 61VOV
Demokr, B 164 (415, 8).
K0 0)U€iv. apxiuv KÖajuei 0€auT6v Thal.
73» 3 (522, 9) Ko(y^ela8al avhptc, ujotrep
TuvatKo? Dialex. 2, 16 (639, 15) öei . . .
TuOra KOOfirjöt^va« [ordnen] Demokr.
B 266 (433, S) — (voOv) K0O|iie»v rä
Ttpdxfxaxa 6iä ttAvtiuv iövra Anaxag.
A 55 (304, 48) ctöuvoTov f\<^ ko axixaCxc,
Koa^riörivai, €l jif) ap|uov,{a cwexeveTO
Philol. B 6 (241, 9) rot koto töv oOpa-
vov KCKO0Mfiö9ai unö xfi»; €tkukX(ou
Kivi^oeuj<; Anaxag. A 42 (301,28). Vgl.
KÖö^Oq, 6iaK0<T|i€lv.
KO(Tniaio(;. drojao^ Demokr. A 47
(361,9).
KOöfiiKcJ?. Gx^\ia Pythag. 6» (23, 30)
KO(T|LtiK(üv ayiy\\i&x\isyi cJijöTaaiv dvcOpev
Pythagor. B 1 (269,46) (JTOixcta (Speu-
sipp. nach) Philol. A 13 (236, 19)
(dpiöjibv) Tfl^ Td)v KOöjiiKurv aluuviat;
6la^ovf)^ . . . auvoxnv [Philol.] B 23
(249, 2) — KK-f\af.ic, KoaMiKoi (?) Orph.
B 1 (469, 11).
KÖOfiio?. airrö<; eaurov k6<T|hiov uotpe-
XCTOi Antiph. B 59 (601, 80) k6<tjüioi
elq toik; ko(J|üi{ou? Goi^. B6 (657,24)
K6amov m. Inf. Demokr. B 47 (399, 21).
Ko<J)noTpacpfTi Tit. Demokr. A 33 (357,
22) = B 5» (387, 23).
329
Koa^o(;
330
Ko0MoXoTiKÖ(; = TptoTfiiiö^ Tit. Ion
A 2 (221, 11).
KoOMOiroicTv 21 A 44 (160,42) 51 A 6
(329, 22) passiv. HeraU. A 6 (68, 14).
KOOfionotfa Anaxag. A 47 (304, 8). 6
KoaMonoi6^. äv6rfKr\ Parm. Demokr.
18 A 32 (110, 30) voO^ Anaxag. A 48
(304, lö).
KÖönoq. Ordnung. (aKiöv<J>ievov) KCtra
k6<jjiov Pam. B 2, 3 (116, 9) Verfas- lo
sung. kv navTi KÖOjiwt Demokr. B
258 (431, 7) 259 (431, 12) Anordnung,
Schmuck. k6(Jjliov doi6f^(; Oi-ph. B 1
(473, 25) KÖö|Liov ^mijv ^ireiuv äTiOTT]X6v
Pann. B 8, 52 (121, 18) k-niiuv k6ömov 15
^T€KTj^vaTo TcavToduv (v. Homer) De-
mokr. B 21 (394, 16) — -iraibefa euxu-
XoOai . . . KÖaMoq B 180 (418, 11) k6-
öfioq dXiT0Mu8(ri t^vaiKi* koAöv . . . k6-
OMou XiTÖTH«; B 274 (434, 8. 4) kaQr\Ti 20
KOI K6a^u)i biaTTpcTTca B 195 (421, 19)
öiT»)t K^aMOv (eEej^ Bias 73» 3 (623,
12).
Weltall. Definition, koohoi; ==
avTpov, qppoupd, om^Xaiov Pherekyd. 2&
B 6 (509, 29) — TÖv oüpavöv irpOürov
dvoixaaai KÖöfiov Parm. A 44 (111, 38)
dist. 6Xu|iTtO(;, oOpovöi; Philol. A 16
(237, 82} opp. oiipavo( Anaximandr.
11 (13, 44) = neptoxn T15 oupavoO 30
Epikur. 54 A 24 (347, 45) (köomo? =
TÖ ix) ToO ^€v dci eeovTO^ öeiou
ToO bk dci ^eTaßdXXovTO(; y^ctoö
[Phüol.) B 21 (248, 6) KÖa^ov cTvat
TÖv ijiro ToO NefKOu^ 6toiKOUM€vov 35
. ... KOI €T€p0V VOriTÖv TOV ÜllÖ TT]<;
<t>tX(a^ Emped. B 131 (211,23) vgl.
6. 6paTÖ^ K6aiio<i opp. voO^ 6 6€6^
Pythagor. B 15 (273, 17) vgl. {Phüol.j
B 21 (248,8) — = M»TMa T«i>v otoi- 40
Xcfujv Emped. A 32 (169, 7) — TTepi
<puaeiu<i K6<jfiou Tit. Demokr. A 2
(363, 6) 31 (357, 2) = B 5" (387, 26)
TTepl KÖa^ou ftiaBeffio^ 0 6 (448, 1).
Entstehung, Vergehen. dT€vn- 46
TO(i a<p8apTo^, dfftio? Xenophan. A 36
(42, 37) Parm. Meliss. 18 A 36 (111, 4)
anders A 23 (109, 6) köö|uov rovfee
OUT€ T»^ BCÜIV 0UT€ dvöplÜllUiV €no(»)-
ö€v dXX' t^v det koi larai rrOp He-
rakl. B 30 (66, 19) TevnTÖ? kot' krd-
voiav A 10 (68, 46; 6 npooQev €uiv oOk
dnöXXurai out€ 6 fifj eOuv Tiverat Me-
liss. B 7 (145, 11) ä<peapTO(;, f^v kl
ald)vo<; koi €l<; aliiiva &ia^€ve1 [Philol.]
B 21 (247, 16 ff.) dTevrjTO^ d<p0apTo<;
Okkei. 3 (264, 25) — T€Vtitö<;, tpQafnöc,
Aegypt. 60 B 6 (460, 5) Plur. Demokr.
A 1 (352, 24) q)8apT6i; Anaximandr. Ana-
ximen. Anaxag. Archel. Diog. Leuk.
46 A 66 (306, 6) vgl. 2, 17 (15, 83) 47
A 14 (325, 11) 51 A 10 (330, 2) 54 A
22 (347, 18) u. ö. dn' dpxf^^ %p6vov
Y€TOV€vai Anaxag. Archel. Metrod.
V. Ch. 46 A 64 (305, 48). — Kosmo-
logie bes. Anaximandr. 10 (13,31.35)
11 (13, 44) Anaximandr. Anaximen. Ar-
chel. Xenophan. Diog. Leuk. Demokr.
Epikur. 2, 17 (16, 30ff.) u. ö. — oXXore
äXXov x'Tvönevov Anaximen. Herakl.
Diog. 3 A 11 (19, 29) McxaßoXii Hip-
paa. 1 (29, 23) Xenophan, A 33 (41,
40) Herakl. A 1 (55, 24) 5 (58, 11)
Y^Xio? XPnt^'MO«; wpö«; T^vcaiv Xeno-
phan. A 42 (43, 10) ffOp, eKTiupujöK
Herakl. A 1 (55, 21) 6 (58, 18) B 63
(71, 7 ff.) €vaXXdE flvioQai xai tpQdpe-
aBai Emped. A 52 (161, 45 ff.) 0uv€p-
X^ncv' €l^ Iva KÖOjiov (Elemente) B
26, 4 (183, 2) Vgl. Pherekyd. B 3 (508,
17) — 0vari\vai tov KÖa^ov Hippon
A 3 (223, 29) d (puoi^ ev tuu k6(J,uu)i
dp^iöxöri il dffei'pujv xe koi irepaiv6v-
Turv KUi oXo<; 6 kÖ(J|lio^ Philol. B 1
(239, 81) vgl. 2 i240, 4) 6 (241, 7. 14)
A 9 (235, 1) f(.yeaiq B 17 (246, 6) ii-mj
<p0opd, Tpo<pi^ A 18 (237, 33. 36) —
ii dpiGiioO öuveöTTjKcv Pythagor. B
22 (274, 39) ^H dr^^wv Ekphant. 4
(266, 3) ausfiihrl. Kosmologie Anaxag.
A 68 (305, 12) 64 (305, 46) Archel. A
14 (326, 10) Diog. A 6 (329, 22) Leuk.
A 1 (842, 86. 343, 3 ff.) 10 (345, 24)
22 (347, 17) 24 (347, 22 bis 348, 11)
Demokr. A 40 (360, 12) 43 (360, 33)
61 (362, 4) (diTÖ ToCrrojudTou) 69 (364,
331
KÖa/noc;
332
28) (qf>eopct €l<; üiAXov) 82 (366, 21) 84
l366, 29).
Prädikate, ätreipoi (innmn&'a-
biles) Ana.^iman(lr. 10 (13, 31) 14 (14,
28) 17 {15, 20. 26) Anaximandr. Ana- 6
ximen. Archel. Xenophan. Diog. Leuk.
Demokr. Epikur. (15, 31) u. ö. (ou
irapaXXakToü? öe) Xenophan. AI (34,
15) — Diog. A 1 (328, 25) 6 (329, 22)
Leuk. A 1 (343, 3) Leuk. Demokr. ö4 lo
A 21 (347, 12) Demokr. A 1 (352, 24}
40(360, 10) 43 (360, 33) 61 (362, 4) 81
(366, 18) Metrod. v. Ch. A 6 i451, 24)
7 (451, 29) Anaxarch. A 11 (457, 5)
Epikur. 64 A 24 (348, 2) danach k6- is
ö^iou^ eTval {öncfpoui; Kranx) Zenon
A 1 (127, 4) dpiOMÖ«; Petron (28, 25)
— CK Thal. Pythag. Emped. Ekphant.
u. a. 38, 3 (266, 2) Herakl. A 1 (65,
20) 10 (58, 45) vgl. B 89 (75, 2) Par»n. 20
Meliss. 18 A 36 (111, 3) Anaxag. u. a.
A 63 (305, 46) €va, tö Xomöv dpYriv
uXriv Emped. A 47 (161, 7) et? Philol.
A 9 (235, 1) B 17 (246, 6) [PhUol.] B
21 (247. 1». 21. 248, 9) Metrod. v. Ch. 25
A 6 (451, 24) — Ta €v t&i evi KÖO|uuii
Anaxag. B 8 (317, 7) — töv köo^iov
TOirepdveai opp. tö itäv Meliss. Diog.
20 A 9 (142,9) = 51 A 10 (330, 1) vgl.
Metrod. v. Gh. A 6 (451j 25) oireipov 30
KOI uit^p K€voö Kelaöai Demokr. A 166
(383, 36) vgl. Metrod. v. Ch. A 8 (451,
31) — 0(patpoEi&t^^ Aegypt. 60 B 6
(4€0, 6) Ekphant. 1 (265, 34) Leuk.
Demokr, 54 A 22 ;347, 15) arpoff'J^oc;, 35
Tp{TU>vov 54 A 24 (348, 1) vgl. Petron
(28, 22flf.).
Lage, Bewegung. Teile. uiiOui
irapanXrjöfuj? KCloBai Emped. A 60
(161, 36; €TnKXief^vai A 68 (162, 37) 10
€TKXieflvai Diog. Anaxag. A 67 (306,
13) — K(vTi<n^ |ütuXo€i6ü[K;, xpoxoO ftCxriv
(Anaximandr. Anaximen.) 3 A 12 (19,
32) dpxä Tä^ Ktvt^oiot; . . . ii dpxi&(ou
ktX. [Philol.] B 21 (247, 81 ff.) kct 45
dvdfKnv Kai O116 6(vrj^ Demokr. A 83
(366, 27) vgl. auch Epikur. 54 A 24
(347, 48) — oitav cui|ia, rot MCpi]
Aegypt. 60 B 7 {460,23if.) KupiaiTata
ILiepri (Leuk.) A 24 (347, 44) olKerd
Anaxag. A 67 (306,16) beSid, dpiöxcpd
Emped. A 50 (161,38) — tö \xiv ämc-
rdßXoTov, TÖ hk ncTcßdXXov [Philol.]
B 21 (247, 22 ff.) — Ke<paXr| toO k6-
o\xo\) 29, 9 (230, 35) — singulas mundi
partes peraequetis Demokr. A 80 (366,
13). Vgl. oupav6<;.
Meteora. oXov töv KÖajitov nveö^ia
ircpiexei Anaximen. B 2 (21, 18) x»Ta»va
kukXwi Ka\ u|H6vo nepiTcfvouöi tüji
K6(T|iUJi Leuk. Demokr. 54 A 23 (347,
19) Entstehung v. dr^p Diog. A 9 (329,
44) V. uöxpa Anaximandr. 11 (14, 8)
Diog. A 12 (330, 4) v.nXioi^ öcX^vn (kot'
i6(av uTcoßoXViv Ttva kööJlIou) Demokr.
A 39 (360, 3) rjX(ou nepföpojuov wepi-
Ypaq)rjv ToO ircpaTO^ toO köö^ou Em-
ped. A 50 (161, 37) — öca qpafveTai
€V TU»t6€ TÜ[>1 KÖÖfiU» eövTO Diog. B 2
(334, 10. 12). Vgl. öidKOOMo?, ndv.
Seele, Gott, emj/uxo c, ftai|j6vui>v
nXnpTit; Thal. A 1 (4, 8) 3 (7, 11) kciX-
Xkjtov K6a^0(; • itoirjiia f «p öcoO A 1
(5,44) vgl. uiöiTcp odp^a . . . ö KdXXtöTo^
K<JoMo? Herakl. B 124 (79, 14) 8€Ö^
== q)prjv . . . (ppoYtiai K«5a)aov anavra
KaTat<T<Touöa Emped. B 134,5(212,25)
irvcOjua 6iä iravTÖ^ toO k. 6if|K0v »|<u-
\i\<^ TpÖÄOV Pythag. Emped. B 136
(213, 22) vgl. xfiv ToO KÖajLiou ^l\l%i]v
eeöv Diog. Kleänth. Oinop. 6 (230, 10)
= 61 A 8 (329, 37) KÖa^ot; (Au ttci-
eexai) Kleanth. 12 C 4 (86, 28) — (k6-
öfiioi;) q>va€i biany/€6ix&/oq, vöi koli
\jiuxd<; äv&wu^a (korrupt), toö aei
eeovTO? ecCou, SB evepifcia öeüi t€ koi
T€V€öto^ [Philol.] B 21 (247, 16 ff.) =
i6la (toO voO), &i' 0 xat aqKxtpoet&fj uttö
e€(a^ bvyApLeiu^ T€Tov€vai Ekphant. 1
(266,34) ■— ftioiKnöK;: ('Offipiv, *l(Jrv)
TÖV (nJuTTOvra KÖOf^ov 6io»k€^v Aegypt.
60 B 7 (460, 17) k. vmö toO N€(kou(;
6ioiKouM€vov Emped. B 131 (211, 23j
ftioiKctoBai utrö iipovofa^ Ekphant. 4
(266, 3) viiTÖ ToO voO öioiKou^evov
Anaxag. A 64 (305, 47} vgl. (306, 3)
333
Kpäai^
334
A 58 (306, 12} <puo€i rivi oXötw &»>i-
K6iö0at Leuk, Demokr. Epikur. 54 A 22
(347, 16) f\\ioc, xp»^öiMO^ »rpöc rfjV . . .
fetoiKiiöiv Xenopban. A 42 (43, 10).
Mensch, to!^ e^piiYopööiv d«; 5
Km KOivo^, Türv» bi Koiiaa'nevwv CKa-
öTov ei? iftiov dTToaTpcqieööui Herakl.
B 89 (75, 1) Tou? xaöeO&ovTai; kpfarac,
Kol (JuvepYoÜQ tOl)v ^v tu)i KotJ^uji fivo-
lievtuv B 75 (73, 6) — q-'i^XH? ctTa8fi<; lo
natpic, 6 k6ö|uo<; Ivuttac, Demokr. B
247 (429, 2) köö^io«; OKr^vi^ , ßioc; iräpo-
boc, [Demokr.] B 115 (406, 16) d,\Ao(u)-
Gic,, ßioq ÜTTÖXimii? (406, 18) — dvöpu)-
■noc, |.iiKpb(; K^öiaoi; Demokr. B 34 (398, 16
12). Vgl. äv6pujTT0(;.
KoToc (= NeiKoO Emped. ß 21,7 (180,
21} 121, 2 (208, 34).
K^TToßo? Krit. B 1 (613,23} 2 .614,1).
kotuXtiöiJliv. Tai? ^v rni im^rpai Tpt- 20
cpcöeoi Tct eiußpua Diog. A 25 (332,29).
Koupr) 8. K6pr\.
KoOp6<; xe Koprj xe Emped. B 117, 1
i208, 2) Koüpou? (= ctppcva«;) opp.
Koupa? Parm. B 17 (124, 19) «I) KoOpe 25
B 1, 24 (115, C) kXut€ (Emped.J B 155
(217, 28) Koupou? Oupavi'iJüvac Orph.
B 12 (478, 8}.
KOÖq)0(; opp. ßapu? erkl. 56 A 135
(376, 5} Demokr. (375, 20; anders 30
{375, 24: vgl. (376, 28ff. 377, 11) A 61
(363j 27 fF.) Ttüi ßapei tö Koöq)ov ou|li-
MiKTOV cTvai u. umgek. Anaxag. B 10
.;317, 27) t6 outö koi ßapiirepov koli
KoucpoTcpov Dialex. 5, 3 (644, 10) t6 35
K TiJüi ßapei )Li(ix€ö9at Theagen. 2 (511,
17) — TOI KoOq>a töv avtu töttov ^tti-
öXeiv Anaxag. A 1 ^293, 43) öo\xr\v
■n\daTY\v ÖTtÖ Ttüv Kouqpwv diTopp€iv
Emped. A 86 (168, 34 vgl. 170, 45). 40
KoixpoTri? Trv€U|iiaTO(; Anaximandr. 23
(16, 23,.
KOxXiac, Herakl. B 59 (70, 16). Vgl.
Yvaq)etov.
KoxXo«; Epim. B 24 (498, 12. 15). 45
Kpa6a{v€iv. vöou qppcvi iravTa xpa-
6a(vet Xenophan. B 25 (60, 20) (depo?)
TÖ ncpiexov Kpafta^vovTO? Anaxag.
A 89 (309, 41) (fnvj Kpa6aiv€öeai m^v,
lari Kivei'jeai bi Parm. Demokr. 18 A 44
(111, 42>
Kpaiveiv. xpaveu) (aoi navTa) Emped.
B 111, 2 (204, 13).
(KpdMßri). brassica [Epich.] B 61 (99,
löff.).
Kpd?. KpOTiuv dwo Parm. B 1, 10 (114,
16) Kparö? Dialex. 5, 12 (645, 8).
KpöGi?. dppovia ~ kpöOK; xai oOvecöK;
evavTiiuv Philol. A 23 (238, 7) kctci
Trop<46€iJiv fi-fweabax tüüv öTo:x€tuiv
Anaxag. Demokr. 46 A 54 (304, 45)
Demokr. A frl (363, 48) — irpoiTti n
tOuv öToix€iW Eroped. A 30 (158, 29)
TÖöov bxä KpfjOK; d|Li€f߀i B 21, 14
(181, 6) &ca Kpdoiv ^irapKea liöXAov . .,
dXAnXoic; ecTTcpKTai öfioiuiGcvra ktX.
B 22, 4 (181, 17) Y€vvTii xe Kp^aei xe
{biiyiQvaiy, B 22, 7 (181, 20) danach
A 95 (172, 38) b\a <Tumi€Tp{a? Tf\c, k.
TÖV Toö dppevo? Ka\ toö GiiXeo? nc-
pi^X^iv A-CfOY A 70 (164, 14) vgl. tem-
peries Parm. B 18, 3 (125, 1) tuiv
Zuunov irdvTiuv Tot fkvr] biaKpiQf\vai
biä Td? iToid<; Kpa0€i? Emped. A 72
(165, 7) irept ocruiv . . KaTOpiB^c'iTai Tct?
i6{a? Kpaöei? A 86 (169, 11) Td? trdp-
Kfl? Y^vväöGoi ^K TU>V foiuv Tf^l Kßd-
<i€i . . . öxotxefuiv A 78 (166, 5) — t»iv
6*f€{av XrjV ÖU|Ll)ul€TpOV TÜJV TTOIÜJV Kpd-
0iv Alkm. B 4 (104, 12) — tlx; kxa-
axox' ex€i Kpöaiv |li€\4uiv . ., tuj? vöot;
Parm. B 16, 1 (124, 12) xrjv mv^mi^
Ka\ xf.v \if\Qr\v bia ri\<; Kp&atiuc, A 46
(112, 16 Tüüi ai^axt qppoveiv, €v toutioi
jLioXiöxa Keicpäfföai to oxoix€ia Emped.
A 86 (168, 42) Kpäöt? bestimmt Fähig-
keiten (168, 44 £F. 171, 9) <ppov€iv . .
oujj^expiu? ^xo'iöT]? Ti\(; \\ivxf\<i Koxd
xriv Kpf^oiv Demokr. A 135 (374, 48.
46) jiexaßdXXciv xf^i Kpi^ac» xaxd xä
uderi KOI xd? i^XiKfa? (376, 40} - maß-
gebend für ö\4>i? Emped. A 86 (169,
23. 170, 13) — r\b€aQai xoi? 6noloi(i
Kaxd . . . xfjv Kpf^öiv (168,37) vgl. A 86
(172, 38 ff.) — 6iiaX6xr\'n xpdacuj? irapa-
Meveiv tö (jmJXXov B 77 (194, 21) (mkp
335
Kparetv
336
tljpCüv Ka\ Kpdoeu); toO iT€pi^xovTO(;
X6iruiv övTuiv Anaxardi. A 3 (455, 20).
Vgl. KCpawiivai, h(Siq, Meiyvövai.
Kparetv. toOto 6€Öv koi GeoO 6uva|Liiv
cTvai Xenophan. A 28 (37; ST?* 27)
Kparet xodoOrov i&KÖaov ^SeXci (sc. 6
e€io«; v6^o?) Herakl. B 114 (78, 6)
Kporrct wÄvTunf (tö irOp) Hippokr. 12 C 1
(83, 20] ev fi^pei Kpaxiovai (Elemente)
Emped. B 17, 29 (179, 6) = 26, 1 (182,
28) irdvTtüv voO<; Kparcl, Tf\5 ircpi-
Xwpnoioq kKp6Lrr\a€v Anaxag. B 12
(318, 17 vgl. 13) vgl. A 100 (311, 41)
itdvTUJv Kparclv (6 diip) Diog. B 5
(335, 21) — (TeX)^vr)v m bivaaQai
Kparelv tqO HiuxpoO Anaxag. A 42
(302, 3) — avxh<; ka\n6v Antiph. B 58
(601, 84) aber oö . . laG" otou Kpom^-
Ga<; auTÖq 4auTÖv köojliiov irapexerat
B 59 (601, 29) dv6pö<; t6 KpaTtciv (sc.
eu^oö) €uAoYfoTou Demokr. B 236
(427, 11) — Kparlouoiv opp. xaKot^
Emped. B 5, 1 475, 4) — ircpi tt]?
vOv KpaT€o\Sari^ biaataacwc; Antiph.
B 23 (595, Ift) paisiv. ff^jv nexewpov
uiTo |Lir]&6vö^ KpaTOuji€vr)v Anaximandr.
11 (14, 5) k6(Tjlioi; cküjv utrö Aibc, npa-
T€lTai Kleanth. 12 C 4 (86, 29) oti
&v . . . KpaTr)6r)i, toOto ^itukvuiOti
(näml. d. Hagel) Antiph. B 29 (596, 10).
KpaTep6^. 'Av<iirioj Parm. B 8, 20
(120, 9).
Kpart^p Xenophan. B 1,4 (44,19) Kpa-
rfipiq Tit. Orph. A 1 (469,18) 1»» (470,
16) vgl. Mufl. A 7 (484, 9).
KpoTiöxeiieiv. KparziaTe^oiaav (öuvo-
xV) [Philol.} B 23 (249, 2).
Kpdro^ coni. ovveaic,, vixi] Ion B 1
(222, 8) öiot TOÖ vöfxou xal biin Tf]v
ftdcriv (TUitZö^evov Anonym. lambl. 82, 6
(633,14). VgLK<SpTO^.
KpaTiivetv. &Kpa Kporuvtuv (atdi^p)
Emped, B 100, 19 (201, 8) %Q6va . . .
nupl htS)Ke KpcrrOvai B 73, 2 (193, 26).
KpaTuvT»ip la Tit. Demokr. A 33 (357,
28) = B 8»» (388, 14) 9 (388, 22).
(Kpea^). came bibüur (sangwis) Diog.
B 6 (337, 8).
kp€(ttiuv. stärker Krit. B »7 (624,84)
Kp€0(Tu>v (iro\€fi(u»v, i'i6ov«I)v) Demokr.
B 214 (424, 4) vgl. Kpe(aatv cauroO
Protag. B 9 (540, 7) X6you<; Kpeirrou^
5 i\\x<bv Philol. B 16 (246, 3) toO dX»i-
OivoO Kp€i(Töov ov)6lv Meliss. B 9 (148,
16) — To 6(Ka(ov «= t6 toO KpcCrrovo^
öUMqpIpov Thrasym. A 10 (575, 16)
•irap€KT€tv6|uevo<; x&i Kpeoaovi Demokr.
10 B 238 (427,16) (pujvrj xurv Kp€ixxövu>v
{7[toc.) Pythag. C 2 (279, 80) — xpeö-
oovaq (größere) d|Lioißä^_ dnoöoOvat
Demokr. P 92 (404, 4) — Übergang zu
besser, xöy fjxxw Xö^ov xpcCxxu) iroieiv
15 Protag. A 21 (532, 22. 27) C 2 (542,
31) Kp€{aau)v krC dpcxfjv q)avcixai
Demokr. B 181 (418, 13) <puöet xö
apx€iv olKrjiov x«X»i Kpeaaovi [d. Stär-
keren?) B 267 (433, 7) xpeaaovec;
20 (größer?) a\ xOüv irenaifteuinevujv kXni-
be<; T] 6 x«I)v d|Lia8u>v irXoOxo(; B 185
(419, 14) xö xeXetov dTa66v xoö mcX-
Xovxo? xpeaoov Demokr. B 295 (438,6)
— besser, dpfiovfri dqpavn«; (pav£pf^<;
25 Kpefxxujv Herakl. B 64 (69, 22) x6 }xr]
Zfjv Kpcloöov f\ Zf\v kokük; Krit. B 23
(619,31) Kpeaoov (Kpeltföov) m. Inf.
B 109 (77, 14) Demokr. B 60 (401,3)
66 (401, 16) 75 (402, 11) Krit. B 29
30 (622, 19) — xui Kpax(öxu) (sc. öeö^)
[Philol.] B 21 (247, 20) Kpdxioxov fVuiMn
Pythagor. C 4 (280, 20). Vgl. difaQ6(;.
Kpr]fxvö^ dxpo«; [Emped.] B 157,2 (218,
10). ^ . ^
35 KpnvT). KpT]vdwv CTro uevxc xdnovx(a)
Emped. B 143 (215, 14) als Qeai Prodik.
B 5 (571,24) im Hades Orph. B 17
(480, 9 ff.).
Kpf)(H<; 8. KpdOl^.
40 Kpi6i^. xpiOai |Liexd xpiOuiv Demokr.
B 164 (415,4) Kpi6a(; el<; iroxöv xax-
aXeovxa^ v. Aegypt. 60 B 10 (461, 12).
uptvciv. sondern. (fjXio^ r^ui xai öiiöiv
exptvev Emped. (?) B 154, 1 (217, 6)
45 €Kp{vovxo binaq Parm. B 8,55 (121,
16) Kpiv6|Li€vov irOp Emped. B 62,^
(191, 18) — ^v xaKotöiv (draeotoiy)
Kpfveiv Demokr. B 173 (417, 2) —
337
KTf\MO 338
ibejurteütn. Kp(v€iv TdXr)6e^ Anaxag.
B 21 (322,6 vgl. 8) xpivai Xifiut eXer-
Xov Pann. B 1, 36 {llö, 18) <Juj<ppo-
oövnv . . . Kpiveicv Antiph. B 68 (601,
22) — TÖ irOp Kpiv£i Km KaTaXi^((;eTai 5
Herakl. B 66 (71, 18) ~ xeKpiTm m.
Inf. Parm. B 8, 16 (119, 18), Vgl.
Kpffft^.
Kptör; ^ov6Keplu<; Anaxag. A 16 (297,22)
arietem mitigari foratis comibus i(j
[Epich.] B 60 (99,13) Sternbild (aries)
Kleostr. B 2 (502,21) Demokr. B 14,3
(391, 26).
Kp{<7i^. Sonderung. xpfaiv iroirioaoöai
Melias. B 7 (146, 18) TTcpi Kpfocii)«; i5
ovcfpüuv Tit. Antiph. A 1 (687,18) B 78
(603, 22) — Entscheidung. Kpiaxc, nepi
TouTUfv Parm. B 8, 15 (119, 12) Kpi-
ö€i<; Ttiüv vo(ni|Li<4Ttuv ^v nepiaaaTq i^M€-
paii; Pythagor. B 2 (270, 19) Kp(öi<; 20
im Kosmoa (= 4) B 22 (274, 41 vgl.
Anm.) — Kp((Ji^ KÖaiLtou (= cicmipiuöi?)
Herakl. B 63 (71, 7 ff.) — Kp(<jei<; oü
h\a H)r)(poqpop(a^ Hippodam.l (227,26).
Vgl. KpCvctv. 26
KpiTVipiov 6 xoivö^ X6yo5 Herakl. A
16 (60, 31) 6 X6to<: Parm. A 1 (106,4)
ILiexpov Protag. A 14 (631, 9) rpfa
Demokr. A 111 (370, 31) = Diotim.
3 (466, 8) dvr)ipriKevai tö xp. v. Ana- 30
xarch. Metrod. v. Ch. A 25 (452, 41)
oixcTat Gorg. B 3 (556, 19).
KpiTfjq |ufj K6ßx\co Solott 73» 3 (521, 6].
KpiTKitCcjv Krit. A 1 (607, 26).
xpiTixö^ YPöMMOTiKÖ^ V. Hekat. A 1 35
(458, 22) xptTtKt/JTaTov i^öovf^^ ttjv
YXtöTTOv Diog. A 19 (331, 34).
Kp6vo(; ■» xP<ivo5 Pherekyd. A 9 (507,
2. 5) — TTJV ToO TpiTurvou Tiuvfov . .
dve9iiK€v . . Kp6vu)t icrX, , iröaav \}(fi- 40
öTilöi TT]v infpäv xm ({fuxpäv ouffiav
Philol. A 14 (236, 31) — Planet Em-
ped. A 65 (162, lö) Demokr. A 92
(367, 25).
K p 0 0 M a. xpoÜKtaTa, bt ^ouoiKf^t Hip- 45
pokr. 12 C 1 (84, 32).
Kpouvwiiia ßpÖTCtov Emped. B 6, 3
(176, 10).
Kpu^ö^. Ev Kpu|ü(U)i opp. €v öXkai De-
mokr. A 162 (381, 14) Plur. Lenk.
A 27 (348, 17).
X p u itT € i V. ä\iaQix\yi Herakl. B 96 (76, 1)
109 (77, 14) ouT€ XcT«» OÖT6 xpuirrct
dXXa ar\iiaiv(.x B 93 (75, 18) xpikrei
K^rmvöt; [Emped.] B 157, 2 (218, 10)
— xpüirreoeai cpiXcl (qpuoi^) Herakl.
B 123 (79, 7) KpijTrrcöeai töv fiXiov
oux unö friv Y€v6|i€vov Anaximen. A 7
(18, 47).
KpuaTaXXo€i&t^q. xaTairciniYevai toi
äarpa TÖi xpuöToXXoeibct Anaximen.
A 14 (19, 38) oupov6<; Emped. A 1
(163,37) vgl. A 61 (161,41) nXioq A66
(162, 22). Vgl
xpüöxaXXoi;. toÜ(; dnXav€l^ ouvScfte-
o6ai Twt xpuOT(iXXu)t Emped. A 54
(162, 12). Vgl. Kpu(JTaUo6iö.i<:.
xpu(pog. m)Kivu»i xpöcpuit ^(JTIlpiKTai
Emped. B 27, 3 (183, 24).
XTäoeai (xpV^MOTa) Demokr. B 279
(435, 17) diq xpuJiTo Gorg. B 20 (661,
13) vgl. €XTn<jaTo nXoOrov Emped.
B 129, 2 (211, 15) = 132, 1 (212, 6)
xTf^oai löia Pittak. 73* 3 (622, 18) kth-
Öeioa (nXoÜTOu €in6u)u(a) opp. firj xt.,
äTToxTTiecTöa [Demokr.] B 302 (446, 1)
— iraiöaq xTäaOat Demokr. B 276
(434, 10) vgl. exTOvo xröxai B 278
(436, 6) ■iial&a<; xTi^aacreat (435, 4) i^öo-
vä<; KTaoeai Antiph. B 49 (598, 20)
öv€iÖ0(: xexTTjTai Demokr. B 218 (424,
14) TTiv €inTux(»iv dYuwo«; hcöttiv . . .
xexTt^Täi (T€XvoTpo<p(n) Demokr. B 275
(434, 7) ex€KTi]VTo (evOeov Tf|v apeix\\,
dvOpiInTivov TÖ Gviit6v) Gorg. B 6 (657,
18) — xai exTf^oGai Knifia (xexTfjffOai
Hdss.) Antiph. B49 (598, 1») »^xTViöcai
Emped. B 110, 4 (204, 8).
K T £ a V o V. 6r)|ioo{u)v xTcdviuv Xenophan.
B 2, 8 (45, 21).
xT€{vciv Demokr. B 258 (431,5) 259
(431, 12) xTefvuiv B 257 (431, 8) 260
(431, 15).
KTf)Ma (cKTHoem) Antiph. B 49 (598, 19)
äv6pumou( €v tOüv KTT}^(jrnuv ToTq
ecol«; Phüol. (?) B 15 (246, 81) fipiaxov
339
KTf)vo<;
340
qjiXia Hip])ias B 17 (585, 27) ouk
ötöcpctXea KTi'iiuaTa Demokr. B 77 (402,
16).
KTf|vo<;. KeKoprjvTai OKCuaTiep KTr^vea
Herakl.B 29 (66,17) Krrjvt'iuv eÜYeveia 5
opp. ctvepuOiTiuv Demokr. B 57 (400, 18).
KTf\Oi<i. KTif\aewc, (?) ... ndlii) juo'pav
Demoki*. B 268 (431, 1) ineTpii-jc; ktvi-
010^ euiiueAnTai ß 286 (437,1) h ira{-
bwv KTHöei B 276 (434. 10) kti^öci K)
u)cpeXi)Lio^ (Troöiq) Krit. B 6,19 (61ö,
28) — öeiv laac, elvai to^ kttiöc«;
Phaleas 1 (227, 5).
KTiZ€tv. 6tv6p€a . . kt(J1ovt€ (Maler)
Emped. B 23, 6 (182, i). I5
ktIXo<;. KxiXa noMra Emped: B ISO, 1
(211, 21).
KTi(TTr|c 'Eq)eaou Vit. Herakl. Al(57.1).
KTUTrr)|Lia. XTUTcr)|naTa ßpovTfi(; Krit,
B25, 32 (621,20). 20
KvaQoc,. TÖ €v Toic^ Kud6oi<; iJÖoup Em-
ped. A 67 (163, 401.
Kvanoq. KvafJLwy ä-nix^oQai Pythag. 9
(2ö, 1 ff.) Pytbagor, C 3 (279, 32) kuu-
(.ia»v ctiro x^'pa? ex^^^öa» Emped. B 141 25
(214, 31) bm t( Tr|v |J€v ^aorepa qpu-
öiLöiv, t6 bk uOp ou ; Gorg. A 24 (550,
15) — Abstimmung Dialex. 7, 5 (647,8)
— X'J^P"^ Tout; K. Km Touc ^peßivöou^
Demokr. A 128 (372, 28). 30
Kuavotiöti(; Demokr. A 135 (378,18).
Kuavoöc. XP^'M« erkl. Demokr. A 135
(378, 17).
Kußcpväv. TTttVTa Kußcpväv (t6 än€i-
pov) Anaximandr. (?) 15 (14,40) jviu^ir] 35
eKußepvrjcre Ttdvra öiä rnivTiuv Herakl.
B 41 (68, 12) TÖ GepfioTarov irOp TtdvTa
6iä ■TravTÖ<; Kußepväi Hippokr. 12 C 1
(83,22) (6ai|nu)v) iravTa Kußepvai Parm.
B 12, 3 (123, 20) imö toutou (sc. di^p) lo
■n&vrac, KußcpväoOai Diog. B 5 (335. 21)
de, {Koa^oc,) uirö kvoq Ku߀pva)/i€vo(;
[Philol.] B 21 (247, 20) (xeiAeujv <'i<pi]}
KußepvujiLievTi (Demoki*.) C 6 (448, 23).
Kuß6pviiTr)<; ttfaQöc,: dvf)p öKou&aioq 45
[Demokr,] B 302 (446, 6).
Kußepvf\Ti? (fcaffiüjv) Farm. A 37 (111,
10). Vgl. Kußcpvdv.
KußiKoc;. äpie^oi Pythagor. B 16 (273,
33) vgl. 27 (275, 30).
Küßo^ öidnupoc; ^v jueöiui Parm. A 44
(111, 44) Tf^ xOßo^ Pythagor. 21 B 96
(199, 8) tK Kußou Tf) 32 A 15 (237, 9)
TÖV KOßOV Tf|V äp|iiOVlKT)V TTOtOOvTa
ävakoflav dpiaov(av ^KdXouv (199,9)
Y€tju|ueTpiKti dpfiov(a Philol. A 24 (238,
11 ff.) — fiiTT\aaiaö|ui6^ Hippokr. v. Ch.
4 (232, 8 ff.) Archyt. AI (250,42) upu»-
T0(; Kußov eup€v (251, 1).
kOöo^ [biKr]c) Demokr. B 21ö (424,0).
Ku&p6<;. Kuöpöxepoi; Xenophan. B 2, 6
(45, 19).
KU€iv. Kuf^aai Demokr. (?) A 161 (381, 1).
KUKuv. KUK61UV (uiftivoc; . . .) Empcd. (?)
B 154* (217, 20).
KUKcidv Herakl. B 125 (79, 15) A 36
(57, 20 ff.) Herakl. b. Luk: G 6 (86,40).
KUKXeiV. TOV TJXlOV ÖOKfeTv KUKXdöBai
Xenophan. A 41» (43, 8).
KUKXoq. Huvöv äp\r\ xai itepai; ^m
kukXou irepitpepefat; Herakl, B 103 (76,
24) vgl, Hippokr. 12 C 1 (84, 39) KdX-
XiöTov axnna Pythagor, C3 (280,2) —
kükXok; (äp|iaTo<;) Parm, B 1, 8 (114,
14) — ßapuTteveeO(; Orph. B 18 (480,
26).
Mathematisches. (9eu>i) xöv
kukXov dviepouv Pythagor. 32 A 14
(236, 40) ou irpoöfiKov Ypamuat«; 6p{-
reöeai 45 B 25 (276, 6) dnTeTai toO
Kovovoc; Ol) KOTct OTiY^riv ö kukXo?,
dXX' üjöTrep TT. eXeYCv Protag. B 7 (538,
25) KoxaYpdvjjai kukXou rpfYiuvov öpGo-
Yuiviov Thal. A 1 (3, 32) 6ixoTO|Li€t0ea»
TOV K. Otto rf\c, biujiiTpov A 20 (10, 12,
TeTpaYWviö|iid<; Hippokr. v. Ch. 2 (231,
33) Anaxag. A 38 (300, 26) Antiph,
B 13 (593, 13 ff.) TTepi \i>avaio<; kukXou
xai aq)a(pri<; Tit. Demokr. A 33 (357,
37) = B 111 (390, 9) _ eE iavov ovf-
K6{^€voi; Kai OUK dvföujv kÜkXujv (kA-
voO Demokr. B 155 (413, 2) — 'Ap-
XUTou €up60i<; A 14 (253, 39).
Kosmos, Zeit. eoxctTa TepiitaTa
xükXou Emped. B 35,10 (186,3) oiGrip
öq){YYiuv irepi k(5kXov anavTu B 38, 4
p
341 •«'^"'v 342
(187, 2) KiixXuuv cnrä )xr\Kr\ (Pythagor.) v. Anaxarch. A 1 (454, 83) vgl. A 7
B3(270,26) — uTCO tü»v KtJxXwv KaiTiwv ;45G, 32 ff.) — kuXikci; (KaOapaO Xeno-
otpaipOüv . . . (pepeoeai (rour; döxepai;) phan. 1> 1, 2 ;44, 17) kuXi'kwv npoirö-
Anaxiraandr. 18;15,43) kujXu6^€vov. . . 0€k Krit. B 6, 23 (616, 1) Ik tiex&Xwv,
UTto Turv TpomKtJLiv wjkXuüv (nXiov) Em- 5 €k niKpoJv (Trpoufveiv) Krit. B 33 (623,
ped. A öS (162, 38) Tci aorpa T^tvcööm 17) (Ju|i|LieiTvi)|Li€vov KuXfKfaoiv ß 1
kukXov TTupöi; Auaximandr. 11 (14,8) (613, 10) laiKpaic; mKpa km\^aK6l€iv
vgl. 10 tl3,38) kukXo? nXiou, öeXnvaTo? (Gorg.) C 2 (562, 21).
Thal. A 1 ;3, 2.5) i\\iov Anaximandr. kuXXtöti^ Plur. Hekat. B 10 (461, 11).
21 (16, 8. 12) Herakl. A 1 (5ö, 43) töv 10 KOina. Kv^aroc, Ki'vrjöiv Deraokr. B 164
i^lXiaKÖv kukXov XoEfjv exeiv Tf|v nopeiav (415, 6).
Oinop. 7 (230,20) TT6ptq)€p€ö9oi (sc. T^v KUjuaiveiv. Ku,uav€l to oXov Xuthoa
Yf\v) KüTO kukXov XoHov o^oiOTpÖTron; (220, 16).
i'lXdyi Kai aeXrivrii Philol. A 21 (237, 47) k u |u ax o € 1 6 V] i;. KUMaroci&üüq Demokr.
— ävaKTo<; (d.i. i'iXfou) OYtct kukXov Em- 15 B 126 (408,27).
ped. B 47 (188,26) aeXriva(ri(; kukXov KU|LiaTU»TTi. eui tujv napä xa\<i Ku/iot-
B 43 (188, 7) vgl. f\Xioc„ oeX^vr], T^l. Tuuta'ic: vnqpiöwjv Demokr. B 164(415,2).
TaXaE{a<; — «« xukXoc; t^'^cöcux;. kö- KO|iß»i. TrT€poßd|nom Ku/aßc'»?- Emped.
kXou Üimav ßapu'rrevÖ60<; dp^oXcoio B 20, 7 (180, 10).
Orph. B 18, 6 (480, 27) irepmXonIvoio 20 kuvik6^ s. Reg. II Kyniker.
kukXoiü Emped. B 26, 1 (182, 28) aUv Kuu:ipi<JöO(; Xcukh im Hades Orph.
. . dK^v^Toi KOT« kukXov B 17, 13 (178, B 17 (480, 10).
10) = 26,12 (183,9) Tev€av vocari Kunctpoc; Menest. 5 (219,37).
quia 'orbis aetatis" {= K6KKo<i r\KiKia<;] Kurrpi^ s. Reg. II. VgL 'AqppofeiTr],
in eo sil spatio Herakl. A 19 (61, 4). 25 <t>iX6Tii<;.
KUKXoT6pti(;. Iqpatpo? Emped. B 27, 4 KUpßaoiii Hekat. B 14 (461, 46).
(183,25) = 28,2 (184,6) (pOü? (d.i. Kupeiv. 6|mü<; kv irctpaai Kupci Parra.
ocXnvTi) B 45 (188, 18) dnb KUKXoxepoö? B 8, 49 (121, 10) KupoovTcg syn. Tuy-
(authentischV) rfiq v\<; A öß (162,21). xav€iv Demokr. B 243 (428, 8).
KiSxXuii^. KiiKXumo^ ö€Xr)vri^ Parm. B 30 Kupiot;. riixti TeXeo(; Kupfri Demokr.
10, 4 (122, 24) KUKXuma Koüpriv Em- B 269 433, 11) ck twv Kuptuurdriuv
ped. B 84, 8 (196, 86). auTKCiMevrj [aeiivoKofia] v. Krit. A 1
kukvo^. XifupOüv, KUKvou KOI dri66v0(; (608,7).
Demokr. B 154 (412, 18). Kupröq opp. koIXo? Herakl. A 12 (59, 6)
KuXtvöptKÖ<;. t6 KuXtvftpiKÖv a%fma 35 Kupxd opp. KoiXa (axo|iia) Demokr. A
dXoofxpoxov KoXet Demokr. B 162 (414, 37 (359, 23).
1«). upu)(Tiq Gorg. A 27 (ööO, 81. 85 vgl.
KuXivbpoeibTi^. xnv *Tyjv KuXiv6po€iöfi Anm.).
Anaximandr. 10 (13,33). KvJaxic; Beschreibung Demokr. C 6 (448,
KuXiv6po^. xö xoO KuXCvöpou TTerrov- 40 41).
6U)<; 6 K(i>voi; Demokr. B 155 ;413, 1) in küujv. Kuva -rroXutovov Demokr. A 151
d. 'Apxuxou €up€ffi(; 35 A 14 (253, 47 ff.) (380, 41) Aioumcfni kuvi {kcXh B 224
buoyi/\xaya cpfo KuX(v6piuv (Arcbyt.) (426, 12) — Kvivc^ Kaxaßoutoumv He-
A 15 (254, 38). rakl. B 97 (76, 6) Witterung Emped.
KÜXiE. ev KuXiKi Xenophan. B 5, 1(47, 7) -is B 101 (201, 15£F.) — kuv€(; ri\c, TTep-
KuXiE ^iuxpoO (sc. uftaxo?) Vit. Herakl. öcipöv^^: rrXtiviiTe^ Pythagor. C 2
A 1 (67, 32) n(v€iv Tr)v airtr]v kuXikc (279, 24) — Cane ascendcntc messem,
Krit. B6 (615, 11) irpoin'vovxa beiiai deseendcnic terrae cidtum wdiri etc.
ms
KUl6iUV
344
Anwag. B 20 (321, 14 ff.) = Porta
vegperis (322, 2).
Kud&uiv (Gehör) Emped. A 86 (168, 80.
170, 82) 93 (172, 2«) vgl. B 99(200,4).
Kti»euiv Krit. B 34 (623, 25. 624, 1. 6. 9).
KIUKU61V. KUJKuaa coni. xXaOaa Em-
ped. B 118 (208, 11).
KwXf). KwXf^v 6p{<pou Xenophan. B 6, 1
(47, 11).
KwXov TrpiuTO^ KOT^ciHe Thrasym. A 1
(Ö73, 12).
KU)X(iciv (TÖv döiKeovTo) Demokr. B 38
(399, 8) eKu»Xu€v ain6v Anaxag. B 12
(318, 12) — (bv vöfioi KtuXuouai De-
mokr. B 191 (421, 5) — ra. Inf. noXXä
To KUiXuovra elievai Protag. B 4 (537,
81) CKwXuov Demokr. B 245 (428, 18)
€K«6Xu<J€v Archyt. B 3 (263, 1).
KiuXu<Jov€|ita^ V. Emped. A 1 (151, 19)
2 (154,4) 14 (155,15). Vgl. dXtSaveMO^.
KUiXuTrjp tOjv döiKoiivTUiv Archyt. B 3
■ (262, 18).
Ka>^u)l6{a. eupc Epich, A 1 (87, 8ff.).
Köivo^. el T^fivoiTo irapa ttiv ßaoiv
€niit€60K ktX. Demokr. B 155 (412, 21
vgl. 413, 1. 412, 28).
Kuiv OTO jietv 35 A 15 (254, 39). "
Koinn. Ä ^v vbari Leuk. A 33 (349, 12)
— 9<4Xaö<Ta oxiZoy.ivr] raiq Ki£»nai(;
irapaOTfXßei Anaximen. A 17 (20, 12).
Kui<p6(;. Kutcpoimv ^oiKatft Herakl. B 34
(67, 14) Kwcpoi 6mÖ^ TuqpXoi t€ Parm.
B 6,7 (117,20) TäXXa Kiu<pä koi xucpXd
Epich. Gn. 12 (93, 9).
Xdfvo^ V. ArchUoch. Krit. B 44 (626,
27).
Xatx<iv£iv m.Akkue. p.o(pa^ Xorrx^vouai
Herakl. B 25 (66, 6) tuj btjo . . . ^6peu;v
X«4x€ Emped. B 96, 3 (199, 18) u&vra
X^iiXOi Xenophaa. B 2, 10 (46, 3) t(miov
Xax€iv B 6, 2 (47, 12) tupotv T£pt|ito^
Orph. B 5* (474, 17) oiOfiaro^ . . iftciiv
Xax6vTo<; Demokr. B 159 (413, 29) fula
Tct crüü^a X^otxc Emped. B 20, 3
(180, 6) m. Genet. «puoeux; Xaxu»v 0€a-
roöon? Demokr. B 21 (394, 16) ßfou
Xax6vTe<; Emped. (?) B 154 (216, 27)
fxaKpaduvo^ \e\6xäai ß{oto B 115, 5
5 (207,11) iTvotf)«; XfX6Yxä(T>, ööfiOüv B
102 (202, 8).
Xafmc, Fruchtbarkeit [Demokh] B 300,7
(441, 23).
X<4epai eirpauoov Krit. B 25, 11 (620,
10 82) irpcSaoujffiv, Xctuiöiv, «ppovüööi B
25, 14 f621, 2) X6ßpr\i djiopreeiv opp.
(pavepdüq Demokr. B 181 (418, 16 vgl.
17).
Xdiivo«; oi)b6(; Parm. B 1, 12 (114, 18).
15 Xaiö(;. Xmotcri {ac. xr\<; ni^rpaq) Parm.
B 17 (124, 19). Vgl. dpiöT€p6^.
XaXetv. Ttfviuv nx\ rcoXXä X<iXei Chilon
73» 3 (621,18) lutoci tö raxb XaXeiv
Blas 73» 3 (523,3) XdX« Kofpia (523, €).
20 XaXid. Sprache. XoXifl^ Mi^Tiip yXiüaaa
(Demokr.) C 6 (448,26) Stil. Nausi-
phan. B 2 (466, 9).
Xa^ßdveiv. 6aa ci&oiLtev xai eXaßoiitev
Herakl. B 56 (70, 6. 6) yuaQbv Xaji-
25 ßdveiv B 58 (70, 13) xip\viac, Demokr.
B 146 (410, 27) änoxapaUxc, Xo^ßd-
vovTo (icu»vov) B 156 (412, 24) töv
Xa^ß(ivovTa (so. x<5p>Taq) B 93 (404, 5)
vgl. Tol? XcMßdvouöi B 94 (404, 8)
30 xepai Xa߀iv Emped. B 133, 2 (212, 11)
Tov iraTöa Xaßciv ck ttoXXüiv Demokr.
B 277 (434, 18) ^ßöov Xaßurv Archyt.
B 1 (259, 10) nap' rijuöv XaßoOoa tok;
niOT€t^ (<ppnv) Demokr. B 126 (408,
35 20) — absol. oJ ttIvtitc*; Xa^ßdvovrt
irapä Ttuv ftuva^evuiv Archyt. B 3
(262, 16) — nn KOipoO XdßiiTai De-
mokr. B 87 (403, 17).
Xa|Liird<;. i^eXfoio \ann&bo<; Parm. BljO,3
40 (122, 28).
Xd^Trelv (ra äoTpa) Herakl. A 1 (56, 35)
XdMwcöKev (<pü)?) Emped. B 84,6 (196,
84).
XaMirii&(6y Diog. A 16 (330, 15).
45 Xa|Li-irp6^. ToO XafXTrpoO xai toO 2[oq>epoO
(in d. aäfi|iiit<^ Anaxag. B 4 (315, 20)
äiT0Kp{veTat doro toO toipepoQ tö Xan-
irppv B 12 (319, 7) tö Xaianpöv (opp.
345
xIt^iv 346
TÖ (jKOTCtvfSv) cU ToO irpöcTuj ToO alOe-
pO(; 6pfif)aat A 42 (301, 31] XaMnfxi
coni. qpurretvd opp. äjLiu6pä Kai 0ko-
T€iv«i Entstehung Leuk. A 14 (346, 6)
vgl. Demokr. A 135 (377, 27) — dva-
9u^{a(Jt<; Xa^irpci Herakl. A 1 (65, 30.
43) f[Kio<; cvTi'eriöi xf^i öcXi'ivifjt t6
Xofinpov Anaxag. B 18 (321, 7) i^eXiov
. . . XoMitpöv 6päv Emped. B 21, 3 ;180,
17) Xanirp6T€pov töv t^Xiov (0€Xjivr]v
dfiaupoTcpav) Herakl. A 12 (59, 9) vgl.
Demokr. A 39 (360, 1) töv r^Xiov Tto«€tv
^K ToO XajxnpoO «60x05 dCT^pa^ Me-
trod. V. Ch. A 4 (451, 18) — öipeaXMo(
Anaxag. A 92 (310, 37) xp«i>MaTO (310,
34) Demokr. A 135 (377, 27. 45. 378,
4. 13. 16. 37. 39) — übertragen, to
^exaXa Kai Xa^npd Demokr. B 157
(413, 18).
Xa^npuv€lv. Xapnpuvo/ieviuv Torv v€-
cpiuv Xenopban. A 45 (43, 17).
XaiJTiTnp. dveiJiujv Xaiutrrfipa«; öjiopToiJ^
(= Xüxvov) Emped. B 84, 3 (1%, 31
vgl. 8 ff.) danach A 86 (168, 13) 91
(172, 10).
XavOdveiv. toü^ ävSpunrou? XavOdvei
ÖKÖffa . . . Herakl. B 1 (62, 1) tö ^n
ftövov itilx; äv tk; XdGoi B 16 (65, 6)
ouxi Xi^aei Toü«; öcouc; (€<4v . . . ri ßou«
Xeuniq wiKÖv) Krit. B 21, 22 (621, 10)
XaOuA» TTjv 8€(av vejiemv Gorg. B 6
(557, 11) XaGctv örav Archyt. B 3
(262, 20).
\a6c,. Xaot(n ncrcivai Xenophan. B 2, 15
(46, 7).
Xd TT 060 5 Plur. Demokr. B 122 (408, 1. 4).
Xapivö^. Taüpou Xenophan. B 6, 2
47, 12). ^
Xdoio^. ait]^ Xdmov juevo^ Emped. B
27, 2 (183, 23).
XcToE. c^ XaTOTUJv xöEa Krit. B 2
(614, 2).
XaTO|i(a. iv ZupaKouoai^ Xenophan.
A 33 (41, 35).
XaxavonOjXTi«; Krit. B 70 (629, 4).
Xaxv«i£i(;. Xaxviicyre^ fidXXov (dvftpeO
Emped. B 67, 3 *(193, 3) ti^bea Xa-
xvnevra B 134, 3 (212, 28).
X eye IV. Xeifui n€pi irdvriuy Xenophan.
B 34, 2 (51, 28) nepi xurv Eufindvrwv
Demokr. B 165 (416, 27) oute Xerei
ouT€ KpiSnrct dXXd atma(v€i Herakl.
6 B 93 (75, 18) (X€Tou<n) ttveoeai Em-
ped. B 9, 3 (175, 22) ot6« Xe-f£»v exu-
MU15 Xenophan. B 8,4 (48,6) irdp irvpi
B 22, 1 (60, 7) iroi€!v Kai Xcreiv He-
rakl. B 73 (73,1) vgl. XcTovn Kai
10 npdööovxi Dialex. 5, 1 (644, 6) cvovxfa
X^TCiv . . . xä auxd trpdxxovxe<; Thra-
sym, B 1 (577, 16) — dXri0eo Xi^^iv
Herakl. B 112 (77,20) X€T"v T€ vociv
x£ ^6v e^^€val Parm. B 6, 1 (117, 14)
15 ctnaE x€ cineiv Kai det XrfCiv Zenon
B 1 (133, 10) dvapcri ki^^iv Thrasym.
B 1 (576, 26) iv xu»i Xcteiv irenoveo-
xa? (577, 18) fxi] xa iroXfTKoxa Xeyuj-
)uiev, XerlffOu) xd cmxiifeeiöxaxa Antiph.
20 B 49 (598, 21) Xltovrc^ diät. deCöovxe?
Archyt. B 1 (259, 13) Ibv vöiui X€tov-
xa? Herakl. B 114 (78, 2) XcEw Em-
ped. B 38,1 (186,20) €X€E€ Alkm. B 1
(103, 22) cXcrov Krit. B 36 (624. 26) —
25 X^fcöeai Zr]vb<; ovofia Herakl, B 32
(67, 11) XcTOfi^vouqOrph. B 8 (475, 18)
XeXeKxai Anaxag. B 4 (316, 14) 12 (318,
11) Krit. B 16,8 (617, 4. 618,91 XcxOek
opp. Ypa<pek Gorg. B 11 (569, 7) —
30 €pltü Parm. B 4, 1 (116, 19) dXXo bi
xoi ^peu) Emped. B 8, 1 (175, 16) 6tirX*
ipeuu B 17, 1 (177, 27) = 17, 16 (178,
18) — eXcfxov pnÖ£vxa Parm. ß 1, 37
(115 19) woXXiIiv 6id fXuiaaT]^ ßrjOevxa
85 Emped. B 39, 2 (187, 6) efprixot Hip-
pias B 6 (584, 18) — Uma Emped.
B 17, 15 (178, 12) cIiTOv (TvtÖMT)v) Krit.
B 6 (615, 2) eiireiv edpöei Emped.
B 4,7 (174, 16) x6 Biymav cIkcIv Diog.
40 B 2 (334, 8) vgl. oben Z. 15 ckelv
<a> T»TVu»<yK€i Thrasym. B 1 (577, 9)
elnClv 6iJva{|Liiiv ä ßoiiXo^ai Gorg. B 6
(557, 10) d)<; lito^ elndv Antiph. B 50
(599, 20) x€X£X€öM€vov dmbv Xeno-
45 phan. B 34, 3 (52, 1) €ln6vx€<; Herakl.
B 56 (70, 5).
Xe^civ . . . Öeiv6(;, aiYdy dbuvaxog
Epich. Gn. 29 (94,28) vgl. Xiftiy tcoi€Iv
347 X€i|Liu)v
348
fteivou^ Gorg. A 21 ;549, 34) Xifiw
Ka\ avfäv (tö feeov) Gorg. B 6 (557, 1 7)
OKOööai oÜK eTtiöTcttievoi ovb' eiirew
Herakl. B 19 (65, 13) ndvxa XeT€iv,
Hr\bh/ ö' cSeXeiv ÄKoueiv Deinokr. B 88 5
(403, 14) fzäv TÖ Xexöf V äKovaerai
(sc. eeöc) Krit. B 2ö, 20 (621, 8) — 6
M^XXe»^ TToieTv, jifj Xeyc Pittak. 73* 3
(522, 11) 6 fiäv (^rl) iörm Mn Xete
Solon 73» 3 (521, 14) nn XtTciv avtu lO
<PWT(5(; Pyihagor. C 4 (280, 37) — tov
<p{Xov kokOü«; nfj X^YG ^^r\b' eö tov
^xep<)v Pittak. 73a 3 (522, 16) ÖMofiuq
Tou^ q)(Xou5 Kai robc, exOpoO^ kckux;
<EX€T€ Krit. B 44 (626, 25) to €Ö Xqt{- 15
Zcaöai, TÖ €Ö Xefeiv, rö wpctTTCiv ä ftct
(€K ToO cppovcTv) Demokr. B 2 (386, 4)
(paöXov . . , fii^T€ Xilr\ic^ hiit €pfaar]iq
B 244 (428, 11) dpeOKei ^^bkv uyic? . . .
Xe-fovTi ire{6€jv Krit. B 15, 6 (617, 7). 20
Xcif.iujv. 'Att;^ dv X€t|LnI»va Emped. B
121, 4 (209, 3) lepo( Orph. B 20 (481,
13] als 0€o{ Prodik. B 5 (571, 31)
aximovc, Xei|nu)va<; . - . 'h<fpobiTr\(; Em-
ped. B 66 (192, 27). 25
Aeto<;. TÖ Tpaxv xai tö XcTov (Emped.)
A 86 (170, 24) levia opp. aspera De*
mokr. (366, 13 Nachtrag) töv aoröv
(so. xuXöv) €X€iv Xei'ou Ka\ Tpax^o^
A 135 (376, 22 vgl 376, 9) XeuKÖv tö 30
X€tov A 126 (372, 18) 135 (377, 26) 6aa
T&v Xe{u>v neXava qpafveToi (378, 32)
V. Stü Antiph. B 44» (597, 22) X€(a
\ili<; opp. Tpaxeia 80 B 93 (605, 15
Anm.). 35
X€iueiv. passiv. XcineTai Parm. B 1, 38
(115, 20) 8, 1 (118, 88) XeXcmTCi De-
mokr. B 228 (426, 8).
Xeixnviav V. 6Xa(aKleiäem.6{327,24).
Xcfifiavov Tf\<i lÜYpacia^ (GdXaTxa) Ana- 40
ximandr. 27 (17, 7). Vgl. v-niXei^yns.
k€\ir\^ax. XcXtT^ucvo^ (otiOtip) Emped. B
100, 18 (201, 7).
A^K. Cid?) d. Anaximen. A 1 (37,39)
o%r]}iariGyioi Gorg, A 4 (546, 6) iroiri- 45
TiKH A 29 (651, 10) auvGcTo? aus
ai)arr\p& und Xiti^ Thrasym. B 1 (576,4)
r\ 0uaTp^q>ou<Ja tu voi^^ctTa A 3 (674,5)
uHJriXö? Tfji XcSei Koi Tpaxu? v. Antipb.
A 2 ;588, 17) rpaxcia u. Xe{a 80 B 93
(605, 15 Anm.) ^v TpÖTriui XeEcuui; kou-
q)6TaT0(; v. Gorg. B 5» (566, 25) KaGa-
piJuTepo? V. Krit. A 19 (612, 18) oi änb
Tf^(; KiUmc, c. 72, 2 (511, 14).
X6it{(;. Xenibeq = tpixec^, qpiJXXo, irrepÄ
Emped. B 82 (195, 82).
XeiTTOnepeia nveufiOTO? Anaximandr.
23 (16, 23) Toö UTpoO Xenophan. A46
(43, 21).
X6irTon€p»i<;. KOTCt ouvaepoiöfiov t&v
Xeirro|H€pdüv awn&rwv KoonoiroioOai
Eniped. Anaxag. Demokr. 21 A 44
(160, 42) TÖ X€Trro|a€pf\ ävuj xyupT^aavra
(opp. TO traxuiu.) Leuk. A 17 (346, 35)
ötrvo? äiTOKp(0€i ToO Xenr. A 34 (349,
14} iLicTaßdXXciv Trjv tjfpÖTriTa . . . inx
TÖ XtirrofAspeöTepov (opp. tu 1Taxu^ )
Hippon A 11 (224, 33} (dtpa) rtdvTuiv
XeTtT0)U6p€(TTaT0v Diog. A 20 (332, 8).
XctTT^?. ((pXcßeg) Xmxai Diog. B 6
(337, 22. 338, 9. 339, 4) A 19 (331,21)
X€irrÖT€pai B 6 (337, 28) opp. cüpö-
T€pai (339, 8) alpLü (339, 12) — coni.
KoeapiS? V. Thrasym.» A 13 (575, 27)
Xctrfd T€ KOI äoQevka (Tct «uSriXeovra)
Öemokr. B 276 (434, 12) em Xeirro-
Tcpov {bir]x rnT€Tv) B 11 ;389, 22).
TÖ ^avöv KOI XcTtTÖv e€pjn6v (=
aiöi^p) opp. iraxu Aoaxag. A 70 (307,
14) = 55 A 135 (375, 3) Köu(pov . . .
TÖ XeuTÖv Demokr. (376, 24) to XeTrra
Xwpetv elq TÖ kiü) k€v6v Leuk. A 1
(343, 8) TC» XeuTOTOTü (^v tOöi d^pi) koi
\}fp6rara Anaximandr. 24 (16, 32) ouk
aloOctvcaSai tö |LieT<5Xa xi\(; \ei(Tj\q
äcpo^ opp. iruKvfjq Anaxag. A 92
(311, 46) iK KaQapunipwv kqi Xcuto-
TCpurv , . . Y^wrjTiKiöv toO irupöc ^1
<pop<S (Kcpauvdg) Demokr. A 93 (367,
37) (irOp) Xenröv (im Auge) Emped.
A 86 (168, 13) vgl. B 84 a96,10) nOp
XcTiTÖTOTov Demokr. A 135 (377, 46)
tiupö? iruKvoTepov depoc; XcirroTcpov,
vbaxo^ XeirrÖTep'bv depo? nuKvÖTC-
pov Idaios(?) (327, 33 ff.) nOp XeirTfii-
Cfiv 66övriiöiv Xox6Zero (im Auge;
349 Xieöppivot; 350
Emped. B 84,8 [196, 36i dafür XeTrrot Xexoq. euvdou Xexou^ . . . x(iXXo<; Krit.
v)^^€(; (196, 11. 20) xiTUiv Ke-moraxoc, B 2, 6 (614, 6) k€6vöv el? Xexo? (»^Xec;
Demokr. A 135 (373, 33) oönnv irXef- B 16, 7 (618, 8).
OTTiv oiTrö Tü)v Xenrdiv koi tiLv Koüqpujv Xeujv, fceivov . . . 6f^pa Xcovra (Nemei-
dnoppeiv Emped. A 86 (168,34) Xe- 5 scher) Epim.B2 (494,23).vgl. Anaxag.
TTTÖv drtoppeov ärtb tüjv ßapeiuv itoiei A 77 (308, 10) XIovt€<; Xenophan. B
T^v 6bn/\v Demokr. A 135 (379, 14) 15, 1 (49, 5) öpeiXexee? xa^xaiiOva^
öZciv iLiäXXov TÖv XcTiTÖv depo Anaxag. [äplaxt] fueTOiKrjöig Emped. B 127, 1
A 92 (310,41) — (voOq) XeiTTÖTaTov (210, 11) — oü6e TiKT6|i€vo<; (|uue») De-
irdivTiuv xpT\n&':ü)v Kai KaÖapu/xaTOv 10 mokr. A 156 (382, 12 f.).
Anaxag. B 12 (318, 14). Vgl. Xeujqp6po<;. ov 6ei xo«; X. ^ahiZ^iv bbovc,
XenTÖTiH öop'1<;* ^'^^^- ^ 3 (1^4, 2). Pythagor. C 4 (280, 33) 6 (281, 37).
XeiTTÜv€iv passiv, v. dir\p Anaxag. A42 XrJY^iv. dXXctööovxa . . . avha^a kf[-<(€i
(302, 7) V. aiMo Emped. A 78 (16G, 9). Emped. B 17, 6 (178, 8) = 17, 12
Vgl. X€Ttx<5(;. 13 (178, 9) = 26, 11 (183, 8).
Xtox>iveutöeoi. ö6|LtoiOi Xeaxiiveuoixö Xr]6atoc; (ev uttvoic opp. e|U(ppu)v He-
Herakl. B 5 (62, 18) noXXd Xcöxnveuo- rakl. A 16 (60, 11).
^€vo<; Demokr. B 85 (403, 12). K^Qap^la Hipparch. 55 C 7 (449, 13).
XevKÖc,. yoKa Emped. B 33 (185, 3) Xrieri crkl. Parm. A 46 (112,15) Diog.
ituov B 68 (193, 7) öatka B 96, 3 (199, 20 A 19 (332, 3) — rOJv ibituv KttKuiv
10) TÖ 6v Toi<; ujioK Anaxag. B 22 Demokr. B 196 (422, 1).
(322,20) — XeuKov koi /leXav dpxai Xrjiaxiric;. coni. KiEdXXrjv Demokr. B 260
Alkm. A 3 (100, 39) = 45 B 5 (271 , 33, (431, 1 5) Xinaxai^ Trepmcaeiv Hipparch.
vgl. 55 A 135 (375, 8. 378, 27) w<; euBü 55 C 7 (449, 43).
€v \ir\K€'. . . ., €v %p6ai xö XeuKÖv Ari- 25 Xrnxoupt'ci Pythagor. D 4 (283, 47)
stot. 45B 27 (276,14) fieXav koi X€uk6v übertragen [Demokr.] C 6 (449, 4).
(nicht dXnGn) Meliss. B 8 (147, 11) XnKueo^ Hippias A 12 (582, 13),
ev€ivai xOüi XeokOüi xö |neXav u. umgek. \f\v Epich. B 2, Iff. (89, 23 ff.).
Anaxag. B 10 .'317,26) jieXav koi Xeu- XrivalZetv. /iaivovxai Kai Arjvaltouöiv
Kov: ai irapd iniKpov juexaßoXa^ B 21 .k» Herakl. B 15 (65, 8).
(322, 7) — xo XeuKÖv xoO Trupo? Em- Xiivri Plural Herakl. B 14 (64. 19).
ped. 55 A 135 (375,7) vgl. roi<; xoO Xf^axic; CKXtiKei |Livrj|uioöuv»ivKrit.B6, 12
iTUpöc; [tzöpoic,, sc. oqpöoXiLioö) xct XeuK« (615, 21).
fvujpfZeiv Emped. A 86 (168, 14 vgl. XictZeaeai. u>ö' tXidaen«; Emped. B 2,8
170, 1. 9) eine der vier Grundfarben sr. (173, 26).
Emped. A 92 (174, 24) Demokr. A 125 Xiav KaxdöriXov Krit. B 34 (623, 28).
(372,16) vgl, A 135 (377, 25 ff.) — xö Xißavo(;. euu)6ou<; Emped. B 128,6
X6UKÖV xö Xeiov A 126 (372, 18) vgl. (210, 32).
A136(377,25ff. vgl. 378,32ff.) in den XißaviuxoTroiXn«; Krit. B 70 (629,5).
Miachfarben (378, 3 ff.). 40 Xißavujx6(; Xenophan. B 1, 7 (44, 22}
XeuKÖöxoXo?. Moipai (leXTivt^q) Orph. Demokr, A 99* (368,41).
B 22 (482, 13). XiYupo<;. xOöv Xifvpuiv, kukvou xai
XcuKiüXevoq MoOaa Emped. ß 4, 3 driixSVoc; Demokr. B 154 (412, 18).
(174, 12). XiOiKÖq. (AieiKd) Tit. Orph. A 1 (469,
X £ u k uj a K [Demokr.] B 300, 18 (444, 24). 45 16).
Xeuaceiv. XeOööf v6iui irapeövxa Parm. Xi9ok6ito<; Antiph. B 92 (606, 7).
B 2,1 (116,7) XeuöaeoKev eKaoxov (xujv Xiödppivoc;. x^^wiov Emped. B 76, 2
6vTu;v) Emped. B 129, 5 (211, 18). (194, 17).
351 xfeo? 352
Xt'eoi; Entstehung Anaximen. A 6 (18, \ifxyr\ tAvrnxoouyr\c, Orph. B 17 (480,
14) 7 (18,39) Melisa. B 8 (148, 8) Em- 12. 17).
ped. A 69 (164, 1 ff.) Anaxag. A 4ö Xin6«; K6pO(; (Ocö^ Herakl, B 67 (71,16)
(303,14. 20) B 16 (320,22) Herakliteer \x}ibc, KÖpov {irtoit]0€v i^fto) B 111 (77,
53, 2 (342, 26) KoraTpfßcaOai Meliss. 5 18) (pet&u) koi Xi^6(; %pr\avf\ Demokr.
B 8 (148, 7) Tu»v naptt toT^ XOok; bw&- B 229 (426, «) yL&Za . . . Xl^oO (io|ua)
|A€ujv aHai Emped. Anaxag. Demokr. B 246 (428,22) coni. Xotfiö^ Hipparch.
21 A 69 (164, 6) vgl. lapidum vi» [De- 56 C 7 (449, 21).
mokr.] B 300,6 (441,1) — (oxf^fia ff\<i) Xmop6?. %vn6<i Demokr. A 129 (372,
k(ovi XlQm (?) TrapaitXi^öiov Anaxi- lO 37) iKfid^ A 136 (373, 36).
mandr. 11 (14, 6) 25 (16, 34) — X(0o? \iit6i\)\oq, idmic, Emped. B 71, 1 (193,
€E oupavoO (ifjXCou) Anaxag. A 1 (294, 16) XwröEuXov ^op<pf|l B21,2 (180,16).
12.28) 10 (296,15) 11 (296,21.29) XiaoeaQai. \iaa6ntvoiQ\)Ovra<i'Em^d.
12 (296, 33) Diog. A 12 (330, 7) (yu^- B 137, 3 (213, 86).
n€ptq>€pea6ai toT^ qxivepot^ SorpoK 15 Xiti]. Xixdi^ dn€tXai (dv€|i{<TT0VT0) Gorg.
d<pav€t<; Xfeoui; (330, 6) xö tOuv ftiawu- B 27 (561, 87).
pvuv X. KodiejLtevujv d? M»uxpi>v öftiup XiTÖ?. Xegi? b. Thrasym. B 1 (576,5).
itcSeo? Archel. A 16 (325, 14) — tPOM- X t t 6 t rj ^ (K6ö^ou) Demokr. B 274 (434, 4).
lüiaf wie X(6oq ToO dv6ptdvTo^ Pythagor. XifpaipLo^. (TapK«!iv öüpixT^«; Emped.
B 25 (276, 8) maceriea e lapide De- 20 B 100, 1 (200, 16).
^okr. B 28 (396, 26) lapidum curva- Xln>. X(ßa flyeaBai, tp/eOoai Demokr.
iura [Demokr.] B 300, 14 (443, 23) B 14, 8 (392, 37. 40).
X^0o<; für dpTupiov Antiph. B 54 (600, Xoßö? (Demokr.) C 6 (448, 32)
28) — TÖv X(eov (Magnetstein) vuxnv Xotcü? ==« ^»^riup Krit. B 64 (628, 11).
^civ Thal. A 22 (10,38) vgl. A 1 (3, 30) » *XoflUa6ai Archyt. B 3 (262, 19} €u
3' (7, 10) in lapide animatn esae De- X. Demokr. B 2 (386, 4).
mokr. A 164 (383, 13) TT€p\ tt^ XOou Xot»k6^. ee6<; Xenophan. A 36 (42,3.
Tit. Demokr. A 33 (367, 36) «. B lli^ 21 vgl. 41, 44) to ircpiexov coni. <pp€-
(390, 7) irepi ri\<; 'HpakXda<; X. Emped. vf^p€5 Herakl. A 16 (60, 1) Kard m€To-
A 89 (171, 35) Demokr. A 166 (383, 30 x^iv xoO koivoO Xötou T»v6|Li€ea XotiKof
17) X(eo^ kv TTdpvm Xenophan. A 33 (60, 21) voOv iTnan^urjv 66Eav maOriaiv
(41, 36) — Ai0u)v Koxd aroixeioy sc. ^E «Lv . . . Xo^iKof kaytev Pythagor.
KaxdXoTO? Tit. Bolos 65 B 300, 1 B 16 (273, 30) itdvxa Xotiko kci ov
(44Ö, 6) nepl X{eu)v Tit. B 800, 16 ff. Zfino jjmSvov dXXd Ka\ <puxd Emped.
(443, 36 ff.) Alchemistisches B 300, 14 36 B 110 (203, 32) xö Xotiköv iv eidpoKi
(443,26) Ikiai X(0ov xöv ov XOov B 18 opp. x6 äXoTOv Demokr. (?) Epikur.
(444, 29 vgl. d. Folg.). 66 A 106 (369, 44) Hepi Xo^k<uv n
XiMrjv. uirvov . . . xöv Kafidxuiv Xtfieva Kavti&v Tit. Demokr. A 33 (357, 29) =
Krit. B 6, 20 (615, 29) fe(vtuv aiöotoi B 10b (389, 5).
Xl^4v€( Emped. B 112, 3 (206, 10) 40 Xö^ioc- tu)v Xotiuiv dvOputrmuv öXCyoi
Ki^irpt&o^ . . xeXcfoi? iv Xiiitivcacnv B Demokr. B 30 (397, 18) Xofi\jjv dv6pu>v
98, 3 (199, 38). irXctoxwv ^m^KOuao [Demokr.] B 299
Xt|ivdZ€iv. xoO Kax' dpxf|v XifivdZovroi; (439, 14).
{iTPoO Anaxi^. A 90 (310, 2). Xo-fX^MÖ^ opp. eelo(; Xöyo^ [Epich.]
Xijavii. iroXXd X{|ivaiaiv djuopqpa Em- 46 B 67 (98, 21) OK/\veo<; löxui; aveu Xo-
ped. (?) B 164 (217,8) Xffivriv x6 T><yMoO Demokr. B 187 (419, 20) X<}n*iv
irpiDxov xfjv Y^v Archel. A 4 (324, . . . XoriffMOK ?KKpoue B 290 (437, 16)
16) — X{^vat 6€o{ Prodik. B 6 (671,30) irpö^ xou<; KCipou«; Xoyk^MÖv [Demoki'.]
353
X6fo<i
354
B 302 (445, 43) a.br]\ov aWctv dvepun
irivuii Xoxiöml»! Anaxag. A 66 (306, 8)
TTepi XofiöMoO Tit. tDemokr.] B 306
[446, 47] — Rechnung. 6>*6voiov. auiry-
<jev XoTiöiLiöt; eupe9€f(; Archyt. B 3 5
(262, 12) ß(oc . . XofjaMoO KdpieMoO
beirai (Berechnung?) [Epich,] B 56
(98, 17. 18) doch vgl. B 67 (98, 20 ff.)
— Tot nepi Aofiönoü^ coni. doxpovo-
m'av, äpno\ia<i Theodor. 4 (233,10) lo
Ao^iöMoü? öiödöKOvrec; coni. f€wii€-
rpiav, döTpovo^fav u. a. Hippias 74 A 5
(528, 29) vgl, 79 A 11 (581, 26).
XoYiöTiKoq. d XoYiöTiKd opp. Y€UJ(üie-
Tp{a Archyt. B 4 (263, 6. 8). 15
XoTOÖa(6aXo(; v. Theodor, v. Byz.
74 A 24 (534,24) vgl. 76 A 30 (551, 14;.
XoTO|LidTe»po<; v.Antiph. A 1 (587,17).
Xöfoq. Wort, tu» Xöxiui opp. tOüi eptuji
Epich. Gn. 39 (95, 22) XÖtuji opp. 20
epTiwi Demokr. B 82 (403, 5} opp. Ip-
YOk; Pythagor. D9 ^291,1) \6fiui neied)
(cEcK, epYWi Mv>^|iriv) Biaa 73» 3 (523,
12) vgl. eibevai . . . ixr\Te XöfUJi urite
€pYU)i [weder durch d. Vernunft noch 25
durdi d. Wirklichkeit) Anaxag. B 7
(316, 21) €pYou, ou X6tou xps(av ixei
Demokr.] B 302 (446, 10) ^k . . . Xö-
fou n cpYOU apiöToq Anonym. lambl.
3 ;631, 14) Xöxoq epTOu <JKiri Demokr. 30
B 145 (410, 22) XÖYO«; ^aeXo^ (pauXrjv
irpf^Eiv (oük) d|aoup(0K€i u. umgek. B
177 (417, 20) ^v ToU dvöpwiriKOii; €p-
foi<i KOI Xö^ok; irööiv Philol. B 11
(243, 19) Xötoui; opp. epf« Kai irpJir- 35
Stac; dperf^? Demokr. B 55 (400, 14)
<pauXujv cpYUiv Ka\ tou(; Xöyou«; nap-
aiTriT€0v B 190 (420, 7) öpiuvreq xd
aiöxiöTO XÖYouq dpfoTouq dffKcouffi B
53" (400, 11) — |tui 06 6iaßaXX€Tu) X6- 40
fO^ TTpOi; TOU? 1t{(JT€U)5 K€K01VUJVT]k6-
xa? Thalea 73» 3 (522, 1) — em wavxi
AÖTUJ» ^TTTofioeai Herakl. B 87 (74, 17)
— lOxupdxepo^ k<; ticiOu) Xöyo^ . . .
XpuöoO Demokr. B 51 (400, 5) Xotou 46
Ti€i6ot opp. v<5mjui Ko\ dv^Twi« B 181
(418, 14) vgl. Sp. 356, 6. oi» \6fo<i
dXXd Eu^q)opf] . . 2ii6d(TKaXo<; B 76 (402,
Dials, Fn^m. d. Torsokr.H).
18) twTi |ifj daKcfru) Xotov B 110
(406, 1) iLi ^TTvüo|icv, löxi Xöto?, \6-
T0(; Ö€ oi)K tan xd inoKil^itva Kai
övxa . . . OÜK dpa ^v5€ticvuxai xd noXXd
xüjv üiroK€i|ievuiv 6 X6fo<i Gorg. B 3
(554, 37 ff.) — aqtpa-fiZov xovi^ |u€v X6-
Tou? oiTf\i KxX. Solon 73» 3 (521, 7)
ök6<tiuv X6tou(; r^Kouaa Herakl. B 108
(77, 11) dKotJ€tv . . . XÖTiuv xu>v ira-
Xaioxcpwv Thrasym. B 1 (577, 21)
jivdfio xu)v 6|nu»v XÖTUJv Epich. (?) B 6
(92, 12) öid X6fiuv eepaireu€iv Antiph.
A 6 (690, 25; öxf^fio Xötiuv opp. 6ia-
voi^öck; Nausiph. B 2 (465, 22) \6foi
opp. biäQeaic, (462, 38) — Xöyujv dirop-
pi^xujv €Kqpopdv ^r^ uoioö Periandr.
73» 3 (523, 22) Koeapotai Xötoi^ coni.
euq)ii|Lioi^ |iitj9oi<; Xenophan. B 1, 14
(45, 2) Xöyoiai iroiK{Xa<; KoXoiq Epich. (?)
B 6 ^92, 14) piaXaKoloi Xöroitfi Parm.
B 1,15 (114, 21) vojjou dKpi߀(a<; X6-
Tujv öpÖöxTjxa (irpoKp(vovxeO Gorg. B 6
(557, 16) — Ruf. B(a^ ou ttXIujv X6-
To? Ti XÜJV aXXujv Herakl. B 39 (68, 7).
Darlegung. vOv aux' dXXov Ineim
XÖYOv Xenophan. B 7, 1 (47, 19) dpxn
. . MOi xoO XÖTOU KxX. Ion B 1 (222, 1)
Xöyou iiavxöc; dpxö|ii€vov 6oK€l ^oi
Xpcwv clvai xrjv dpxnv dvo|uq»iaßi^xt^-
xov Traplx€O0ai Diog. B 1 (334, 2) br]-
XoT )uiv br\ Kai ouxo<; 6 Xöyot; oxi ...
Demokr. B 7 (388, 8) xoOxov koivöv
Kai TroXu6i&f\ x6v XÖyov T[ovf\aotmi Hip-
pias B 6 (584, 28) vgl. xovö' ^xaivioev
X6yov (hier Spruch) ifa? xolöiv tu q)po-
voOöi (TUM^ax€t xiixi Krit. B 21 (619,
28) vielleicht zu vergleichen xoO bk
XoYOU, xo06' ^6vxot dci dEiivexoi y^y-
vovxai dvGpumoi und Kaxd xöv Xöyov
x6v6€ Herakl. B 1 (61, 80. 88), aber
Doppeldeutigkeit (vgl. Sp. 358, 6) ist
beabsichtigt (vgl. Nachtr.); von hier
aus versfändlich &ti^ipr)xai (x6 ßißXfov)
€l? xp€l^ X6you<; Vit. Herakl. A 1 (54,
43). Zu diesem Sprachgebrauch vgl.
femer |ueY'öxov ar\[i€ioy oöxo^ 6 \6fo<;
Meliss. B 8 (147, 7) nauu> moxöv X6-
Yov iybk vÖTiiiia dfiq>t<; dXTi9€{ii? Parm.
12
355
X6yo<;
356
B 8, 50 (121, 11) d)uq)\ 0€U)v . . äta-
8ÖV \6fOv €|n<paivovT£ Eraped. B 131, 4
(212, 4) aKouf. X6you ötöXov ouk drra-
TnX6v B 17, 26 (179, 3) bmaar\Qevxo(;
evi airXdfXVOKJi X6yoio B 6, 3 (175, 6) 5
X6you (XÖYUJi Hdss.j XoYov e^oxfxcuuuv
B 35, 2 (185, 28) rcepi toO itpouxovxoc;
6 ouTÖ^ XÖYOs Zenon B 1 (133, 8)
Tiepi Toö dviäoGai tuuTÖi; \6fO<; xiJüi
oXycovtk Meliss. B 7 fl46, 6) — und k,
anderteits 'kpoi Xoyoi Tit. Orph. A 1
(469, 12 vgl. Anm.) vgl. 5 (28, 16. 17)
'lepöq X6yo(; Tit. Pythag. 4, 19 (28, 5)
29 A 7 ,230, 16) 32 B 19 (246, 17) ^le-
T€iupoX6YU»v, q)iXoö6q)U>v XÖYOi Gorg. 15
B 11 (559, 2 ff.) 6 auH6|Li€vo<; (uepi avir\-
ö€w?) \6yo<- Epich. B 2 (90, 9 ff.) vgl.
Herakl. B 126i> ,80, 8) 6 TJap^ivibov
k6foq 19 A 7 (128, 9) 12 (129, 5) 22
aSO, 44ff ) ähuL öfter, 6 'AxiXXexx; Xö- 20
Y0(; Parm. A 1 (106, 16) Zenon A 1
(127, 2) XaX5<ttK6q. <l>piJYiO(; Tit. De-
mokr. A 33 (368, 11) == B 999^. 299"
(439, 23 ff.) TrpiüTov xiliv Xöywv eauxoö
dvcYvuj xbv TTepi öcöiv v. Protag. A 1 25
(526, 20) KaGoXiKoi Xöxot bexa Tit.
[Archyt.] B (264, 9) — \6^m Xöyov
dvxtK€iö9ai Protag. A 20 (532, 19) bvo
XÖYOU«; e'voi irept iravxö«; TtpdYMaxo^
dvxiK€;uevou<; dXXi^Xoi? A 1 (625, 22) 30
Aiööoi X6yoi Dialex. 83 (635, 19 m.
Anin. u. 5.) — troXXuiv €ip^^^lvuJV vnb
TOÖ Zi^vciuvoq XÖYtuv koi xcxxapaKOvxa
Tiöv Tidvxiuv KxX. Zenon A 15 (129,25)
T^Txape^ Ol X6yoi rrepi Kivr\<seyuc, A 25 35
131, 24) vgl. oben Z. 16 — x6v5' ckoi-
vi(J€v .\6yov, Ux; xoicviv €Ö <ppovoö<Ji
öu^,uaX€i TÜxn Krit. B21 (619,23) vgl.
Sp. 366, 27 — AeuKiirrto? txeiv wvf\iir]
XÖY0u<;, ofrive? . . . ouk dvaipiioouoiv 40
oux€ yeviaiv ouxe cpöopdv ... Leuk.
A 7 (344, 19) xdKÖXouGov koi x6 6jxo-
\oYOU)J€vov ^v xoT? XoYOiq evopdv Nau-
siph. B 2 (465, 13).
Bec?e (Rhetorisches). A^YOC eire- 45
KXtieTi V. Protag. A 3 (528, 6; Me-
Yo«; XoYo^ Tit. Protag. B 3 (537, 18;
XÖYOij oux uiroXei'irei auxöv Grorg. B 17
(560, 26) ouYX^i xöv X6yov v. Antiph.
A 2 (588, 18) ftt€iX€ xöv Xöyov ei? x4x-
xapa . . . ou? KCl ituGialvaq etwe X6yujv
Protag. A 1 (526, 15 ff) — 6 \6-^o<; ...
KoXct TÖv ßouX6|Li€vov, öxe<pavoT xöv
öuvdficvov Gorg. B 8 (558, 10) treietb
rrpooioöcfa xüii X^yuji koi xf]v H^^X^v
exuiriooaxo oiinx; eßouXexo B 11 (558,
30) iXc, XÖYQ«; noXuv öxXov €X€p\{J€ . . .
xexvT]! YPa<p€k. ouk dXnOci'ai XexÖci?
i6ö9, 6) Tf\ ToO X6you 6uva)ui? irpö? xfjv
xf)(; t4;uxri? xdHiv = yj Ttwv <pap|uaKUJv
xdEic Trpö? TT)v xOüv oujjudxiuv q)uaiv
(569, 10 ff.) xöv AÖYov 'EXcvtic; akv
CYKtüiLitov, ifibv bk yiaifvioy (558, 29
Ann». S. 569) — ouk aioedvovxoi . . .
xöv xuiv exepurv X6yov ev xmi cf<p€X€-
puji XÖYioi iv6vxa Thrasym. B 1 (577,
16) vgl. (677, 21) — TÖV HTTuu Xöyov
Kp6(xTU) iroietv Protag. A 21 (532, 22.
27) Vgl. A 26 (634, 31) C 2 (642, 81)
dagegen Demokr. B 177 (417, 20) —
biom€\pdj^(yov rf\<; xOüv Xöywv pwixr\<;
xapdxxeiv Kai kuköv toi? dvxiöexoiq
KxX. Pythagor. E 3 (292, 43) xouobe
xoü? XÖYOu? X^YiW'v • • • M^euöet kcXu-
\^a<; xf^v dX)^8eiav Xöyuji Krit. B 25,
24. 26 (621, 12. 14) vgl. B25,38 (622, 2)
avDU xe Kai xdxui Xöyoi? xapdoöiuv (6
pi^xuup) Xu|aaiv€Tai (sc. töv vöfiov) B
22. 3 (619, 29) xoXdoai to? i^v(a? to1<;
XÖYot? (V. Hippias) C 1 (587, 7) vgl.
cpeuYeiv eiq xö treXcrro? xiüv Xoywv
(587, 10) — -naibdaii Kai Xöy««v löpia?
YeY€v»i>i€vou(; (Demokr.) C 6 (448, 9)
XÖYUiv T^VTiv fifj 6i6d(JK€iv Krit. A 4
(610, 2) Texvtiv XTjv Kaxct XoYouq iruGo-
|Li€VO<; Kai juaöiüv kxX. Anonym. lambl. 2
(630, 29) XÖYiuv xcxvaq kttiaraoBai Dia-
lex. 8,1 ff. (647, 16 ff.) — XÖYUJv dYüJve?
Protäg. A 1 (526, 2) MexeiupoXÖYiuv Xö-
Yoi, Tou? dYopafou? (vgl. Anm.) 6id
XoYUJv dYü>va? (669, 6) q)iXo(T6(ptuv Xo-
Yurv diLii'XXa? (659, 7) (xöv aoq)öv) toi?
XoYoi? dfeiv €ve' öv ßoOXrixai xou?
dKouovxa? Naasipban. B 2 (464, 18)
Unterschied zwischen X6yo? Oocpov n.
pqxopo? (466, 20) — KoxaXoYÖbriv iroX-
357
XÖTo«;
358
Xoi»^ Xötou^ Km itovTo6cntou^ ouYitei-
^^i^fov<; (cxwv) v, Hippias A 12 (582,
19) Aö^oi olKTpÖYOoi M T^lpa«; icai
7r€v{av ^KÖnevoi Thrasym. 74 A 26
(63Ö, 10) vgl. 78 B 6 (578, 17) ^piöxi- 5
Ko(: ßrjTopiKof, ipum]TiKo( Gorg. B 14
(559, 30 ff.) T€XV0'rpCUp»K0(, 6Ttlft€tKTlK0(
(öiKaviKof) Thrasym. A 13 (576,29) bn-
firiYopiKof B 1 (676, 17) feiKOviKof, oo-
<piaTiKo( Antipb. B 44» (597, 17) bim- jo
viKoi Krit. A 16 (611, 33) vgl. aber 78
A 13 (575, 29 ff.) — X6toi ^cKpof Pro-
tag. A 7 (529, 12) auvTO)i{av \6rfixrv
KCl ätrcipa n^Kri ävi^öpov v. Gorg. Tei-
eias 74 A 26 (634, 33) 6€iv out€ ima- is
Kpuiv ouTC ßpaxeurv dXXa fierp^uuv Pro-
dik. 74 A 26 (535, 1) « 77 A 20 (567,5)
\6'(o<i paKp6(;, cruveipöfievo?, bik kfiw-
Tiiöeu)^ Nausiph. B 2 i465, 28) — nou-
aeia Xoyiuv (6mXaaioXoY(a usw.) Polos 20
74 A 26 (535, 4) — avfxpaipr] ncZuii
\6fwi Pherekyd. A 2 t504, 28) €<m tk
XÖYoq uj<; äpa iftOuv dvfjp avbpa Ire-
pov ktX. Antipb. B 54 (600, 11).
Vernunft. X6yo^ ==» 'Ep^if)^ (bei Ho- 25
mer) Theagen. 2 (Sil, 26) — Welt-
vernnnft. t6 irav X6yov atova He-
rakl. B 50 (69, 11) t6 nOp üirb toö
ftioiKoOvTO(; XoYOU koi öcoO to öu|li-
iravTO Tptnerai ... B 31 (67,6) vgl. €v\ 30
XoYiui feieKO0|nVj0aTO xä €v tu» öoiiaaTi
TÖ Ttöp, diro^^M^otv ToO oXou Hippokr.
12 C 1 (83, 8) €i^apMevT]v Xöyov br\-
fiioupYÖv Tiuv ovTUjv Herakl. A 8 (58,
31) etfiapnevr^v Xöyov ibv bia. ovaia<i 35
ToO TravTot; ftitiKovra (nach Poseid.)
(68, 84) — irdvTa ck X6you ie {aus
einem bestimmten Orunde?) koi un
ovdYxn^ opp. jidxnv Leuk. B 2 (350,6)
Beziehung zum Menseben. Xöyo(; 40
KOivö(; KCl öeio«; . . . toötov öi' dvairvotiq
OTr(i<yavT€^ vocpoi Y»v6|ieea ktX. He-
rakl. A 16 (59, 46 ff. 60, 10 ff) vgl. xoO
X6you iövTO^ EüvoO 2«I»ouoiv tue Iftiav
cxovxe^ (ppövTjciv B 2 (62, 5) koivö<; 45
XÖYoq Kleanth. beraklitis. 12 C 4 \86,
33) ö . . . TdvOpimtou (XoykJmo?) wcqpu-
K€v dno ToO eeiou Xöyou [Epich.l B 57
(98, 21 ff.) ouK e^oO dXXa xoO Xötou
dKo^Joavxae; Herakl. B öO (69, 12) tut
^dXlaxa btTivfcKiXi<; 6^tXoOOl XÖTU)t (tüji
Tct öXa bioiKoövxi) xouxu)! &taq>^povxai
B 72 72, 20) doppeldeutig: xoO Xöyou
. . . dl<5vExoi Y^TVOvxai avOpumoi, y»-
vopevujv udvxuiv Kaxa xöv Xöyov t6v6€
ß 1 (61, 30 ff) vgl, Sp. 354, 41 — X6yo^
dvöpujnouc; Kußepvdi ktX. [Bpich.] B 57
(98, 20) — menechlich© Vernunft
(bei HerakL 5= Welt Vernunft). ouvxaT?
alaOi'iöeai xov Xoyov btaßdXXct Xeno-
phan. A 32 (41, 14) (vuxn) PoSuv X6-
Yov €X€i Herakl. B 45 (68, 1») i|njxf)^
€öTt X6yo^ eauxov auEuiv B 115 (78, 7)
X6yo? KpiTi^piov (opp. aitferiöK;) A 16
(59, 43) Parm. A 1 (106, 4) vgl. A 25
(109, 24 ff.) Meliss. A 8 (142, 3) 5 (137;
974'' 6) Kplvai Xöyiui IXcyxov opp. v\a-
jLiäv ö|4ia, dKoutiv, YX-töfföav Parm. B
1, 36 (115, 18) €v Tu»i XÖYWi iröv kxX.
Antipb. B 1 (591, 16 vgl. Anm.) xöv
drro Tu»v {LiaOr}fi<lixu)y neprrivöjicvov Kpi-
Tt^piov €lvai Philoi A 29 (239, 22) —
XoYtui . . . epYiwi iVe^-nunft — Wirk-
lichheit) Anaxag. B 7 (316, 21) X6yu;i
eewpriTct ^6pla A 46 (303, 34. 36) =
äxo^a Demokr. A 102 (369, 29) 124
(372, 11) X6yo? cvcpYnrtKÖ^, iraörixi-
k6<:(?) Anaxag. A 101 (311, 43) — (xöv
Xöyov) ouxöv €? «ouxoö xä? -xipy^xac,
^tZöjytevov XaMßdv€iv D«mokr. B 146
(410, 25) noXXoi Xoy^v \i-r\ jioOovxe^
Imax Kaxd Xöyov B 63 (400, ») — \xeta
XÖYOU T«iw T€ dii^ujv öxaOjLniatwc; xai
xujv uirapxövTU)v ^iXoyiötik^i; öew-
p(a^ NauBiph. B 2 (465, 16) ~ dnop-
punT€aeai . . . Ki^Xtba^ xü» Koxd qpiXo-
aoqpfav XÖYiui Hipparch.56 0 7 (460,7).
Berechnung. Oesetx. Verhältnis. Xö-
Yov iroiciaBoi (»|n)xf)c, öt/»MOtxo<0 De-
mokr. B 187 (419, 18) ^uJ|Lleu)^evwv
(pXaöpurv . . . ou irotctxai Xöyov B 48
(299, 2») — KOTO XÖYOV ujpiwv He^
rakl.(?) B 126» (79, 21) vgl. auch irdv-
xuiv fwonivwv Karin, xöv Xöyov xöv6€
B 1 (61, 88) Kaxxöv (aüröv au) Xöyov
Epich. B 2 (90, 8) 6<rx fii] Kaxit xöv
12*
Xoi6op€tv 360
oiK€tov (Tuvt^X9€ Xöyov, ^qpOdpT) Em- 0U|i<puwi'i'v, tovx; au|ui9tj()vou(; imäXXov
ped. B 61 (191, 6) ixkaov rwv fejaqpö- ^ni6€iKvuvai ktX. 35 A 17 (256, 39 vgl.
pu)v dpx&v A{Kaiov Xö^ov (== MoO- d. Folg.) töv Xotov tujv ou|H(pumü>v
oov?), Koe' 5v auTKp{veTot tu SiTiipTj- tv <ipi0|iioi(; cTvai, ^v Kivr^acoiv clvai
M^vo .. . B 131 (211,25) vgl. \6fO(i Tf)<; 6 toü; Xötou? A 19» (266, 38) toxx; t&v
Tuiv OToixil^trv n{5€u>? A 18 (166, 13 ff.) rpiAv ai^icpujviujv X6you(; 46B 18 [273,
— Tou^ XÖYOu? inJvTUJv Tüöv (paivo^e- 40) ol Xö^ot kv irpoaBlaet dpi6|nujv
vu>v önoK€t<T6ai €v Tfji uXt^i (Protag.) claiv ol tujv fxliewv, oOk ^v dpi8|noi<;
A 14 (631, 18] — €lva( rivac, k&jovq, Aristot gegen Pythagor. 46 B 27 (276,
KpeiTTOut; riiiiuv Philol. B 10 (246, 2) lo 22 vgl. d. Folg.). Vgl. dvaXoyta, ouiu-
— (to TTÖp) ödXaoöa ftiaxtcra» koi |ue- q>u)v{a, yAao^, |Li€(T6Tr|<;.
xpecra» eiq tov aOröv Xöfov ÖKoioq Xoi&opelv. Xoi&opoO tb<; raxu (piKo<;
wpöaöev fiv f\ YeveoBai fi\ Herakl. B ia6n€voq Periand. 73» 3 (524, 1) ^dv
31 (67, 10) [eorpori anima) proportio- Xoiöopoufievoq |ifj npoanoiOjiiai ou6'
ticUiier iuneta est B 67» (72, 7) X6to<; 1« ^Traivou^€vo? oloöi^ffoi^ai Zenon A 1
ndvTiüv Tiöv dpi8)Liu)v np6<; dXXiiXou^ (127, 7).
Pythagor. B 2 (270, 14j TPaM^n^ xöv Xoifiöt; (in Athen) Epim. A 1 (489, 16)
X6yov töv Tdiv b6o B 25 (275, 9) vgl. B 1 (494, 12] (Abdera) Demokr. A 19
unten Z. 34 ff. — oOk eoxi X6yo(; toö |a€- (355,7) coni. Xijuoq Hipparch. ö6 C 7
6(|Livou xu>v KCYXP'J'^ '"■pö^ xöv €va kxX. 20 (449, 21).
Zenon A 29 (132, 32 ff.) \6fO(^'= 6id- Xoin6<;. xd . . . xpe<Jüv xu)v Xomüjv iixe-
ffxriMa Archyt. B 2 (261, 9) vgl A 16 fia-ra r\yeiaQai Demokr. B 252 (429,
(255, 9. 13 ff.) [superpartictdaris] pro- 15}.
portio A 19 (256, 24 ff.^ — xtjv xu»v Soliac, s. Keg. II.
dvd XÖYov 7rpaYMax€(av dveOpev v. Py- 25 XoSöc; (von der Schiefe der Ekliptik'.
thag. 6» (23, 29) = 45 B 1 (269, 46) kukXo? i\\lo\) koi ö€Xi^vt)(; Anaximandr.
vgl. 4, 6 (23, 23) &U0 \xk(sac, dvd Xöyov 22 (16, 18) i^XiaKÖq kukXo? Oinop. 7
Xa߀lv Hippokr. v. Ch. 4 (232, 10) Ar- (230, 20. 23) (yt^v) irepi(pep€öeai xaxd
chyt. A 1 (250, 42) 14 (253, 39 ff.) vgl. kukXov XoSöv önotoxpÖTnu? r|X{wi koi
15 (254, 36 ff.) opoi Koxd xdv xofav 30 <Sf\r\yr\i Philol. A 21 (237, 47). Vgl.
UTTcpoxdv dvd X6yov B 2 (261, 16; iv X62tuöi<;.
^Kdoxin xoö ovxo(; KOxriYopfai eaxi xö XöEwoi^ [obliquitaa] ZujiSiokoO Thal. A
dvd X6yov Aristot. 45 B 27 (276, 13) 19 (10,1) Anaximandr.5 (12,28) Oeno-
— (6 dpie^öö oxi^iov xoo<; Xöyou? x*"- pid- 1 A 17 (9, 39) = 29, 7 (230, 12]
pi^ CKdoxouc; xOöv itpaYudxuiv xOüv xe 35 Pythag. (230, 14) vgl. Leuk. A 1 (343,
dnefpiuv koi xiIjv it€paiv6vxu)v Philol. 22). Vgl. XoSö?.
B 11 (243, 14) xurv dpinoviOuv kw dpt- Xou€iv. Xo€Ovxai(?) [lavari] Herakl. B
ö/ioi? 6pu»vx€? xd ndOri koi xouq Xö- 37 (68, 8) oOk cv ßaXav€{u)i XoueoGai
YOU(; Pythagor. B 4 (270, 37) irepf xi- Pythagor. C 4 (280, 34) evöov, ^v ira-
viüv . . , übv xoi)? X6you? €i<; xoi)^ 40 Xafoxpm Dialex. 2, 3 (638, 13).
dpi6|uou<; dvf^nxov (271, 7) irdvxe«; oi Xox<SZ€iv. XoxdZexo . . xouprjv (iröp)
XÖYoi kv xiii T, 6 xoO laov koi xoO Emped. B 84, 8 (196, 86).
iLiefZovo? Kai xoO ^XdxxovO(; koi xoO X^xm»]. d(popoi Emped. B 164 (217, 9).
€m|aop{ou KxX. (Speusipp. nach) Philol. XuYp6<;. jidXa XuYpd Emped. B 22, 8
A 13 (236, 41) 6 6eKa irdvxa? xoix; 45 (181,21) v€(k€Y Xuyp&i Emped. B 109, 3
dpiejiTixiKoü? Km xou? dp^oviKoi)«; nc- (203, 21).
piexujv XÖYou? Pythagor. 34, 4 (250, XiJ^iv. ^pun-iKrjv )j€|uij;iv i^ dYamu|Li6vii(?)
16) KcnaaTr\oaaQat xo{>? XÖYOuq xubv Xiici Demokr. B 271 (433, 15) ßpoxot
361 MaeimoTiK<i(; 362
. . . XtiOev opp. irdfcv Emped. B 15, 4 X^xvot;. wnXiaaaxo \6%vo^ Emped. B
(177, 8). 84, 1 (196, 29) oi toO X. xpci'ov €xovt6<;
XuMa{v€tv. Xu^a(veTat (tov X6yov} Krit. eXmov ^mx^ouat Anaxag. A 32 (299,
B 22, 4 (619, 29) ei ^rj CT€po<; gxcpov 37) lucema Diog, A 18 (330, 41).
eXuMa(v€TO Demokr. B 246 (428, 19) — 5 Xuiiwv. XiöYov Demokr, B 225 (426, 14;.
passiv. npf^Hi«; . . . ^\aO(pr\nir\i Xv^ai- Xa»q)äv. ouitoxc . . dx^UJv Xujq)i^ö€T€ öu»-
verai B 177 (418, 2). m6v Emped. B 14ö, 2 (215, 38).
Xuueiv. Xuueci cujutÖv Demokr. B 88
(403, 18) (TrpoiT6ö€iOT€pi{;aaaiXvmoOai
Krit. B 6, 24 (616, 2) vgl. tAv X6yvjuv lo
oi |H€v cXutrriaav opp. eTcpyav Gorg. ^aT€(a. wa^rta (»«a^ice) 21 A 14 (165, 25)
B 11 (559, 14) ÖTov T» unö t6 bkpua 55 B 300, 13 (442, 35 ff.). Vgl. ^dTO(:.
Xunf^i Diog. B 6 (338, 20) — XuTC€l- ^(5Te^po<; Handwerk Hippokr. 12 C 1
ö9ai Toiq ^vovxfoK; Emped. A 86 (168, (84, 28) jifj 6uvaö9ai rfjv irupäv äy&\\iai
37. 169,40) Xuircioeai iv:\ Toi? uapoOai 15 [Demokr.] B 300, 19 (445, 1).
"hrasym. Bl (577,10) XuTtcÖMevoc; ^q)' motvt^tk; Thal. A 1 (3, 30) 3 (7, 10).
olöiv ouK €X€i Demokr. B231 (426,10). Vgl. XfGo?.
Vgl. Kvwi]. M<iTO^. jidfOK; (jiavreiieTOi) Herakl. B
XuTTri (opp. r|6ovti) erkl. Diog. A19 (331, 14 (64, 19) jixdTOi 60 B 6 (459, 35. 38)
30) = aioBrion f\ ^ct aioöiiocu)^ Em- 20 Verkehr mit ihnen Pythag. Emped.
ped. (u. Anaxag.?) A86 (169, 42) näöo Demokr. 21 A 14 (155, 22 ff.) Demokr.
aiaQT\ai<i nerä Xuirrj^ Anaxag. (169, 47) A 1 (350, 16) ^ 2 (352, 47] 16 (354,
46 A 92 (310, 31) vgl. A 94 (311, 9 ff.) — 28) 40 (360, 7) [Demokr.] B 299 (439,
KoO' eauTÖv KaTanerreiv Pythagor. D 6 18) (Pythag.) B 300, 2 (440, 13. 16) vgl.
(285, 7) Xunnv döcönorov . . . XotiöMwi 25 B 300, 13 (442, 35 ff.) Protag. A 2 (527,
tKKpoue Demokr. B 290 (437, 16) i^6o- 20) Anaxarch. A 2 (454, 37) Epim.
vf|v q)€OT€ tjtk; Xuiniv t{kt€i Solon Orph. Pythag. OstaneB ind^oi 55 B 300,
73» 3 (521, 6) vgl. XuTTTiMa — XOnai 12 (442, 28. 30).
öpoj KOK{a(; Demokr. A 166 ^383, 37) nala Demokr. B 246 (428, 22).
ri&ova\ ßpaxeiat, Xönm iroXXat B 235 30 *^d6T] .. q>peva^ auSei Emped. B 17,
(427, 6) TToXXd? Xuirai;, öXito tcx eiiöri- 14 (178, 11).
XeovTo B 276 (434, 11) ftoKoOvra Xunaq m derma. TTcpi naeimdrwv Tit. Protag.
dfcoeai i^6ovd(; KTÖoeai Antipb. B 49 AI (526, 27) B 7 (538, 18) Archyt. B 3
(598, 20) dKoXoueoöoiv aOraT«; (sc. TaT< (262, 3) vgl. luaeimaTiKdc. toOto xot
VjöovalO XOirai xm udvoi (598, 26) 35 juaSninaTa {■janerpla, dpi9|Lio(, atpaipiKd,
Trdvxa . . . ävan^naftiiva Xüiraic; Meya- luuiaiKd) döeXq)€d Archyt. B 1 (2ö8, 11)
Xai(; B 51 (599,25) dist. qppovrfaiv [De- coni. äpiQpioi Pythag. 6» (23, 36) vgl.
mokr.] B 302 (446, 2). Pythagor. B 4 (270, 31] 27 (276, 5) toi
XunrjiLia. irckoai iiöovoi €k |Li€YdXu)v Xu- nepi xd fioGiiiuaxa Archyt. B 1 (258,4)
TOifidxwv Antiph. B 49 (599, 2). 40 Jiaell^axa d. Nausiphan. A 7 (463, 18 ff.)
XuTTTjpd?. kvQa xö i\b6, . . . koi xö Xi>- — xöv dtrö xtüv |Lia9ri|udxuJv Trep;Y>vö-
irripöv Antiph. B 49 ;698, 24). ^evov (Xöyov) Philol. A 29 (239, 23).
Xupa. €v&€Kdxop6€ Ion (?) B 6 (223, 6) jaaGrmaxiKÖq. TTuGatdpeiot (opp.dKOu-
noXivxponoc; dp^ovdi oKuuönep xöEou öiiaxiKdi;) 8, 2 (29, 32) v. Bion (466, 16)
xm Xupri«; Herakl. B 51 (69, IG) vgl. 45 dpie|i6<; Pythagor. B 9 (272, 20) 10
Skythin. 12 C 3 (86, 14 ff.) Mouöuiv (272,28) vgl. 13 (272,47) Hcpi ^aQn-
Xupa TTX€id<; Pythagor. C 2 (279, 24) MaTiKfi<; Tit. Archyt. B 1 (257, 41) TT.
AüpaGestim Demokr. B 14, 3 (391, 12). (ia9imaxiKUJv B 3 ,262, 5) vgl. fiderma.
363 M<Sen<n<;
364
TU |üia8ri|iaTiKii (tjökiito) Demokr. A 1
(361, 3) vgl. A 33 (3Ö7, 36) Timaios 1«
(266, 8) Q€iup^pLaxa Pythag. B 27 (276,
lOj — • ^a9r|MaTlK6v fxkfiQo<; Tpixf|i
biaarav (b/) rexpAbi Philol. A 12 (235, 8) 5
nepi eeOüv bia tOüv h, ei6ujv övaöiSd-
öK€i (Piaton) Philol. B 19 (246,14) m«-
örjjiOTiKa öx'lMOTa = öxeped Pytha-
gor. 32 A15 (237,9) lioö. (Tu)|iaTa opp.
aiaeriTOt 45 B 22 274, 34 vgl. 21) tö iö
|ur)XO(viKä raüc, *naQr]naxiKaic, npoöxpn-
öoiiuievoc äpxa^ |Li€0i()66uö€ Archyt. A 1
(250, 40).
|LioiOiiai<; coni. öti/tg cikoi^ Herakl. B55
(69, 28) i'i |u. ^Eept<4?^€Tai (koXo xPn- I6
liara) opp. aiTÖinaxa Kapnoörai De-
mokr. B 182 (419,8) d9UT|(; k<; n&Q^aiv
uiv xpn B 85 (403, 18) Tä<; öpöu)^ t»vo-
ILieva? t»couö(u)<; Ö€tv x^veööai Pytha-
gor. D 6 (284, 40. 44). 20
|j a Ö rj T 1^ (;. ^Qryrai (tuiv Juiimv) Demokr.
B 154 (412, 16) vgl. A 151 (381, 1).
|ua(v€<J6ai Herakl. B 5 i62, 16) Stciui
luafvovrai coni. XTivaiZooöiv B16 (65, 2)
|Lla»vo^evuJt öröinaTi B 92 (75, 18) Nef- 25
K€V Emped. B 115, 14 (207, 20) moivö-
jievoi =ö öu>q)povoOvTe^ Dialex. 5, 1
(644, 5 vgl. 17 ff.) ^|LidvnM€v opp, kaw~
^ppovoOMCv Thrasym. B,l (677, 8].
fidtcap. änb hükAqwv ä\6\r]aQai Em- .30
ped. B 115, 6 (207, 12) 8€üjv |uaK<iptüv
B 131, 4 (212, 4) a\ fxaKolpujv vf^ooi =
1^ ÖKpÖTroXK T*v . . . önßoiv [Parm.]
B 23 (125. 26) = tiXior, koI oeXi^vn
Pythagor. C 4 (280, 16). 36
l^aKapfZeiv. töv T€T6X€UTr)KÖTa inaKa-
ptZc ChUon 73» 3 (521, 22) ^aKap(-
Zeiv ^ujuTÖv Demokr. B 191 (421, 7)
|ur|öeiT0T6 naKapior\i(; avöpiuirov cm
itXoutiui KCl b6'E.Y]\ [Demokr.} B 302 40
(446,22) Tou^ |itaKapiZ;o|jevou<; uirö Tiiiv
öXXduv Demokr. B 191 (421, 1).
uttKopioq Epich. Gn.45 (96, 14) ß(o<;{?)
Antiph. B 61 (599, 28).
•jtidtKeXov). maceries (c) kttere fabrieata, 45
« lapide Demokr. B 28 (396, 26).
jaaKpafujv. ßi'oio Emped. B 115,5 (207,
11).
jiOKpö?. ÖTTvo^ Epira. B 1 (494, 14) X6-
•fo^ (rbetor.) Protag. A 7 (629, 12) vgl.
A 26 (634, 83. 535, 1) Nausiphan. B 2
(466, 28) bia tu) juaKpu) röttu) opp.
)H6(ovo^ Archyt. B 1 (260, 17) laaxpn
6&6(; Demokr. B 230 (426, 8) XOttoi
(/iOKpaO opp. ßpax€iai B 235 (427, 6)
lnaKpf^ioi . . . i)lZai<^ Emped. B 54 (189,
26) öevftpea B 72 (193, 22) (^Xaia<;:i B
79 (195, 9) — juaKpüx; Kai ßpaxuT6piu<;
ßnöevro Dialex. 5, 12 (645, 7} öpov,
fitviuffKCiv \iai}cp6rara Antiph. Bl (691,
18) — jui^KtOTOv . . . TtXoöTov Emped.
B 129, 2 (211, 16) €Ttl TÖ MTIKIÖTOV KOI
^XdxiffTov Hippokr. 12 C 1 (81, 14) km
TÖ fuaKpÖTOTov (81, 15).
nika. ciKf^i ^dXa Xenophan. B 2, 13
(46, 6) €u txaXa itoXXujv Herakl. B 35
(67,18) iroXXä fidXa Parm. B 8, 3,(118,
40) lidiXa Trdvxa Emped. B 110, 3 (204, 2)
Tf^Xe ludXa Parm. B 8, 28 (120, 7) MiiXa
XuYpd Emped. B 22, 8 (181, 21) dp^a-
Xen B 114, 2 (206, 8) xaXenurrspii ndka
Demokr. B 90 (403, 28) — MdXa <piX€i
T(TV€<Jeai B 179 (418, 9).
MöXXov Xenophan. B 2,19 (46, 11)
Archyt. B 1 (259, 18) [vielmehr) Herakl.
B 20 (65, 16) noXXüJi |iäXXov Anaxag.
B 13 (320, 2) TToXü ^aXXov (m. Genet.)
Demokr. B 244 (428, 11) möXXov m.
Genet. Anaxag. B 16 (320, 28) Demokr.
B 264 (432, 8. 9) (iäXXov n Herakl. B 43
(68, 16) Demokr. B 187 (419, 18) 257
(431, 4) 265 (432, 1 4) Krit. B 42 (626,14;
lieber als Herakl. B 9 (63, 8 doch vgl.
Anm.) vgl. Demokr. B 118 (407,8) |uri
(ou) näXXov Tj B 156 (413, 11) vgl. unten
Z.45. fiäXXov evotpemov Emped. B 91,1
(198, 4) dvdtioi, dvaKii6ee<; Demokr.
B 254 (430, 9) ertapKia ^äkXov Em-
ped. B22, 4 (181, 17) dv6puj6eaT6poi
KOI Xaxvi^€VT€<; juaXXov B 67, 3 (193, 8)
— oufte Ti Tf\i iLtdXXov (sc. cov) . . .
oi»6e Tt xeiporepov Parm. B 8,23 (120, 2)
opp. t^<jöov B 8, 48 (121, 9) ixr\bkv fx»X-
Xov TOiouTov f\ tojoOtov elvai (ox^l^o)
Demokr. A 38 (359,41).
^dAioTtt Herakl. B 72 (72, 20)
365
fxavTeCa
366
! Herakl.] B 129 (80, 1 6) Emped. B 105, 2
,202, 18) Akusil.B21 (615,17) Demokr.
B 179 (418, 8i 232 (426, 18) 264 (432, 11}
277 (434,17) Gorg. B 6 (557,18) Krit.
B 87 (624,29) el kci tu MciXiOTa tuxoi
TeT6\eö)uevov eiiruiv Xenophan. B 34, 3
(52, 1) \or\ auvepKupöe n&KiOxa Em-
ped. B 98, 1 (199, 31) ^xöpa • . . M<i-
XiöTo B 22, 6 (181, 19) travroduv nd-
Xiöxa (joqpdiv . . fp^iuv B 129, 3 (211,
16) ^dXiöTa TUiv dvuOTiöv Sareicreai
Demokr. B 279 (435, 18).
fiaXaKÖ!;. luaXaKoiöi Xoyoiöi Partn. B
1, 15 (114, 21) ^v kXivtii MoAaKt^i Xe-
nophan. B 22, 2 (50, 8) — nr\ tu \ia-
XaKo jbiujoo opp. Tct öKXiipd Epich. Qc.
37 (95, 17j fiweaQai ck jiaXaKiiiv okKy]-
pöv Emped. B 92 (198, 9 vgl. 8) iua-
XoKÖv TÖ luavöv opp. öxXripdv Demokr.
A 135 (375, 25 ff.) fioXaKo/repov töv
juöXußöov Toö öi&Tipou (375, 31). Vgl.
^ioXeoKÖ^.
fiaXoKÖTriQ Y^urrrr]!; Alkm. A 9 (101,
37) Diog. A 22 (332, 16).
luaXdxr]. ieptuTarov (puXXov Pythagor.
C 2 (279, 26) äfaQi] ßpwefivai 68 A 5
(493. 2).
luaXeoxö(;. t6 (TKXripöv jnaXBoKÖv u.
umgek. Meliss. B 8 (148, 2).
judXKioq. 'congdaius' (Amaichius) He-
kat. B 2 (459, 9).
|üiav9dv6iv. |udv6av€ fööSa^} Parm. B
8, 52 (121. 13) uaer.aeai B 1, 31 (115,
1 Sj ^d6oi€v ifpanxnara, fiouöiKiiv, äfw-
vinv, aibeloeai) Demokr. B179 (418, 7]
|Lia66vTe(; Krit. B 44 (626, 87) dßpo
öuvat; ^a96vT€<; Xenophan. B 3, 1 (46,
16) Koö' '0|Liripov fiEfiaöi^Kaöi B 10
(48, 11) m. Inf. |ideov Emped. B 35, 14
(186, 7) ndee Demokr. B 244 (428, 11)
MendenKC Emped. B 17. 9 (178, 6) =
■26,8 ;183, 6). . , ., ...._.
)uav6dv€iv dist (pOctv 2x€»v Epich.
Gn. 40 (96, 2) dist. Euvilvai Prodik.
A 16 (666, 3 ff.) t6 juiaöev rrdp dXXij;
KCl dXXoTpfai opp. ^ERjp€v {bi aurau-
Tov) Arohyt. B 3 (262, 0 ff.) vgl. out
auTÖq €upeiv oÖt€ trop' dXXou liaBeiv
Platon Phaidou 99 c ('>^ 85 c) dnb ved-
TJiToc; dpHo^evouc 6ei >iav9dv€iv Pro-
tag. B 3 (537, 20) opp. itaQCiv (De-
mokr ] B 302 (445. 28) - ovbk Ma-
5 e6vT€(; YivoiöKouaiv Herakl. B 17 (66, 8)
luavedvciv rdtaedv Epich. (?) B 3 (91, B)
XÖYOv pLY] luaedvTCi; ZOuöt Kord Xd^ov
Demokr. B 53 (400, 9] oure tcxvti outc
oocpdi ecpiKTov, f]v ^Y] |idOy]i Tiq B59
10 (401, 2).
ixavirn diät, fivoia Kleobul. 73* 3 (520,
19) dist. epuu(; Prodik. B7 (572,9) diät.
oiü<ppoöuvr| Dialex. 6, 7 (644, 20; jxa-
vi't]v diT0Tp6ti;aT€ f^uKjarii; Emped. B
ir. 4, 1 (174, 10) Entstehung ifuror) Em-
ped. A 98 (172, 47 ff.) ncpi Movirj^ (De-
mokr.) C 3 (447, 36) — Totq koto |ua-
v(av TTpoöfritTToixJi lüftoiuKjeai {ra övra)
Anaxarch. A 16 (457, 28).
20 |iaviK6(;. rriv x^ipa Kivelv fiaviKÖv Chi-
lon 73a 3 (621, 29).
laavd^. bid toö ^avoö Km nuKvoO ^a-
v€pöv oTi €öTi Kcvdv Xutho8 (220, 14 ff.)
TÖ inavov Kol Xeirröv 0€p|a6v (= al0rjpl
25 opp. iruKvöv Koi n(x%v Anaxag. A 70
(307, 14) = 65 A 136 (375, 3) MoXaKÖv
TÖ navdv Demokr. (376, 26) (Ziüia; 6(f
€öu) jiiev nuKvd, xd b' €kto9i ^avd rve-
■nrrjYe Emped. B 75, 1 (194, 6) ü&v navd
30 KOI dpaid K&jai xd öToixcto opp. Tn;Kvä
A 86 (168, 47) tö ni^a Zluiiov a|bia tu)»
inavtiüi (sc. dipi) Kcri töv tcukvöv cXkciv,
TÖ bk mKpöv auTÖv TÖV fxavöv Anaxag.
A 92 (310, 42) TÖ mxvöv koi dnaXöv
3.5 (tXu>ttti(;) Diog. A 19 (331, 13). Vgl.
^av6Trl<;, fnavoOv, Mdvujaif;, TniKvd<;,
truKvoOv, ttukvuuök;.
fiCvÖTr]^ opp. injKvdTr]<; (d€po<;) Ana-
ximen. A 5 (18, 12. 21) B 1 (21, 10)
AO vgl. Idaios (?) (327, 39) coni. dTraXdTi^
(•fXiuTTriq) Alkm. A 5 (101, 22). Vgl.
. liavpöv, ^avüc,.
^avoOv passiv, opp iruKvoO<J9ai (d^jp)
Diog. A 6 (329, 13) ncfv'ou|U€vov (töv
45 depa) öZciv Anaxag. A 92 (310, 42).
Vgl. Movd^, |aav6Tri(;.
fiavTcia bekämpft Xenophan. A 63
(44, 9. 11) (erkl.) Herakl. A 20 (61, 8 ff.).
367 navTciov 368
MavT€töv Plor. Orph. B 15» (478,27) 107 (77, 8) dKpißeöT€poi B 101» (76,
ot-acla Antiph. B 79 (604, 2) — tö ^v 10) ^eubOn^ . . . MdpTupo<; B 28 (66, 16).
AeXqpoTi; Herakl. B 93 (75, 17) = re- inaaröi;. unö toOc hoötouc; (q)Aeße^)
TpaKTu^ = äpiaovCa Pythagor. C 4 Diog. B 6 (339, 2) f^vvriGev km töv
(280, 17). * 6 iLiaöTÖv q)ep€(j9aj (tö e|ußpuov) Demokr.
|LiavTeu€oeai Herakl. B 14 '64, 18. 20) A 144 (380, 9).
|navT€ÜöaiTO (q)p€0() Eraped. B 16, 1 \i(xo\&\r\. Otto rriv \xaaystKy\yf (qpXeßec;)
(177, 5) irepi tOuv yetovÖtidv Epiin.B4 Diog. B 6 (337, 19).
"(495, 11). fiaTaioTTOvelv. juaraioirovel Demokr.
^avTiKt] defin. Hippokr. 12 C 1 (83, lo B 62 (400, 8).
35) = dv9puJTC0u (ppovfuou eiiftiö)i6^ judraio^. juaTa{u;i;Einped.B39,2 (187,5).
Antiph. A 9 (591, 8) coni. [nouötKii, judTtiv opp. eK Xöyou kdi utt' dvaTK»]^
iatpiKii Pythagor. D 1 (282, 4) vatir- Leuk. B 2 (360, 5).
cinationes Antiph. B 79 (604,2). ladxaipa. KaKoepxdv, eivo6(r]v Emped. (?)
judvTt?. |üidvT€i(; diät. 0|ivoTr6Xoi (Sta- 16 B 164b (217, 22) |ixaxa(panTöp |uif| öxa-
dium d. Seelenwanderung) Emped. B Xeueiv Pythagor. C 6 (281, 23. 32)
146, 1 (216, 26} coni. 0€oX6yoi Philol. ju(4xaipa t€|hv€i, Vi öiaßoXfj x[up{Z€:i tpi-
B 14 (245, 16) TÖ Y^TOVO^ emOTriTÖv Xou<; [Demokr.] B 302 (446, 7; — oi
r\b\-[ Kai Toi^ luiuvTCöiv Epim. B 4 (495, ec, Tot^ luaxaipaq öpouovre^ Demokr.
10;. 20 B 228 (426, 22).
InavToauvr]. iitavToöuveiuv Kcxpim^voi ludxcööai (uirep toO vÖ|liou) Herakl.
Emped. B 112, 10 (206, 17). B 44 (68, 16) GumOüi B 85 (74, 18) De-
fiävwaic, opp. mjKVWOi^ Anaximen. A6 mokr. B 236 (427, 10) qppovt^aei xuxil
(18, 20) Hippas. 7 (30, 43) Herakl. A 6 Mdxexai B 119 (407, 24).
(68,9) Archsl. A 7 (324,39). 25M(5xn ©eÄv Pherekyd. A 11 (607,13}
fjapa(v€tv. ^apaivo)Li€Vou^ KOjidToiöiv B 4 (508, 20flf.) — |udxa<; bieueiv Xe-
■Emped.] B 166, 3 (218, 6) dveeuiv nophan. B 1, 21 (45, 9).
Tpöiroii i^apaivovTi Hipparch. 55 C 7 me^aXoTKiri. euoYKi'r) döqpaXecfTepov
(449, 24). Tf^q M. Demokr. B 3 (386, 20).
fiapY« (veiv. amc, em cpopuxüJt .uapYctf- 30 |LieYCiXoYvu»|Liiuv. tö |u. bei (Gorg.) Krit.
vouöiv Demokr. B 147 (411, S}. Thukydid. 81 A 17 (612, 7).
lidpYoq. oi'6|jaTi Emped. B 100,7 (20O, .u6YO^<^öu)po<;. Tiixi Demokr. B 176
21). ' (417, 16).
|Liap|uaplTi? [Demokr.] B 300, 2 (440, |ueYaXoq)po0Üvr] d. Herakl. A 1 (66,6)
16): 35 KtVuJvoc; Krit. B 8, 1 (616, 14).
fiapiLiapuYn Apollon. Rhod., döTrip |üi€YaXöq)pwv v. Herakl. A 1 (64, 16]
Musaios B 17 (487, 11). v. Parm. (Timon) A 1 (106, 7) ^€YaX6-
|iidpirT€«v. Y^""*^ • • T^UKU >xdpTrre Em- q)pova xai dv6p€lov v. Periklea Protag.
ped. B 90, 1 (198, 1) uapniwai . . qpdp- B 9 (640, 6).
nam xepöfv B 23, 3 (182, 1). 40 M^Ya^oii/uxCn Demokr. B 46 (399, 18).
fiopTupeiv. (pdTir; airrotoiv |LiopTup€i jucYapov. ev |aeY«poiöi Emped. B137, 4
Herakl. B 34 (67, 16) med. jiCipTupe- (214, 4).
övTai u»^ Philol. B 14 (246, 16). |U€yo(<; nach Ausdehnung. pLeyav ov-
MOpTupfd Plur. Rhetor. 74 A 26 (634, pavdv Orph. B 13 (478, 10) Emped.
22). tö B 41 (187, 18) öfxßpov B 60 (189, 6)
lnapTsjptpv Plur. Gorg. B 6 (567,25). ödKTuXov Diög. B 6 (337,21) öcöjlhIw
iLidpTU?. 9i)K dYOÖöq cauT&i Krit. B 44 Parm. B 8, 26 (120, 6) kiiX{kujv
(626, 29) KaKo{ (öqpöaXMOi) Herakl. B B 33 (623, 17 vgl. 19) MeYoXri edXarra
369
M€ira<;
370
26 B 1 (225, 36. 38) napä ttiv liCToXriv
(sc. (pXeßa) Diog.B 6 (338,15) |i€Y<iAai
:338, 11) vgl. liefiöTTi, \iifiara\ (338, 2.
337, 11. 17) Meto dtfxu Emped.B 112, 1
(205, 8) (pdpoi; coni. ko\6v Pherekyd B 2
(508,8) olKi'a iroXXd t€ koi \i€faKa (508, 4)
(6 dnp) M6Ta com. ioxupöv u, a. Diog.
B 8 (339, 20) M6Ta N€iko<; . . . iepeqpen
Emped. B 30, 1 (184, 18) eupkpOK;
Parm. B 1, 13 (114, 19) — tAi^ac; bid-
KoöMot; Tit. Leuk. B 1 (349, 29) De-
mokr. A 33 (357, 21) = B 4'» (387, 4)
vgl. B 0= (384, 31) tAiftxt, U-^oc^ Tit.
Protag. B 3 (637, 18) Mey^Xn rlxvrj
Tit. Thrasym. B 3 (578, 4) — ehe
6\(fov laeiZiiüv ehe ... eK&aawv (Xöujv
öuveKupöe) Emped.B 98, 4 (200,1) vgl.
Kaxd ineiZov iiiloje-ro Emped. B 59, 1
(190, 18) neilo\e<i öpoi opp. |li€iou<;
Archyt. B 2 (261, 20 vgl. 17. 262, 1)
&idöTTiiua opp. |ii€iov (261, 18. 262, 2)
TÖ öl' ö2€iäv Philol. B 6 (241, 16) —
Ö0a fe ifuxnv 6X€«i koi iiellw xai
kXaaauj Anaxag. B 12 (318, 16) — Icmt.
Tiix; ixe-^Oikwc, tüuv i};69U)v Archyt. B 1
(259, 6) vgl. (260, 2) ineT« (pQe-j^aaQai
coni. oSu (259, 14) vgl. (260, 6) — nach
Bedeutung, nkfaq dyaiv Antiph. B
49 (598, 16) McTdXoi Qeoi Mus. B 20
(488, 1) iTÖvwv KOI iftpuiTUiv Antiph.
B 49 (599, 3) kivöuvouc; Demokr. B
276 (434, 11) V<5mou(; Antiph. ß 44
(597, 15) (d Ö€Kd<;) ^crdXa Philol. B
11 (243, 4) ♦KOKecrru» Demokr. B 182
(419, 6) iLierapoXiiv Antiph. B 61 (602,
12) T^pH»i6<; Demokr. ß 194 (421, 17;
X<maic, Antiph. B 51 (599,26) vgl.
Xummdxujv B 49 (599,2) Kivii<Jia<; De-
mokr. B 191 (420, 11) vgl. öiaOTTifadTUJv
(420,12) xpJ^Md Ti Emped. B 113,1
(205, 21) ö^^€la Diog. B 4 (335, 18)
epfa Demokr. B 250 (429, 0) xd nap€-
övxa Koi uirdpxovxa jietdXa xai ZrjXuJxd
B 191 (420, 1») — ovi6ev Ixwv jiIt«
coni. irepirrdv, aenvöv (6 ß(o<;) An-
tiph. B 51 (599,24) xd ne-fdXa kot
Xa^^pd Demokr. B 167 (413, 18) ne-
fäXa ^TT"dv opp. iniKpd bibövai [De-
mokr.] B 302 (446, 10, enl xoi<; ne-fd-
XoK opp. ö|LiiKpot(; (dvidxai) Krit. B 42
(826, 14) — nifa m. Inf. Demokr. B
42 (399, 11) yiifa ftuvavxai B 95 (404, 0)
5 &iaq>Ep€t (ieTCt M€v ou, dXX' oioxc Diog,
B 5 (336, 10) juetdXa ßXaTrroudi De-
mokr. B 113 (406, 10) vgl. lox^ci \ie-
YiöTov Anaxag. B 12 (318,16)— fiet'
dMf(vuiv Mus. B 4 (485, 1) ixif' eXc»-
10 qjpov Parm. B 8,57 (122,1) meto v»i-
nio<; Emped. B 137, 2 (213, 36) n6poi
|aerov6<; nelo\a<; [xolpaq Xa-fxdvou(Ti
, Herakl. B 25 (66, 6) vgl. \xeiZw imoipav
Demokr. B 258 (431, 7) u. ixelovec,
15 opeEeic; \xe.lovaq €v6efa<; Troicöffiv B 219
(424, 18. 19) iLie-fiöToc;. Oebq ev re
Oeoia« KOI dv9pa>itoi(Ti lueyioxo^ Xeno-
phan. B 23, 1 (50, 16) dpexri pLerfioTX]
Herakl. B 112 (77, 49) tteiSoOc; ä^a-
20 HiTÖc; Emped. B 133, 2 (212, 11) 6p-
euMTK; Demokr. B 2.52 (429, 18; iroXi-
xiKnv xexvnv B 157 (413, 17j . . . a.peri\q
[lefiairyv inexexei luoipav 6 älla(; rixc^
HCft'öxac; xdfAvujv B 263 (432, 6. 6)
25 |Li€YiöTov (mOöo^) Emped. B 128, 9
(211, 8) oriiiietov Meliss. B 8 (147, 6)
uapdrreXiia Demokr. B 208 (423, 10)
xö \iifioxov xujv . . . dTaÖdJv Thrasym.
B 8 (579, 1) xd Koxd xriv nöXiv xpeOuv
30 xu)v Xomwv |i€Yi<Jxa i^YCiöGai Demokr.
ß 252 (429, 16/ (xAv öu|nq)opü)v) xd
lncYiaxo |LiTi Qe<uv epya etvai kxX. Thra-
sym. B 1 (576, 24) CK iTdvxu)v xd ^e-
fiaxa . . . (Tuv9et<; Hippias B 6 (584,
35 22) TTcpi xuiv fxe-fiaxiuv oujißoXXai^cea
Herakl. B 47 (09, 1) ^aOr^xd? ev xoi<;
yieyaroKi Demokr. B 154 (412, 16).
Doxographie. |ieYOi MH<pöv: dp-
xa{ Alkm. A 3 (101, 1) = 45 B 5 ^271,
40 34) xö dircipov ck fiexdXou koi (iiKpoO
Piaton 45 B 13 (272,45) ouxe xi ixeiZov
ouxe XI ßaiöxepov (xö e6v) Parm. B
8, 44 (121, 6) oux' äv diröXoixo ouxe
fietJIov y(voixo (xö öv) Meliss. B 7 (145,4)
45 el . . . aXXu»i övxt -npoafivono, ovbev
dv ^eIZ;ov iroinöeiev Zenon B 2 (133,
23) voC^ äjLioioq Kai 6 ^e^l^i^v koi ö
eXdxTwv Anaxag. B 12 ;319, 10) «aai
371 ^cTceo^
372
luoipai ToO T€ .ueta^ou kolx toö ajui-
Kpoö . . . TiLv äwoKpivofievuJv i'öa 'n\f\-
9oq ^v Toii; |Li€iZoa( t€. koi ^Xdcröocri
B 6 (316, 10. 16) idrip, alQ^p) luepaTa
eveoTi ev toic; auKTracfi Kai TiXriOci koi 5
lieYeöei B 1 (314, 1) — Begriff, fieya
luiKpöv TuuuTO Herakl. b. Luk, 12 C ö
(86, 41) irpöc; ^auxo ckoötov koi }iifa
Kot <j|uiKpov Anaxag. B 3 (314, 19)
TÖ aüiTÖ Kai \iiZov Kai \if\iov ktA. Dia- lo
lex. 6, 3 f644, 10) ei iroXXd eaxiv,
äva^Kri aCiTO juiKpct t€ elvai koI juie^aXa
. . . i^eToXa ujöre äireipa tivai Zenon
B 1 (133, 18. 14) ToO iLteYctXou dei
eöTi fx^lo\ Anaxag. B 3 (314, 18) to 15
txifiaxov ftoKoOv cttro tivo; ÜeKpiQx]
eauTOö fxdZovo<i (314, 10) — arithm.
6 ToO |aei2ovo<; \6foc, (Speusipp. nach)
Philol. A 13 (23Ö, 41) — vikoi tüil
Tiööovi Kai ßeßaiuji to neiZov xfjc; eX- 20
it{6o^ Demokr. B 176 (417, 16) laiicpai
xdpiT€(; cv KOipiui ^ifxaxai B 94 (404, 7
— Tet ijLe.faXa tüjv juexaXujv diKOuciv,)
Tot |ueY<iXa luäXXov aiö8dveöeai Anaxag.
A 92 (310, 39. 43). ^i^aq eviauT6<; s. 25
eviauTo^, nifOL k€v6v s. Kevdq. Vgl.
|LiiKp6(;.
(LieYeSo^. tu»i uev |.i6Ye0ei aircipov, Tal<;
bk uepi auTÖv (otepa) koiöttiöiv u»pi-
öuevov Anaximen. A 6 (18, 23) to kotcx 30
|ueT€6o<; air€ipov Zenon B 1 (133, 3)
ILiiKpä ixkv ÄOT€ /jf{ ex^iv intY^^o^, |ix€-
Y<xXa bk uxne aircipa (tö ixi-x^Qo<;) elvai
(133, 18. 19) (tö äv) tö iiifedoi; aitei-
pov dei xpn tlvoi lnif(.Qoc, oü tö 6ia- 35
ototöv, dXXä TÖ 5/apjia aÜTÖ Tf,«; uiro-
öTdöeuuc;) Melis«. B 3 (144, 6) vgl. B
10 (149, 4. 7) ^e•f»öTa . . . koi nXiiGei
Kai ^6Y^^El Anaxag. B 1 (314, 8) ^e-
f€do<i TÖ 6v Kai €1 lueY^öo^ mufiaTiKÖv 40
Zenon A 21 (130, 15) dv<4YKn ti ^^•
Y€eo<; ducpc«; elvai A 22 (130, 41) el
Pii] €Xoi iiteYtöo«; tö ov, oub' dv eirj,
el öt eOTiv, dvaYKri eKaöTOv iliIy^ÖÖ^ ti
exeiv Kol uaxo? B 1 (133, 5 ff. vgl, 9) 45
vgl. oi5 fAHTE |aeYe8o<; |a»^T€ Trdxo^ yLr[re
ÖYKO^ . . . oüft' av €ir| toOto (133, 21)
a. B 2 (134, 7) aber oiiöev ex^i ixifeBoc;
(134, 9) jLi6Y60ouq |urjöevö(; 6vto<;, irpoö-
Y€vofievou be [?], ouöev oi6v T€ €i<; laeY^-
0O(; CTtiöoövai (133, 2S f.) el €v cötiv, riToi
1T00ÖV eOTiv T^ avvexic, cotiv r\ nifeQ6<;
coTiv 11 öüjiud cOTiv Gorg. B3 (Ö63, 22 ff.)
— TÖ |ia0)moTiKÖv jueY^eoi; Philol. A
12(235,8) — TÖ öu)p€u6|ii6vov |u^y€0O(;
[Emped.] B 159 (218, 16) — nkfeQoc,
oxf^jua öuvaiiic; (napaXXaYai TU)v irpiu-
TUJV oujiidTiiuv) Ekphant. 1 (265, 31)
öx^lixa, ueY^öoi;, Geöi^, TdHic d. Atome
Leuk. A 14 (346, 13) Demokr. A 135
(375, 15 vgl. 375, 20. 376, 28) jueYeSoc;
KOI oxf\na (ßdpoc; epikureiscL) A 47
(361, 5) ^eY69o<; KCt ö,uiKp6Trj(; . . . ou
itpbc, €T€pov (Demokr.) A 135 (376,
31) — dp^ovla(; |LieY€8o<; Philol. B 6
(241, 14) 6ia TCiv uTcepßoXdv toO jue-
Ye0€O<; (sc. tüjv vi;6<pu)v) Archyt. B 1
(259, 4) vgl. MtYO«; — ^K Tfi<; öixoTo-
iufa<; ÖTOiia troieiv ueYCÖrj Zenon A 22
(130,45) vgl. dTO(J0^ — rhetor. toi^
|n€Y€eeaiv (Taparreiv koi kuk&v) v.
Pythagor. E 2 (292,45).
M€YiOT(j& Emped. B 123, 2 (209, 20\
lucöeiv. Ti^if^q dXXrji; öXXo fjtfeei Emped.
B 17, 28 (179, 6).
ji46 1 |iiv 0 <; Tujv ükfxpwv KOTaneau^v iroiei
H»ö(pov t] oü ; Zenon A 29 ^132, 30).
H€6€opTOi;. rmepai Antiph. B 96 (605,
22).
|H€6e5K Tuiv dpiOfAtüv für \jLlixr\a\.<; (Py-
thagor.) Piaton 46 B 12 (272, 38).
laeSr]. 4EeXuöe ToTe; MtöOK; (tö ^kv toö
oiunaToO Demokr. B 169 (414, S) ev
Tal<; lueBa«; i'iTTOv qppovciv Diog. A 19
(331, 40) — K<iXXi(yT05 dptTf^c ^!iöeö<;
ixiQr\ alurvio^ Piaton nach Orph. B 4
(474, 8).
|i€6i€vai. eiöÖKC x^ipi Mcefji Emped. E
100, 20 ;201, 9).
fie66piov. iJcBdpia q[tiXo(r6q)ou . . . Ka\
noXiTiKoO Prodik. B 6 (572, 4 vgl.
Anm.)
niQv ßyn. oTvo; Xenophan. B 6, 2
(47,8).
iu e 0 u e i V. oiKeTa<; |ue8»5övTa<; )uf| KoXdceiv
Kleobul. 73^ 3 (520, 19).
373
|ii€XoTXoX(o 374
H€9vJoKeiv. 6n6rav jucöuaeni Herftkl,
B 117 (78, 10).
|üi e I T M a ( itacistiscfae Orthographie
(ntyioa). äpaiÖTcpov — Gep^öv, iruicv6-
Tcpov = i|»uxp«5v Parm. A 43 (111,36) 5
TCt lacraEi» (irupcx; ko» YnO ncrfMaTa
olov depo KOI u6wp A 35 (110, 46)
ILieiYMa 'E|Liire6oKA€ouq Koi 'AvaE«|U(iv-
ftpou (?) 46 A 61 (305, 29) xb ^ittMO
(tiXiv OTOixeduv) = k6öho(; Emped. A lo
32 (159, 7) anai Y^vöjuevov töv k6(J|jov
€K Toö n(Tjiato<; Anaxag. A 64 (305,
47) tS ev6? fifTluaTo? aircipa ö|uoiO)Li€pf]
äiTOKpfveaBai B .1 (313, 28) 6tioOv tu»v
iaop{ujv (= 6^olo^€pu»v) eTvai nclfMct 16
o.uoiux; Tü»i iravTC A 45 (303, 4) xb
laetYlia xo xOüv ffTrepjudxujv Emped. B
92 (198, 7) — TtoXXä f-iitinaxa öuppeciv
ev Qa\döar\i Xenophap, A 33 (41, 31).
Vgl. \ilixc,, jaeifvuvai. 20
|u€iYvüvai, pLiayeiv. Veneris cum ger-
mina miscent Parm, B 18, 1 (134, 29)
cdv xk; xOuv fiev (sc. xpiuiadxiuv) cXaxxov
|LiiöYT|i xujv hk nXlov Demokr. A 135
(378, 24) itp\xov{r\\ .ueCEavxc (tpaqpki;) 25
xä iii^v nXeu) aXXa b'kk&aaw Emped.
B 23, 4 (182, 2) — med. ficiTvuoeai
oduiv ol nöpoi (JU|Li^€xpoi irpix; dXXii-
Xou(; Emped. A 87 (171, 20) vgl. eXoiov
KOI ööiup ou liefTvwJSai A 86 (169, 10) 30
B 91 (198, 4) vgl. auch €k jaaXaK&v
OKXripov wöircp xdii Kaxxixepuui |iei-
xBevxa xöv xoXköv B 92 (198, 10) 6i
xouxwv (= xot ^v xioi6e xuii K6a\i\x)\) xi
T^v ex€pov xoO €X€pou . . . oux€ |Li(öY€ö6ai 35
dXXnXoi^ il&uvaxo ouxe kxX. Diog. B 2
(334,14) x6 Iv oux€ |iexaKO<T|biou|u€vov
OUX€ €X€pOlOUti€VOV OUX€ fiifvuiLievov oX-
X(jui Melias. A5 (137 ; 974» 21) — Misch-
uog d. Elemente m<JYO|uevtuv Emped. B 40
36, 7 fl85, S8) = 35, 16 (186, 9) vgl.
20 A 6 (188; 975»» 11) mx^vxa 21 B
9, 1 (175, 20; ^(5l(; X€ öwiUaHi«; x€ \ii-
Y€vxujv B 8, 3 (175, 17) vgl. ^^(<JY6To
6a{|uovi ftaijutuv (NcIko^, <l>iX6Tri(;) B 45
59,1 (190, 18) irctvxa 6|lioö xä ovxa
)Li€Mtx6ai irpöxcpov irptv &iaKpi0f^vai
Anaxag. A 46 (303, 23) vouq neinctxxai
ouftcvi xpill^ciTf €1 jifj »fäp €q)' cauxoö
fiv, otXXd xeuji €|ae)U€iKxo aXXiui, |n€xet-
X€v dv dixdvxwv ... B 12 (318, 7. 9.
10) vgl. voOv KaGapöv koi ÜKpaxov ev
jie,ue>Y)nevoi<; iräai "xdxc, oXXok; A 15
(297, 21) voöv . . . |Li€|iieiYMeva xd öu^-
Travxix ?)iaKOö|ufiaai A 46 (304, 18) vgl.
öumaeiYvuvai — (Xö^oc;) p€itvt5|üi€voq
ILietdXuji (sc. i\\{\ui] )niKpoi<; xe (pdcööi
Kleanth. heraklitia. 12 C 4 (86, 34) —
apöcvi 9f)Xu Miftiv (= |utY<^vai) Parm.
B 12, 5 (123, 22) |Li6|Li€iT|ueva xfji jiev
dir' dvbpüJv, if\\ hk TwvaiKoqpuft Em-
ped. B 61, 3 (191, 12) — 6ooi(; \aa
KOI irapairXT^aia jufuciKxai . . ., xoüxoü(;
q)povi|Liun-dxou<; Emped. A 86 (168, 44;
ou iieiTvuaSai xaii; 6(i\ia\c, (bideeöi«;?)
Diog. A 19 (331, 8) (xopriv) fififvu-
^£vrlv xüji ivxö<; dgpi iroietv ai06r]Oiv
(331,11) xdx«<Jxo n€(Yvua8ai (difjp eXd-
Xioxoi;) b. ooqppiiai^ (331, 17) — xp(Tov
(€l6o^) dir' d|Lt(poxepiuv |i€ix6evxujv dp-
xtonepixxov Philol. B 5 (240,20). Vgl.
|U€iKx4(;. öxe<pdva^ laiKxd^ €K <puü-
xö<; KOI (TKÖxoug Parm. A 37 (111, 6)
(Ti|ii<jq)aipiov) |iiKx6v eS depo^ koi öX(-
Tou iTup6<; Emped. A 30 (158, 32) —
ev xoii; fi6iKxoi(; (aus ßapu u. KoOqpov)
Demokr. A 136 (376,22).
|Lie{Xixo<;. oIvO(; Xenophan. B 1, 6 '44.
21).
|Li€ioOv. oeX»^vT|v iroxc juev nXripouiaevTiv.
troxc fee |i€iou|i£vr]v Anaximandr. 11
(14, 11) vgl. Pythagor. B 36 (278, 2)
^EloO(T6at coni. <pe{v€iv opp. auE€06ai
(r&ia) Emped. A 77 a65, 47).
laeCtuv. x6 auxö irpäYiita koi |ueZov koi
|Lif\iov Dialex. 6, 3 (644, 10] — hxh xil»
jiietovo^ (xÖTOu) opp. xuf fxaKpu» Archyt.
B 1 (260, 18) ou |ii€iou<; wöirep x^Xioi
Xenophan. B 3, 4 (46, 19; opoi opp.
Ol |i6(rov€(; Archyt. B 2 (261, 21 vgl.
1 8. 262, 1) 6idoxr)ua |U€lov opp. ^€lZ;ov
(261, 18. 262, 2).
ILieXdxKoupoc;. 'Aödq)€ia Emped. B
122, 4 (209, 12).
lncXoYXoXia des Herakl. A 1 (55,5) C5
375
fxeKawia
376
(87, 3) des Emped. Piaton Sokrates 21
A 17 (156, 4).
|LieXav(a toO viopovc, Anaximandr. 23
(16, 24).
.ue\av6(p9aX^O(; Diog. A 19 (331,27). 5
lueXa^. ävöpe? opp. y^vcTkc^ (vgl. d.
Vasenmalerei) Emped. B 67, 2 (193, 2)
<e«oijq> Xenophan. B 16, 1 (49, 11) —
l^eXav, XcuKÖv 8cheinb9,r Meliss. B 8
(147, 11) XeuKÖv )Li€Xav: äpxal Alkm. 10
A 3 (101, 1) = 46 B 5 (271, 34) vgl.
55 A 135 ;375, 9) vgl. (378, 26) — tö
^xeXav ToO vbaroq Emped. (375,9) vgl.
To'i«; TpO tifewTO^ (n6poK, sc. öqpOaXinoö)
Tct lieXav« fviupiZeiv Emped. A 86 15
(168, 15 vgl. 170, 1) Tct ineXava [öfiixaTa]
•iiXeiov uöoToc; ex^iv Kai bia. toöto . . .
vuKT»wp (ouK öEü ßXeireiv) opp. xh
■fXauKct A 91 (172, 12) danach Diog.
A 19 (331, 27) — jüieXav eine der vier 20
Grundfarben Emped. A 92 (172, 24)
Demokr. A 126 (372, 16) vgl. A 135
(377, 25 ff.) — eveivai tOöi XeuKuii tö
lneXav u. umgek. Anaxag, B 10 (317,
26) iieXav koi Xeujcov (optisches Ex- 25
periment) B 21 (322, 7) — Erklärung
der Farbenerscheinung, tö jueXav tö
TpaxO Demokr. A 126 (372, 17) ck
Tpaxeiüv Kai OKoXiivuiv koi dvoinofiuv
A 135 (377, 36 ff. vgl. 378, 32 ff.) Tnv 3o
TcaxuTriTa toö äepoc, aiTiÖTai -npbq tö
<paiveo9ai lueXav (378, 47) tö fmeXav in
d. Mischfarben (378, lÖff.) - tö ine-
Xav (tpi6o?) Anaximen. A 18 (20, 21)
niger in fundo fluvii eolor eisfat ab 35
umbra Emped. B 94, 1 (198, 24).
|neX€6iiMUJv. |H6X€6)i|iove<; IpYUiv Em-
ped. B 112, 2 (205, 9).
jLieXtiv. KaKoTt; . . . *neX€i . . dmöT€iv
Emped. B 5, 1 (175, 4) |LieX€Ta<; (\xeXe 40
TOi) 6ia (ppovTiöoq eXöeiv B 131, 2
(212, 2) liji OKOToeöCo . . . ööHa |ue|uri-
Xev B132,2 (212,7),'
jueXcTäv. ^eXcTO tö itäv Periandr. 73^3
;523, 15) pcXcTdv xP»1ötÖ(; Pyrrhon 62 46
A 2 (462, 35) jucXeTöv ä ko äKoiar\i<i
Dialex. 9, 3 i648, 17).
HeXcTri opp. (puöii; äfaQr\ Epich.Gn.33
(95, 0) CK |Li€XeTTiq^ nXetou^ f\ q)ü<jeujq
dTaeo{ Krit. B 9 (616, 17) vgl. MeXtTii
TToXuxpoviii = q)uöK Euenos (S. 720
Anra. zu S. 398. 3) nrjöev clvai |i>iT€
T€XVT]V aveu yie\ezr]<i |lii^T€ iieXeTrjv dveu
T€xvn<; Protag. B 10 (540, 10) — KaOa-
pf^iöiv eTTOureuariK; luieXeTritoiv Emped.
B 110, 2 (204, 1) i^jieTepat; ^ahac, , . .
öid (ppovT{ÖO!; cXeeiv B 131, 2 (212,2).
lueXcTTma coni. e9oq Krit. B 6, 1 (615,
10).
liieXi. x^iwpov Xenophan. B 38, 1 (52,
10) Txlovoc, B 1, 10 (44, 25) iovQüsv
OTrov6a^ lneXiToiv Emped. B 128, 7
(211, 1) — |iriT€ fXuKU |LltlT6 UlKpÖV Db-
mokr. A 134 (373, 18) — exwpe dci
T«I»i neXiTi . . . uTiu)? Ti<; (av) bidfoi,
ei TÖ |U€v evTÖi; ineXiTi ßpexoi Demokr.
A29 (357,42 Vgl. d. Vorherg.) in melle
servarent [corpora] A 161 (382, 35).
lueXfn- ev fieXiTiiaiv Mus. B 5 (485, 6).
^eXfKpoTov Pythagor. B 27 (276, 20).
jueXiTTO. TÖv Tfiq |ueX{aar)<; oItov €XOu-
öiv Demokr. B 227 (425, 19).
ILieXXeiv. wollen, sollen, m. Inf. Praes.
TÖv €i)6u|Lieiöeai lueXXovTa Demokr. B 3
(386, 14) m. Inf. Fat. »ieXXei eöcoeot
Parm. B 8, 20 (119, 17) elöi^oeiv De-
mokr. B 264 (432, 10) neXXovToc; €ö€-
oGai Krit. B 32 (623, 13) cjieXXev €(T€-
öeai Anaxag. B 12 (319, 1) cjicXXov
di}*eta0ai Archyt. B 1 (258, 7) — ab-
solut, öeivöv öuviöeiv tö iiieXXov opp.
TÖ fevÖMCvov Pittak. 73» 3 (522, 17) '
Tuq)Xöv TOÖ jLieXXovTQ^ avepumo<; Epim.
B 10 (496, 12) praesensionem rerum
futurarum comprobavit v. Demokr. A
138 (379,22) rrpoönnafveiv Td neXXovTa
Toi^ dvOpiUTTOK; (To ciöu Xa] B 166 (416,1)
— TÖ TcXeiov dfoeöv toO ^cXXovto^
. . . KpeacFov B 295 (438, 7) tu)i t^v-
vuu|i€vu)i KapnOJi Ka\ iieXXovTi B 148
(411, 13) neXXouöav döiKiriv opp. t€-
vojuevtiv B 193 (421, 14) in dTroOoi koi
^eXXoum Toic, xivftijvoi? opp. trapelvai
Antiph. B 56 (601, 6) — ^6XXovTl kot-
€x€öeai (= fcuvovrai?) Philol. B 6
241, 13) — xögem. tö dci jicXXciv otc-
377 M€po<; 378
Xea? noi£i ra? itpr\lia<; Demokr. B 81 iuev, fji bk — touttji öe B 17, 9 ff. (178,
(403, 8) ^v uii 6eiMa{v€i, MeXAei, kv dii 6 ff.) = 26, 8 ff. (183, 5 ff.) m^v oOv —
jueXXci, TCoXXaKK; 6 ... Xp6vo<; äiti- dräp Ka{ Me]i83.B8(147, 7) tOw n^v —
öTp€i}/€ TÖv voOv TU)v ecXrnuoiTUJv . . . dxetp Kai Archyt. B 4 (263, 6) |a€v —
^v TU)i ineXXeiv €v6€X€Tai (koi tö po]) 5 dXXd Diog. B 5 (336, 10) jucv — ju^vTOt
Yev€(j6ai Antiph. B 58 (601, 14 ff.) t( 336,6) ei piv — dre — eiT€ Xenophan.
bf\ra neXXoi . . . ciir^v Thrasym. B 1 B2,l (45,14j bk intendiert: afia (i€v —
677, 9). Ka{ Demokr. B279 (435,15) nev abon-
IxiXoc,. Glied. lueXeiuv <puöi^ Emped. B dierend: Ädirep cv |li€v toi? eXKcai —
63 (192, 11) nach Parm. vgl. unten lo outu)(; ev Tot<; xpHMaöi Demokr. B 281
Z.22MeXeujv€paTÖv6e|ita(;B 62,7 (191, (436,0). Vgl. miv, fte.
•23) dv ßporeiuv lueXetuv . . oykov B imlveiv. toutöv ^v toutuii iiievov (tö
20, 1 (180, 4) enpefuiv B 101, 1 (202, 5) eöv) . . . eMTreöov avQx Mcvei Parm. B
X€Tri6€<; . . . €m arißapoiai lueXcööiv B 8, 29. 30 (120, 8. 9) vgl. ^v xauTwi fi(-
82, 2 (195, 32) ou araaic, ouöe . . 6f^- i» Mvei [Qeoc,] Xenophan. B 26,1 (50, 22)
pi(; . . ^v McXeeööiv B 27» (184, 1) des \xivr\iai (rpirov i^|uap) Kleostrat. B 1
Sphairos? vgl. fieta NdKoq evijUMe- (5(0, 17) — oubev luevei Herakl. A 6
Xeeoaiv kQpe<pQr] B 30, 1 (184, 18) u. (68, 23) xd auxd juevovxa xm q>€p6Meva
MeXeujv (d. Alls = Elemente?) xd bk Zenon A 13 (129, löj t^v fxevevv e. fr\.
T €2e߀ßnK€i B 35, 11 (186, 4) — Sinnes- 20 — Irans. dvepu»Trou<; nevei diroeavövxa?
organ. Kpdöiv lueXeujv iroXuirXaTKXujv aaaa ouk eXTrovxai Herakl. B 27 (66,
Parm. B 16, 1 (124, 12) lueXeiuv tpvaiq 11). Vgl. ^{|LlV€lv.
B 16, 3 (124, 14; — LiecL fuvaiKcduv luevoq. periphrastisch Kaxa(p9i|Lievou H€-
lueXeuJv . . . mbac, Krit. B 1 (613, 14). vo^ dv5p6q Emped. B 111, 9 (204, 20)
|i6|iiHii<;. epwxiKiiv Demokr. B 271 (433, 25 air\c, Xdaiov |Ltevo(; (tevo? Hdss.) B 27,2
14). (183, 23) — döxpuuv OcpMÖv n. Parm.
^^ev. ohne korrespondierendes B 11, 3 (123, 7> dveimuv Emped. B
Glied. KOI [xkv Xenophan. B 37 (52,8) 111, 3 (204, 14) dGepiov Mevo? (d. i.
xö txkv oÖv aatpkt; B 34, 1 (51, 22) aie»^p) B 115, 9 (207, 15). Vgl. bk^a<;.
xoöxo |nev Emped. B 20, 1 (180, 4) vgl. 30 ^evxoi. kqi fievxoi Kai[?) Herakl. B 28
auch Anaxag. B 4 (315, 14) x6 fxkv (66, 14j ou juevxoi T€ Diog. B 5 (336,
Ivunav eirreiv Diog. B 2 (334, 8) yikv 10) |a€v — |iievxoi (336, 7).
Ydp Emped. B 2, 1 (173, 18) aCixd |U€v n^piZeiv. TiXtiff^i xivi incpiZönevoi; (dv-
(Hdv?) d (puaic Philol. B 6 (241, 3) — epu)iTO<;) Demokr. B 32 (398, 2).
fehlt [Philol.] B 21 (248, 10) der Satz 35 |n^pi|Liva. Gedanke. 6oXix6(ppov€<; . . Vik-
mit 6^? Diog. B 6 (339, 7) korrupt? p\\xya\ Emped. B 11, 1 (176, 18) öeiXd
vgl. Anm. — noXXouq \xh/ br\ (xou^ . . . xd x' djißXuvouai vapip-vat, B 2, 2
pky — xoü<; bk) Archyt. B 1 (259, 1) (173, 19) vgl. B 110, 7 (204, 6).
oxi p.kv br\ xo( Archyt. B 1 (261, 1) fi€piö|i6^. «aoxov KaxTjTopiKdi? xe
ia€v b^ Demokr. B 7 (388, 8) ^x€f)i |nev JO iroXXd Xk-^^o^ax Ka\ \xip\ayvSi\ Zenon
vuv B 10 (389, 1) — im zweiten A 21 (130, 18).
(dritten) Glied, oux'ei ... oux' el .. . Mepörj. longis'simus dies Anaximen. A
ouöe M^v ei Xenophan. B 2, 17 (46, 9) 14» (19, 46) n€p\ x&v iv Mepörj! Tit.
out' 'HeXfoio . . . Tu«a ouöe mcv ouö' Demokr. A 33 (358,10) = B 299» (439,
oin«; . . Mevo? Emped. B 27, 2 (183, 28) 45 19).
— n€v — 6e sehr oft — ö<ppo |icv — f^epo«;. iraOpov Zujf^<; )iiepo^ Emped. B
foqppa |i€v ouv . . . irpiv bk Emped. 2, 3 (173, 20) xö xdxu) nepo^ (aOXoO)
B 16, 2. 3 (177, 6. 7) fii m^v — xfli Archyt. B 1 (260, 14 vgl. 1«) <di»> 6
379
^epotj;
380
npüjTO«; opoc, iiTTcpexei toö öcurlpou . .
Hkpei ktX. B 2 (261, 23. 24) ^v . . mc-
p€i KpoT^ouöi Emped. B 17, 29 (179, 6)
= 26, 1 (182, 28) ^v Mepei aiat]<; (182,
24) TTCpl TlIlV KOTCl fiCpO^ Opp. tlCpi 5
Ta<; Ttöv oXiuv <pi5öiO(; Archyt. B 1
(258, 7) — tOj 5Ü0 t»«v oktu; luep^iuv
Äax€ NVi<JTi6o^ aMi1<; Emped. B 96, 2
(199, 18) apejtiia . . . raöra (Elemente)
. . . )Liep€(TOiv B 22, 1 (181, 14) — eoxa- io
Tov luepo«; opp. dpxil Hippokr. 12 C 2
(86, ö) Mepn d. Alls Philol. A 16 237,
20 if.) TOÖ Koöiiou, GupavoO s. d. —
ei äitav 66iup r\ yi\ . . . tröW öv ejioi
nepri Zenon 20 A ö (140; 976» 25) — 15
vmb . . . TUfv KvpwjT&TWv |U€pu)v oTov
öOTtJEjv aapKÜJv iviliv (t6 ancpixa) De-
mokr. A 141 (379, 38) (ev miiaTi) ^oi-
Kiaxa K6Kpä<j9ai rä ötoix€To t&v jae-
pü>v Emped. A 86 (168, 43) tu koiv^i 2o
^ept] (opp. T^ ifetaZovTa) d. Embryo
Demokr. A 143 (380, 1) — olKexaiöiv
iB!; jiepeot toO 0k»iv€O^ xP"^ ciXAuJi irpöi;
aklo Demokr. B 270 (433, 12) — txi-
pea vuxfiq (= juoipai) Hippokr. 12 C 1 2.5
^2, 12).
filpoi}». ßaaiXel*; (|U£p)ö'rrujv Mus. B 13
(486, 26).
M€crT]|i4ßp(a. KeKXiaQai xfiv yf\v irpö^
|H€(Tr]]ußp{av Leuk. A 1 (343, 23) vgl so
^eaimßptvö^ — ouveXauvo|ii6vwv (tiöv
ve<pil)v) Trpö^ |Li€(yr]|Ltßpiav Entstehung v.
Ne{Xou avdßaoK; Demokr. A 99 (368,
29) — npo(: TOic, laearjiißpfaiq erjXea
ßXaöTfjaai Parm. A ö3 (112, 47) npi6- ss
Tout; appevac, npoq dvaToXf]i koi ne-
örilLißpfai yii-xevr\aQai Emped. A 81 (166,
48).
ueöTiiußpivö«;. ^^n^^iÖTJvai tov k6(T|uov
ei<; t6 |LieöT])Lißpivöv aÜToO ji^po^ Diog. iä
Anaxag. A 67 (306, 14) wapcKiteaelv
TT^v Yt^v ei? To >x€ö)i|ußpivu iiipr\ bia
Trjv iy Toi(; fi. dpaiöxr^Ta Lenk. A 27
(348, 16) vgl. Tot ^iccniiLißpivo KeKpaTOi
Demokr. A 96 (368, 1) ex hü guae 45
premü maxime [aol traliit) : haec tneri-
diana sunt Diog. A 18 (330, 40). Vgl.
(i€(Tr]^ßp(a.
imcöööev. |U€aö696v laonoXe? Parm. B
8, 44 (121, 5).
|i^0o<;. 6 6iä liiaov xP<ivo? Antipb. B
58 (601, 16) ev ixkam PhUol. B 6 (241,
18) vgl. unten Z. 12. 23 ff. dv tö fieöov
Xenopban. B 1, 11 (44, 29} ^v piiaoiai
B 1, 7 (44, 22).
dpxtiv, Te\€vvf\v, M€öa Toiv Övtujv
exwv (Z€»5?) Orph. B 6 (474, 20 vgl. 29)
tgXguttj, inGaov, dpxn tov dpiöfiöv txei
TOV ToO iravToc; Pythagor. B 17 (273,
36) — ev \iiaü}\ . . öafjjuiv, r\ irdvra
Kußepväi Parm. B 12,3 (123,20) (eird)
€v . . ^iaT\i <t>tXÖTr]<; öTpoqpdXffY» T^-
vriT«i Emped. B 35, 4 (186, ÄO) lueoov
eivni Tü>v feiacpopujv dpxurv ACkoiov
Xö^ov, Ko9' &v (TUYKpfveTai to ftiriipr,-
neva . . . toOtov MoOffav . . dYopeuu}v(?)
ktX. B 131 (211, 25) (6 K6(y^o?) npEaxo
■fljviaQai änb toO tüieaou . . . 60ti xä
avu> ToO jueffou 0'nr6vavT{uj<; KetVeva
xoK Kctxuj KxA. Philol. B 17 (246, 6 ff.)
TO up&xov dpjLtooOev . . . ev xiüi jueöuii
Täc aqtaipac, ka-da KOtXeiTai B 7 (242,
11) TTÖp €v |it€0u»i itepi TÖ Kevxpov
(d. i. eaxia) A 16 (237, 14 ff.) 17 (237,
27) McaafxaTov itvp A 17 (237, 31) vgl.
TÖ jucöttiTOTov TtaaOuv (so. öTeqpavujv)
öTepcöv Parm. A 37 (111, 8) ff\v ev
txeavji KelöSai A 1 (105, 33) — ouie
Yop i^v TO^I? I^^öo«; ö|L«paXö? ouöe öa-
Xdoöri«; Epim. B 11 (496, 20) — musik.
d iieoaa (A) Philol. B 6 (241, IG ff)
M€öoi Tpi«; TÖi MouöiKdi : dpt6jzr|TiKd,
Ta|i€TpiK<J, üirevavrta Archyt. B 2 (261,
12 ff.) — mathem. 6 nkaoc^ (öpo^ Ar-
chyt. B 2 (261, 24) b6o ixiaaq ävä X6-
Tov XaßeTv Hippokr. v. Ob. 4 (232, 10)
Archyt. A 1 (250, 42) 14 (253, 39 ff)
vgl. A 15 (254, 36ff.). Vgl. ^teo6J^(;,
Aöifo?.
^xeG6rr\<;. dpiOiiinTiiai, ynun€rpiKf{, dp-
ILtoviKii Hippaa. 16 (32, 9) dp^oviK»!
Philol. A 84 (238, 9) «rrd oocpiai =
|i€ö6TnT€?(?) SimoB 2 (268, 6 vgl. Anm.)
vgl. }Jiioo<i XÖToq — Gpaffüjodxoi) XeEic
TTTiTn Tj^<; MCödTTiTo«; Thrasym. B 1
(576, 14).
381
|Lt€TaKO(J|U€iv
382
Hiaaoq 9. |Li€(yo<;.
|L»€öTÖ(; kvcppoavvriq (KpaTrjp) Xenophan.
B 1, 4 (44, 19) ficöTÖv TÖv depo (rdiv
cifcüjAuJv) Demokr. A 78 (366, 7) €m-
xuxir^v äyOüvOi; |a€OTfiv Kai q)povTiöo<;
B 275 (434, 7) (ftpäiua) *|1€(Jtöv "Apcux;
Gorg. B 24 (661, 28).
^|üi€T<i. ncxä 6e daxwischen Parm. B
12, 2 (123, 19) — akkru re koi ilict
äWuiv Herakl. B 121 (79, 4) ipaKOi
ILiera qpaKÜ/v ktX. Demokr. B 164 (415,
4. 6) fier i^eovöiaa^ov B 18 (394, 2)
YpaM/ieiuv <yuveeöiO(; jutra aTrofteiEeiw^
[Demokr.] B 299 (489, 16 vgl. Anm.)
— <t)iX6TTi? M€Ta (var. lect. tv) xoioiv
Emped. B 17, 20 (178, 17) k\iaoo^ivi]v
}xexa. *Toi(Jiv B 17,25 (179, 2) dvaarpe-
opojuai |Li€Td GvriToiq {-(uv Hdss.) B
119, 2 (208, 31; nuuXeOfiai jueToi näai
TeTiMe;vo<; B 112, 5 (205, 12) — ju€ia
T)iv TeXeurnv Demokr. B 297 (438, 14).
WCTOt S. |U€T€tvai.
lacxaßdXXciv. Irans (xö irOp) xo uiro-
Xeiopöev (xf^^ irpuixri^ \rfpaaia<;) biet xt^v
€KKauö;v luexeßoXev Anaximandr. 27
(17, 8) — intrans. xd |uiv iLiepr^ fiexa-
ßdXXeiv, x6 bk ndv duexdßXrjxov clvai
1 (11,39) vgl. xö juev dMCxdßXaxov (xoO
k6(T|uou), xö bk luexaßdXXov eoxi, xö
fiCxaßdXXov dnö rdq acXi^va? M^XP» Ta<;
Tat; iPhilol.j B 21 (247, 23 ff.) xoO dci
|u€xaßdXXovxo(; YCvaxoO opp. xoö dei
öeovxo*; Bei'ou (248, 6) vgl. xö unoffc-
Xr^vov luepoq, ^v uii xd xf\i; <piXo/i€xa-
ßöXou Yevlwux; A 16 (237, 23) — ou
fiexaßdXXeiv oaa ^6xaßdXX€l, el ^r\ ki-
voTxo Anaximen. A 7 18, 36) d? uöwp
^fxaßdXX6lv (u»ip) (19, 4) MetaßdXXov
dvairauexai (sc. x6 itöp) Herakl. B 84
(74, 12) (cTxoixe^a) jiexaßdXXovxa xaxd
xirjv cruTKpicTiv KCl ötaKpiaiv Emped.
A 28 (158, 7) cE (depo^) irvKvouimevou,
MOvou)Lievou, |U€xaßdXXovxo? xolc; trd-
6€(Ti xi\v Tüjv «XXu)v yivcöeai inopqpi^v
Diog. A ö (329, 13) dtrcipo xd Ttdvxa
Kai de, dXX^Xa jiexaßdXXciv (?) Leuk.
A 1 (342, 34) — x^ Otp^tu (so. tv
YJiaiv) ficraßdXXeiv . . . wii o6xiu<; vö-
aov(; €iTiq)€p€iv Hippon A 11 (224, 30 ff.)
auxoü«; fuexaßdXXtiv xfji Kpnffei Koxd
xd irdöri koi xd<; i^Xinfai; Demokr. A
135 (375, 40 vgl. 370, 38) vgl. ^€xaX-
5 Xdxxciv — evjc, dv nexaßdXXuuöiv (ai
qpXeßc«;) €k xuiv öeEitOv eic; xd dpiöxepd
Diog. B 6 (339, 8). Vgl. ^€xaßoX^i,
liexaßXrjxiKo^.
jLtexaßiöOv. xd uOüia ^rr' 6X(tov luexa-
10 ßiOüvai Anaxim&ndr, 30 (17, SO).
nexaßXtjTiKoc. xd^ (ncxußXaxiKöq q>0-
üTioq opp. e€ü^ [Philo!.] B 21 (248, 8).
Vgl. ficxaßuXXtiv, jiexaßoXyj.
|Li6xaßoX»i (depoq) Anaximen. A5 (18,
15 15) vgl. xö euiraöec; Hat €uaXXo(u)xov
xoO depo? £4^ uexaßoXi^v (Diog.) A 5
(329, 18) ficTaßoXfi (öcpjaoO, i};uxpoö,
5»]poO, {»YPO*-*) tiq dXXrjXa Zenon A 1
(127, 5) — xö TTÜv eEuu laexaßoXf^c; Xe-
20 iiophan. A 33 (41, 26} aber laexaßoXfiv
dötdXemxov ev toiq ouai GeujpAv v.
Leuk. A 8 (345, 5) — «uexaßoXrj k6o|uiou
Hippas. 1 (29, 23) Herakl A 5 (58, 11)
KÖa^iuv Xenophan. A 33 (41, 40) Tf|V
25 fi. öööv awj Kaxui töv xe KÖa|iov Y'-
veööai Kox' aCtxVjv Herakl, A 1 (55,24)
exei . . . xdv dpxdv xüc, Kivriöioq xe koi
nexaßo.Kdi; 6 Koffiuoi; . . . cE di&i'ou [Phi-
lol.] B 21 (247, 81) vgl. xö 6e (sc. xoO
30 KÖöiuou) Y€V€<Jio? KQi jjCTaßoXät; opp.
vtij KCl M'^Xd? (248, 8) aber ttoji; &u-
vaxöv aveu Kivrioeiuc; koi |Li6xaßoXvj<;
Yeveoiv clvon xai q>8opdv (ouOev Xe-
•fouöiv) Aristot. v. Pythagor. B 22 (274,
35 30; — oEux^Ti KCl xdxfi (nexoßoXfiq
(9vr)xf^? oiwJi'a«;; aKlbvt]Oi KOt ndXiv
öin-dfE: KxX. Herakl. B 91 (76, 9) ~
(iröiÖ6<;) €.i<; jji€.T;6.\r\v )J6xaßoXf)v ic^vxe?
Antiph. B 61 (602, 18; xai<; xüiv xai-
40 pu)v jJiexaßoXaii; [Demokr.] B 302 (445,
29) — mxwik. ai itXe'Kixai nexaßoXm
. . . ludXioxa xepnouoiv Hippokr. 12
C 1 (84, 27).
M6xd8e0iq övo|idxiüv Demokr. B 26
ib iB95, 25).
H6XaK00)i€iV. (xö ÖV) ... 0UT€ iixExa-
KoöjLieoixo Meliss. B 7 (146, 6) ouöc
nrrcfK0(T|LiT}9fivai dvutrxöv (145, 10; imx;
383 iieraK6anr\ai<;
384
CtV |L»£TOK0<T|LlTje£V TIÖV ^dvTWV 6111 (l^^,
18) €» . . . Ti ifiveto «cpolov, i\br\ av
Kai |i€TaKO{T|Liri0€(T] (145, 16) (tö €v)
oÜT€ M€TaK0(J|iOU|H€VOV ö^dei OÖT€ €T6-
potou|yi€vov €i5€i Meliss. A 5 (137; 974*
20).
ji€TaK6<J|LiT]ffi(;. dafür aia€n;;iKOö|i(Ti
Dewokr. B 138 (409, 22).
|iieTaXo|Lißdv€iv {ffu^q)op«av) opp. <ruv-
aTio\au€4v [Demokr.] B 302 (446, 38).
^CToXXa-fntv fiCToXAoYÜi ndvT€<;Epich.
B 2 (90, 4) — Tf\<; i^Mepaq v. Sonnen-
finsternis (Thal.) 1 A ö (7, 23).
ju€Ta\X(iTT€iv. trans. |ii€TaXXaaoovTa
KcXeueou? Emped. B 115, 8 (207, 14)
intrans. 5 ncToXXdöaet kouttok* cv xau-
Til» inevei Epich. B 2 (90, 6) lueToXXdr-
TCiv V. iiiuxn Demokr. A 135 (374, 44)
vgl. |Li€Taß<4XX€iv — Toü^ ^eTr^XXax6Ta<;
opp. Toü^ Kuvrac; zu [Prodik.] B 9
(573,2Anm.).
fieraiiteXeia Demokr, B 43 (339, 12).
)Lieta|Li€X6iv. oTi Ol nexafieXei ou x«-
pi(jaM€vuji ktX. Antiph. B 54 (600, 20).
|U€Tavo€iv opp. irpovocTv Epich. Gn. 41
(96, 4) opp. npoßouXeueaeai Demokr.
B 66 (401, 17).
ia€T(ivoia Blas 78» 3 (623,3).
M€TaHu angebliches d. Anaximandr. 16
(15, 4flF.) angebliches d. Diog. A 5
(329, 17) in Wahrheit d. Idaio8(?) 50
(327, 31 S.) — dei excpa ficraEu Tiiv
ÖvTuiv . . . KOI irciXiv eK€{viuv erepa ne-
ToHij Zenon B 3 (135, 2).
fieTair{TTT€tv. T&bc jucTaTrea^vra kn&va
. . KdK€iva naXiv nexaTreoövTa toOto
Herakl. B88 (74, 21. 22) — fifi ^era-
irCTTTCiv |ari6e t^vcöBoi Ixepolov Meliss.
B 8 (147, 15) Ttdvxa excpoioöodai rjiuiv
i>0K€! KOI neTcntmxciv (148, 12) ou . .
Äv >i€X^iriirr£v, cl äkr\Qf\ f\v (148, 14)
^exatreöni (148, 10) vgl. ei xoiJxmv xi
. . . Hn xö auxö ^6v ji€xeinirr€ itoXXa-
X*^ Kai exepotoOxo kxX. Diog. B 2
(334, 18) — oibky dxpcxe^ auv{€)Li€v,
^exorriirrov bk Kord x€ 016)10x05 &ia-
e»iKriv KCl xiöv ^iTCtatovxiuv kxX. De-
mokr. B 9 (388, 25) x6 a%i\\xa |U€xa-
niirrov kpfäZiaOai koi x^v i'jinexepav
oXXoCuMJiv A 135 (376, 85) — xd cX-
Xcdrovxa Ka\ uircpßdXXovxa ^€xa^rlnxelv
(piXct B 191 (420,11) ...kl euTiopin«;
6 €iq ireviTiv jaexaiteaiuoiv B 101 (405, 2).
|i € X d p 0 1 0 <;. ooo' €xi N€lK0(; epuKC uex-
dpaiov Emped. B 35, 9 (186, 2) xdv
xotq |Li€xapö{oi5 Xenophan. A 46 (43,
20) eiöOTTtXXeöeai xou? xct 8€la infi
10 vo^iZovxac; ti X6you^ itcpi xüiv fi6xap-
<j(ujv öi6döKovxa5 Psephisma d. Dio-
peithes 46 A 17 (297, 33). Vgl. mc-
xeu)po<;.
jLiexapuönoöv. öifiaxri juexopuöjiol xöv
15 avOpumov, fiexapuöfxoöoa bk qpuaio-
iroi€i Demokr. A 33 (398, 6 vgl.
Anm.).
laexaqpopd rhetor. Nausiphan. B2(46ö,
10; coni. xpoirai, dXXrjTopCai u. a. Gorg.
20 A 2 (545, 16) xö ipuxpöv ev xat^ inexa-
(popaT(; B 16 (560, 21).
)Li£xa<pi56iv. M£xe(puv (plur.) Emped. B
108, 1 (203, 11).
^£X£tvai. £l ... Xaoiöi |Li£X£(ri Xeno-
25 phan. B 2, 15 (46, 7) — tröoi |Li4x£axi
Tiva»öK€iv Herakl. B 116 (78, 8) — ou6-
£xepiui |i€xa (sc. ouft£X£pou) jarjöev
Parm. B 9, 4 (122, 12).
jLiex£|iniuxu>öK. xöv iT£pi xf^5 |Li. XÖTOv
30 wpiixov eiar\fr[aaaQai Pherekyd, A 2
(604, 29) M€X£)LnjJUxuC»öei? d. Pythag. 8
(24,20flf.).
H£X£vaiu|Li(ixujöK Emped. A 31 (168,
46).
36 fiExeneixa Parm. B 19, 2 (125, 8).
H£X6px£ö6ai aXXox£ äXXi^i Xenophan.
B 26, 2 (50, 23).
|Ll£T£X€tV. €ÖXlV 0Ü6£ ev Ö XI HY\ |i€X€-
Xei xo6xou (sc. d€po<;), ^£xex£i bk ovbk
40 Iv ÖfloflU^ x6 £X£p0V xObl €X€pUJl Diog.
B 6 (335, 23. 24) irdvxa iravxö? inotpav
M€xlx€i Anaxag. B 6 (316, 12) 12 (318, 6)
vgl. u^fiaTryi/ M€X€X£i nolpav Demokr.
B 263 (432, 6) mcCZu) ^otpav MeOeSei
45 B 258 (431, 8) inexelxcv av . . . xpilM«-
xujv Anaxag. B 12 (318, 9) — luexa-
a%e\v ^K6{vou xoO xpdvou Thrasym.
B 1 (576, 18). Vgl. Mcxoxi^.
B86
M^^KO?
386
MCTciupiZciv aktiv. 54 A 24 (347, 29)
pa8«iv. 8 A 7 (18, 44) 64 A 24 {347, 88).
McTctupoXoTfa Tit. Diog. A 4 (329, 3).
titx€U)po\6^o^ T. Hippodiim. 3 (227,
46) jicreujpoXoTUJv x6tou(; Gorg. B 11 6
(659,2).
|i€T^wpo(;. -^fi Anaximandr. 11 (14, 5)
26 (Nachtr. z. S. 16, 40) Anaxag. A 42
(301, 32) (Aristopban. nach) Diog. C 2
(341, 13) nepiqpopä (tu)v aoTpwv) 64 A lo
24 (347, 37) — el? tö jurretjupov (347,
28 vgl. 29. 34) — €YpoiV€ ncpl ^lixew-
puüv V. Thal. A 2 (6, 45) rä Tcrayfieva
TUJV fl€T6UjpUJV Opp. TUKV T*VO|lieVU>V
(«= TÜJv ncpifciuuv) i^ äialia Philol. A 16
16 (237, 24). Vgl. ^€T(ipölo<;.
)a€Teiupoöoq)iaTi^<; v. Prodik. A 5
;564, 8) vgl. 10 (664, 30).
nexolKy]aic, Pythagor. G 4 (281, 4) Api-
axY] : Xcwv, ftctqpvTi Emped. B 127 (210, 2o
11
|üi€TOXTl (toO KOlvoO X6fou) Herakl. A..
16 (60, 21).
M€Tp€iv. (t6 irOp) QaKaaaa öiaxecrai
KCl fi€Tp€€Tai üq TÖv auTÖv X6yov ktX. 2ö
Herakl. B 31 (67, 9) — mat-is, terrae,
areruifi mensor v. Archyt. A 3 (261, 13;.
neTpioXÖTo«; Antiph. B 100 (605, SO).
ucTptoc; opp. (pp6vi^0(^ Periandr. 73*3
(523, 18) T^Xurra Krit. B 6,17 (615, 86) 30
X6t<h opp. |uaKpo{, ßpax€T(; Prodik. A
20 (567, 6) -= 74 A 26 (635, 1) vgl.
(Hippia«) C 1 (587, 12) nirpir\^ ictn-
öio<; Demokr. B 286 (437, 1) xP11^ctGl
B 286 (437, 8) €i ti<; unepßdXXoi tö txi- 35
tpiov B 233 (426, 16] nerpi'u)? |nev <pi-
XoöO(p(aq €X€iv, |Li6Tp(iU(; bk ttoXitikujv
(Prodik.) B 6 (572, 6;.
p.€xpi6xr\c,. |H€TPi6ttiti TEpipio«; De-
mokr. B 191 (420, 10). 40
^^Tpov äpiOTOv Kleobui. 73* S ;520,11)
^€Tpull XP^ Thal. (522, 8) (nponöocig
Oncp TÖ M^Tpov Krit. B 6 (616, 1) —
)u€Tpov aaxuotov Epich. B 2 (89, 26)
Trepi66ou X€rarfiikyr\(i (==» €i)Liapfi€vii(;) 45
Herakl. A 8 {68, 36) ineTpov <puöeu)(;
(*= iaxia) Philol. A 16 (237, 16) irdv-
Tujv xP^matuiv yiixpov äv9pumo<; Pro-
Di eis, Fngm. d. Torsokr.HI
tag. B 1 (638, 11. M. ft87, 1) vgl. A
14 (631, 8) 21a (532, 30) ^^Tpov töv
XP<5vov coni v6t)iia opp. (m6axtxaiv
Antiph. B 9 (582, ft8) — M^Tpa koi
axaQfxa cioriftiödoeai Pythag. 12 (26,
26) irOp dnrÖMCvov lu^Tpa Km dnodßev-
vuinevov i^cTpo Herakl. B 30 (66, 22)
oüx vmepßncreTai jueTpa (tiXioq! B 94
(76, 19) TCcivTUiv i^eTpa cxeiv Diog. B 3
(335,7) xpn KoipoO ^eTpa eiblvat Ana-
xarch. B 1 (468, 4) — Xöyoi Kexpn-
Mcvoi Tcapa 7roi»iTiKfi(; tö jutTpov 18 A
J5 (108, 6) TTepi pu9|nOjv Kai |Li6Tpujv
Tit. [Philol.] B 22 (248, 22).
<^6Tiuvu^o?). 4mx€(pii|ua bez. d. övo-
liota Demokr, B 26 (395, 81).
(ICTIUTTOV. omnaTtt . . . 1T6VlTtei5oVTa |i£T-
ointüv Emped. B 57, 3 (190, 9).
Mcxpi m. Genet. fPhiloI.] B 21 (247, 24.
25) m. Konj. Demokr. B 278 (435, 8).
^Hr\. ituic; €K ni] xpxxb(; tevojTO 9piH Km
aapl €K ^iri oapK6c, Anaxag. B 10 (317,
28. 24) <p<Svov KO» |un cpövov Demokr.
B 257 (431, 2) nn öv s. etvai — bia-
<puTTdv€i imrj Ti-fvaKTK€ö0ai Herakl. B
86 (74, 16) TrapatpuXdrreiv mi c. coni.
Demokr. B 87 (403, 16) npooKenreo
B 93 (404, 6) km^ikeaeai B 279 (435,
16) MT] . . . TrpoO\j)aeo nn • • • T^vrii B
169 (416, 11) — ouK caTiv tö fxx] oük
cTvoi Anaxag. B 3 (314, 17) ovb^nia
^r\%avY\ . . . ^ri oi)K döixciv Demokr.
B 266 (432, 20) dtc, ou Mt^ ttotc . . .
nap€KaaaY\i Parm. B 8, 61 (122, 6).
lir]bk T^ao Emped. B 17, 21 (178, 18)
•navaai pLr\bk ^diriZe (== traOam ^an(-*
Ikuv) Xenophan. B 7, 4 (47, 22) cTpre
vorijua fATjöe oe ßiafföw Parm. B 1, 34
(115, 16) Tre|UTt€ . . . txr\bi ö€ ^ir\ae.xai
Emped. B 4, 6 (174, 16). Vgl. oufte.
iir]bei(; 8. ovbiic,.
fiTiöetroT« 8. ouöenore.
|j f\ ö o <;. ini^öca T «yvi^evTa Emped. B 29, 2
(184, 12) XaxvTievTO B 134, 3 (212, 28).
HHKCTl 8. OWKETl.
^1^KlaToq 8. ^axpd^.
|iflKo<; defin. Theodor. 4 (233, 16) iut^ko?
itXdro<; ^AQac; = ow^a Gorg. B 3 (553,
13
387
iLinAov
388
26) (<^lXÖTTl<;■| i'ari }Jif\Koc, t€ irXaToq re
Emped. B 17, 20 (178. 17) ibc, eu6ü ev
^l^Ket ouTux; ev irXdxei 6|ua\öv Aristot.
45 £ 27 (276, 13) 6iä tö fxÖKo^ toc dqp'
d^Möv dnoöTotaioi; Archyt. B 1 (269, 3) 6
Mf^Koc; ToO ß(ou Antiph. B ÖO 599,
19) — miKeoc; öXßou Emped. B 119, 1
(208, 20).
l^f^Xov. UTrepcpXoia Einped. B 80 (195,
18) — läc, 'Apnui'ac; tci fxf\{\a <p)v\6.r- lo
Tciv Epim. B 9 (496, 4) Akusil. B 5
rl3, lO;.
m^v fürtmfir. vai(?) \ix\\ Emped. B 76, 2
(194, 17) TtdvTa T« ."ov Philol. B 4
(240,15) 6 T« M«v apiQ\x6c, B ö (240, 15
18) auTct jiüv (jLiev Hdss.) d qpuai«; B 6
(241, 3) dUd |udv Archyt. B 1 ,260, 3.
6. 11. 18).
\xr\v Monai. icpcx; toO Mrivoq (dXcKTpuuuvy
Pythagor.C 3 (279,39. 40) 4 (280,42) - 20
lUT^v Entstehung Herakl, AI (55,41) tovq
Kcrd M^va ty\<; aeKr\vr\c, o%r]fmTia^ov<;
(55,39) uöTarriv i'iinepav xpiaKaöa Thal.
A 1 (3, 27) ~ Bildung d. Embryo
HipponA16(225,3ff.) ixr]vhc, €v öxöod- 25
Tou ÖCKttTTii Ttuov eTcXcTO XcukÖv Em-
ped. B 68 (193, 7).
miv*i. €&po(; T^ouKuini&oq . . ^x^vr\c; Em-
ped. B 42, 3 (187, 29;.
|urivioiO(;. dtrÖKpun^K; aeXr\vr]c, Xeno- 30
phan. A 43 (43, 14) Piur. Anaxag. A
77 (308, 17).
ILif^viTE. €v MJiviTiiv eepTM^vov ujyut>ov
ftöp coni. Xeirrfiiaiv 666vriiai Emped.
B 84, 7 (196, 35 vgl. 11 ff.). 35
u.r\vi<;. dppev Protag. A 28 (535, 20)
' ufVviv dei6e eed' eitfraEiq A29 (635, 24).
|uiriv((jKO^. TeTpaYU)via)Li6(; Hippokr. v.
Ch. 1 {231, 24} 3 (231, 40 ff.) = 45 B 1
(270,4). ^ 40
MHirOTC 8, OU1TOT€.
^r\p6<^. (q)XeßeO &id iravrö^ xoO ^t^poO
T€(vouöiv Diog. B 6 (338, 2 vgl. 8. 4).
M«iTnp. ti\ Aegypt. B 7 (460, 84) vgl. 45
Ti^ — TÖ üTpov =s 'ÖKcdvii == Tpo<pfi
}tKin^(f] (460,35) — mH'i^P ö^iiv (= itöp)
Philol. A 16 (237, 16) — nrrripa ir<Ä-
66^ . . . cöouöiv Emped. B 137, 6 (214, 2)
ouTt Tä<; ^K Tu>v luarepujv . . ri6oväq
dircaxovTO Hipparch. 55 C 7 (449, 17)
— Ähnlichkeit d. Kinder erkl. Parm.
A 54 (113, 7. 10) anders Emped. A 81
,167, 6. 16 ff.) €v xf\i juriTpi Ti'vcöeai
Trjv fciaq)opav toO ötiXeoc; KOi öppevo^
Demokr. A 143 (379, 42) vgl. dppriv,
efjXu^ — MnTiip ßp€<pf u)v = nr\TpY\ C 6
(448, 42) — ei . . . f) M'^i^nP foö naiftiou
ToO laeXXovTOi; kaeoQm löxuoi to oui^a
KOI TUMvdZ:oiTo Krit. B 32 (623, 13).
.UHTieiv. yr\TloaTO Parm. B 13 (124, Sj
epT« ßopd^ -rrepi x^(\tOi miTiöaijBai
Emped. B139,2 (214, 14).
lnfiTic. ßpoTf.ii-| Emped. B 2, 9 (173, 26)
lafiTK; deEerm B 106 (202, 25) dvepec,
. . . uno firJTio«; evi öebawxe B 23, 2
181j26) nnxiv KOI eixfvoiav eit' oYbodöi
Philol. A 12 (235,11 . Vgl. (ppövr.ai<; -
Mf^XK s. Feg. II.
fj,r\ipa. öeEiöv, dpiöxepov juepoc; Ent-
stehung d. Geschlechtsunterschieds
Anaxag. Parm. A 63 (112, 48) vgl. 46
A 42 (302, 14) anders Emped. A 81
(166, 39) wieder anders Leuk. A 36
(349, 20. *(6|Lioi6xri<; xujv xeicvuiv) Pariii.
A 54 ;113, 6) vgl. xskvov — xd e|aßpua
xd €v xf^i yaarpi xf)(; |u»ixpa^ ()ur]xpd<;?)
ILiepri Emped. A 70, 164, 16) x6 ejußpuov
€v xfii lurjxpai öid xoO öx6naxo^ xpe-
(pcöGai Demokr. A 144 (380, 8ff.) 6
OfAtpakbc, UpAxOV €V ILUlXp^lOlV OTKU-
pr^ßöXiov ödXou KOI nXdvri^ eiuicpuexdi
Demokr. B 148 (411, 11) UTiTpi] =
Utixrip ßpe9eu)v (Demokr.) C 6 (448,
43) — jLirixpa v. t^iovoc, Alkm. A 3
(104, 1) Emped. A 82 (167, 31) v. öq,
Kuujv, i'mfovoq Demokr. A 151 (380,
41). Vgl. uöxepa.
|biJ1Tpu)io<;. GpoviOfioi |LiTjxpu«oi Tit.
Orph. A 1 '469, 19).
HnXOvdöOai. H€mix<ivrivTat nXeiöa^
Kiit. B 37 (624, 86).
jurixovi^. TTepi yir\%avf\(i Tit. Archyt. (?)
A 1 (250, 34) de machinationibus (263,
24) — \kx\xaytr\ Demokr. B 172 (416,
8fl) (t>ubeiu(a) B 266 (432, 19).
389
juifieTaBai
390
lUTiXaviKÖt;. To urixaviKÜ Tai<; [iaQr\fxa-
Öeu0€ V. Archyt. AI ,200,40) ei^ opfct-
vikck; Kai ^rjxaviKaq KaraOKevaq töv
ToO öTcpcoO 6iivXaotaa,u6v ämfexv im-
xeipoOvra^ Piaton v. Archyt.Menaichm.
35 A 15 (256, 1'. Vgl. ^rixavi).
Mia{v6iv. ... qpövuji (pi\a fvla \xir\vr\i
Emped. B 116, 3 (207. 9) aifiaxi Miaivö-
H€voi Herakl. B 6 (62, 14).
map 6^. ööijup uiapoiTOTOv opp. koBo-
puiTOTov Herakl. B Gl i70, 20).
\iikk6c, 8. ,UlKp6(;.
|biiKpo|aepcia Auaxag. B 10 (317,22).
Vgl. 6|iioiou6p€ia.
|iiiKpo|Li6pr|< öXnMaTiöuo^ \Leuk.) A 24
347,41).
JUIXPOC {apHKpOC,, mKKOQ]. MiKpö^
öiOKOöinoi; Tit. Demokr. A 33 (357, 22]
= B 4" (387, 10) vgl. B ö (387,12.14)
166 (415, 11) vgl. auch avepiuiTo<; jumpö^
Koanoc, B 34 (398, 12) - dirowXiiHfTi
amKpn B 32 (398,1) vuE(?) B209 (423,
12) 6p€Ei<; B 284 (436, 17) arac. B 213
(424,1) 6K ^iKpürv (kv\(ku)v) Krit. B 33
(623, 18) mKpali; KvKih iniKpä citupa-
KoTciv Parod. d. Gorg. C 2 (562, 20) —
MiKxdt T€ KCl ßapeai (sc. q)UJvoi) opp.
,ueraXai xe Kai oSeat Archyt. B 1 (260, 3)
vgl. q>de-t'ia^EVtu |LtiKK6v opp. JUCT«
(260, 6j — <T|iiKp6v xapMO Xenophan.
B 2,20 (46, 18) äirö tou oniKpoö ripEaro
Aoaxag. B 12 (318, 10) M6xpi a^iKpix
fjv (€KTOva) Demokr. ß 278 (436, 8)
•irdvTa OmKpd coui. dö8€vn, öXiTOXpo-
via opp. irepiTT6v, luefc, öcilivov An-
tiph. Böl (599, 24) iiiiKpä 6i&6vai opp.
a€faKa irr^äv [Demokr. B302 (446,9)
€TCi ö)uiKpoi<; öEuBufiov Epich. Gr. 42
96, 6) €111 Toiq 0|aiKpoi^ äviärai opp.
Toi(; ^€T(4Xoic Krit. B 42 ,626, 14) --
Tiapä MiKpöv Polykleit. B 2 (229, 26
vgl. Anm.) jLiiKpöv firrov iroxela Diog.
B 6 (338, 4) TO aniKpoTora €^ Tr|v
öiaiTOv Krit. B 34 623, 28) — kXAa-
öuiv. €iT€ öki-^ov juefZujv CIT« . . ^Xoö-
oiuv (X9u)v auv€KupO€) Emped. B 98, 4
l200,l) cXdrrujv 'q>\i\\i) Diog. B 6 (338,
15) cXaTTou^ ^338, 19) ooa f€ H/uxriv
cX^i KOI luefciu Ka\ cXctööui Anaxag. B
12 (318, 16) — irc' eXarrov (öpf^v,
dKoueiv . . .; Demokr. B 11 (389, 21).
5 Vgl. ]a€(urv, öXito^.
Doxographie. |hgyo, ^lKp6v: dp-
xai Alkm. A3 (101, 1) = 45 B 6 (271,
34i TO direipov ck nefo^ow kci luiKpoO
Pia+on 45 B 13 272, 45) t6 o^iiKpöv
10 oneipov ^v Anaxag. B 1 (313, 33) i'öai
laoipai . . . ToO Te mctoXou koi toO <S[xi-
Kpoö B 6 (316, 11) vgl. B 3 (314, 18^ —
ei dtroT€vo|ievou xö €X€pov yLr\bkv eXax-
xov €öTai . . . Zenon B 2 (134, 3) voO<;
15 öjuoioq Kai 6 fieiZuJV Kai 6 eXdxxiov
Anaxag. B 12 (319, 10) xAv dtroKpivo-
jLieviuv xooL irXfj6o(; €v xoi^ ixdZoci x€
Kai eXdoaooi B 6 (316, 10. 16) — Opau-
öuaxa ^Xdxiöxa (oxoixeta öToixefiuv)
20 Emped. A 43 (160, 34 iL) — Begriff.
\ie.fa (iiKpöv TU)iiT(^ Herakl. b. Luk.
12 C 5 (86, 41) Ttpoi; eauxb CKaöTov
xai nifa ko» oiniKpöv Anaxag. B 3
(314,19) 61 TToXXd €öTiv, dvdifK»! auxd
25 fiiKpd xe €lvai xdi ^CTaXa' ^lKpä fxky
ujöre ]xi\ cxtiv }iiieQo<; Zenon B 1
(133.13.14) — oüxe xoO OfiiKpoO eaxi
t6 fe cXdxiöxov dH' eXaOöov äei
Anaxag. B 3 (314, 16) TouXdxioxov
«0 ^rl eöxiv elvai B 6 (316, 13 vgl. B 3
(314, 9) A 41 (301. 16) — arithm. 6
xoö eXdxxovoq Xoto^ (Speusipp, nach)
Phiiol. A 13 (235, 42) — .uixpai xapi-
x€(; €v KaipuJi jueYiöxai Demokr, B 94
35 (404, 7 .
fiiKpöxrjq. aTTCtpa koi irXf^Oo«; Kai om-
Kpöxnxa (irdvxa xP^lMcxa . . . ou6ev
evöriXov f\y/ ürrö öiaiKpöxTixoq Anaxag.
B 1 (313,84) eftei eiTrelv dvxi xoO 'xai
40 mKpöxTjTi' KOI dXiTÖxrixi Aristot. 46
A 60 (905, 26).
jiiKxö<; 8. imcifvuvai.
MiXTiaiouptn? kX(vii, bitppoq Krit. B
36 (624, 13. 18).
45 fiiXidpiov [Badeofen). mHiaria Seneca
zu £mped. A 68 (163, 46).
|üii^cla6ai xd €u>uxOjv (xurv dv6puOTTU»v)
Hippokr. 12 0 1 (83, 26) dyaeöv cTvai
13*
391
^iiHY\al<i
392
... f\ ^^^elö9äl Demokr. B 39 (399, 6)
|ui|Li€T06ai . . . Touq KOKOüc;, Tou^ dya-
eoiJ? B 79 (402, 19).
\xinr]ai(i. miunoei (opp. ficOeSei) ri övra
tOüv öpieiuOüv Pythagor. B 12 (272, 39)
vgl. B 14 (273, 4) — ev mbi\i koto
fi{|uri0iv (|ua0riTaO Demokr. B 164 (412,
18).
|bi{|üiv€iv. €v TOUTU« ^t^v€t (Ö€6?) Xeno-
phan. B 26, 1 (50, 22) vgl. ncveiv.
|Lii|ixv»iiOK€iv. jiieiaveaTat m. Q-enet. De-
mokr. B 265 (432, 14) vätpe koi ine-
Mvaö' ämOTeiv Epich. Gn. 13 (93, 11).
|Liivuv9d6io^, |Uivuv6aftfTi<; Tuxe Ya^n<;
Emped. B 86 (197, 7).
(jiHk; TT] cruv6e<n^ r\ Tf\i ^iraWctSei era-
TrpoaetiöK; Meliss. A 5 (137; 974*25)
äpiGiLiö^ Pythagor. B 22 (272, 41) ev
dpiÖiniLi elvai ttjv |üi(Eiv B 27 (275, 19)
— jji'Sk; Tf\q 'ff^q rcpoc, tt^v QaXaaaav
Xenophan. A 33 (41, 33) ^(5^ re öid\-
Kailt; re mYevTiuv (statt q)K)ai<;, öavot-
Toio TcXeurn) Emped. B 8, 3 (175, 17)
vgl. (opp. ftidtKpuJi^) 20 A 6 (138; 97öb
7 ff.) (Tot Tuio; ^uXavöTo ri\(; npöq
dXXrjXa m'Seuu? ecpitjueva B 58 (190, 12)
ixileüx; oninavTiKÖv B 57 (189, 31 ff.)
TTOiei TTiv m'Siv Tfji öumueTpfai TU»V
uopijuv, fii'EK =*= o.iaQr\ai<; == ouEiiök; A
86 (169, 10 ff.) Mßit; täv dndvTuiv
Anaxag. A 41 (301, 13) xf^i; uXr]«;
Anaxag. Archel. A 4 (324, 4) = Kpäffi^
Demokr. A 64 (364, 1) |yi{H€i<; v. xpi«-
laoT«, x"^o^ ^ 135 (378, 23) ol Xötoi
ev irpoaSeöei dpi9|nu)v eioiv oi tü)v
)n{Eeu)v, ouK €v äpt6|Lioi(; Aristot. gegen
Pythagor. B 27 (276, 22j — )Li{5iq koi
Te\\ii<; ToO UYpoO ejLiqpuTOU Menest. 7
(220, 10) — (ftafiuujv) tökou koi jaßio^
dpxei Parm. B 12, 4 (123, 21). Vgl.
jLieiYvuvai, Kpäöi^.
yilöfeiv 8. luieiTvüvm.
|lii(t9ö<;. (ioTpoi) i^Ti&ev äSioi |biio9bv Xa|i-
ßdveiv Herakl. B 68 (70,18) — Mkx]
uitep hi(j9o\) Tit. Protag. A 1 (527, 3}
vgl. (526, 1. 527, 12) 2 (627, 33) 3
(628,6) 4 (628,18) 5 (629,5) B 6 (638,
14) vgl. (539, 12).
iilav Emped. A 34 (169, 35).
^(toc (= arrepiLia) Orph. B 22 (482, 11).
jLiviimi. Tujv ^mJrv |üivd|Lia ttok' eoaelrat
Xd-ftuv TOUTUJV €Ti Epicfa. (?) B 6 (92,
5 12) tOüv ZjiXou)li€vu)v KOI GaujuaSoine-
varv öXf^nv .uvi^miv exovra Demoki-.
B 191 (420, 16) Tfji MvilMTii nä0av
uipav irpooebpeuiuv (421, 2).
dpKTOi dGavoTOU Mvii]ut](; oimei'u)
10 Herakl. (?) B 126» t79, 22 vgl. Anm.)
MvtiiUTi beKUi; Pythagor. (Philol.) A 13
(236, 23) — epfu-ii luv^uriv (eEeic;) Blas
73^ 3 (523, ll; Theuvie des Gedächt-
nisses Herakl. A 16 (60, 10 ff.) Ka9'
15 ÖTi av Tf^^ !Livr,|aric; toö koivoö Xöyou
Koiv(juvti<JatM€v (60, 30) )ivi^|aii koi 66Ha
Entstehung Alkra. A 11 (102, 18) (ivi^iun
opp. Xrier) erkl. Parm. A 46 (112, 15)
|Liv>l|Lir]i aq)ii)v aiJTÜJv xP^Aif-teö« coni.
20 eiiiueipiai, oocpi'ai, xexvJit Anaxag. B 21^*
(322, 16) — Mviijuri tujv aujaßaivovruiv
Pythag. 8 (24, 25) biaaiuiZeiv ev xfii
|Liv)i|arji TTCivTa xci 6i6aöK6|u€vd t€ koi
(pparÖMCva Pythagor. D 1 (282, 17 ff.)
26 ^kfiotov KOI KoXXiOTOv eSeupiina {avd|ia
Ka\ kc, ndvxa xpnöiMOv Dialex. 9 (648,
14 ff.). Vgl. luvriiMioviKÖc;, |Livr},uoauvri.
)LivimoviK6(;. öuva|ui<; Herakl. A 16
(60, 14) TÖ luvriiiOviKov Hippias A 2 (579,
30 10) ö^ (580, 18) 11 (582, 2) 12 (682, 24).
lavrmoöuvTi d|uiqp' dpexf)? (= fiviimi)
Xenophan. B 1, 20 (45, 8) Xf^otii; ck-
xt^Kei |ivri|uo(Juviiv upanföiuv Krit. B
6, 12 (015, 21) ^iOvac, fAvr]ixoaiyr] lüvo-
35 ^da9n Pythag. (Philol.) A 13 (236, 24)
— MvniiiOöuvri Gemahlin d. Zeus Mus.
B 15 (487, 5) Mvrmoöuvri<; dfrö Xiinvt)^
Orph. B 17 (480, 12. 17) vgl. zu B 18
(480, 20 Anm.).
40 iLio^epö^. KoiLidToiöiv [Emped.] B 156, 3
(218, 6).
ILiÖYO^. TreirapiLievoi (ä\i<p\ |u6toiöiv)
Emped. B 112, 12 (205, 19).
^Olpa. (xö €Öv) Molp' eireÖTioev ouXov
45 dxfviiTÖv x' eiuevai Parm. B 8, 37 (120,
16) lioipö KOK»! opp. ee)ii<; x€ 6(kti t€
B 1,26 (115,8) pio\pa 1^ettpu>^€Vl^ Hip-
pokr. 12 0 1 (81, 22. 83, 16) ftirroi
393
M.6ptov
394
Tive^ CKOOTov . . . Y'Tvonevov napa-
XoMßdvouai KOI Kaxdpxovrai uotpai koi
fta(uov€^ Emped. B 122 (209, 5) —
Kei'vn? iio(pa<; ev€p06v i^i TapTapiri jiOipa
Pherekyd. B 5 (509,17) — |Li<Spoi ^€-
Z;ov€<; fikZovac, ^loipa^ Xcrfxovouöi He-
rakl. B 25 (66, 6) — ev iravTi Travrö^
litolpa Anaxag. B 11 (318, 2) = 12
;318, 10) TTOvra (rat äXXa) -nannbc, iitoi-
pav M€Tex€i B 6 (316, 19) = 12 (318. 6j
|iio»pav ex^'v 0üv6ö€iw^ Demokr. A 135
(377, 3 vgl. 378, 10. 14) (eueuinir)?,
6iKrj(; . . .) niilw inoTpav McSeSei B 258
(431, 8) b{Kr\c, Kai dperf^i; ii€.fiarT]v net-
€X€i iLioipav B 263 (432, C) jnolpai
cT(U|>iaTO(; dvOpamou Hippokr. 12 C 1
.82, 10 ff.) MOipai TToXAm ttoAXüjv ;319,8).
Vgl. Reg. U.
inoixeia Thal. AI (6,3).
noixeueiv Xenophan. B 11,3 (48, 16)
12,2(48,10).
ILIO 1x6^ V. Archiloch. Krit. B 44 626,
26).
m6\ic, Demokr. B 108 (405,17).
MoAitti Xenophan. B 1,12 (44,27).
>AÖXußÖ0(; ßapuxepo«;, üibr]poc, öKXiipö-
lepoq Demokr. A 135 (375, 28;.
luiovapxia (xtüv öuvdjuearv) opp. iöovo|n(a
Alkm. B 4 (104, 6) TnJü(; ei^ ?va ^.lovapxta
TiepiöTai»! Anonym. lambl. 7, 14 (635,9).
inovaq. öTiTMH koi |iovä<; oufeamix; (noi-
r\aovai luetJIov) opp. €tr(Tr€6ov, fpOMMH
Zenon A 21 (130, 17) — tö Tfi<; ^o-
vdftoi; vocpöv irOp = Qe6<i Emped. A
31 (168, 44) vgl. fiovociftii? — luovd^ =
TÖ ev Philol. Archyt. 32 A 10 (235, 4)
= 35 A 20 (256, 45) ^ovd? Mvr)M0-
aüvT) uJvo^aaQr] Pythagor. (Philol.) A
13 (236,24) fiovitc, dpxri irdvrujv Philol.
B 8 (242, 12) dpxn dpiGmJüv, dpi6|uö^
TÖ €K TUJv |iovd6u)v nkr\Qo(i auTKe{)i€-
vov Pythagor. B 2 (270, 16. 17) ouöi'a
B 23 (274, 47) ttjv luovdöa koi ttjv
ddpiOTOv ftudöa iv toT«; dpxatq B 16
(273, 14 ff.) vgl. TÖv |LX€v alurva lu^ |uo-
vdba ttjv bk tpvaiy ^hc, 6ud6a KoXe-
aavT€? [Epim.] B 26 (498, 25) dcpaipeW
dvä liovd&a Pythagor. 35 A 17 265,
44 u. ö.) — Tctii fiovdia^ «xcrv ptkftBo^
Pythagor. B 9 (272, 23) vgl. 10 (272.
30) (iovdöeq ai Tiiiv öXiuv dpxa( Em-
ped. (?) B 27 (183, 17] Tä? nueatopi-
5 Kd^ |Liovd6a<; rrpuiTO^ dnetpiivaTO (}u>|ua-
TiKoq Ekphant. 2 (266, 39).
ILiovirj. novi'ni iKpiryfix yaiiuv Emped.
B 27, 4 (183, 26; = 28, 2 (184, 4).
ladvi^oq (6 €irrd dpiöjaö^) Philol. (?) B
10 20 (247, 9).
IJOvoTCvy}?. ouXov Mouvofevcq T6 'tö
k6v) Parm. B 8, 4 (119, 1).
|aovo€t6i^^. TÖ Moyo€i66(; *= (Zqpaipoq)
Emped. A 32 (159, 8).
15 (jiovojidxiic.) MOvofidxa<; (so) ^Ziutpatp»}-
(ievou^ ILidxeaOm [Demokr.] B 300, 19
(446,6'.
^ovofi€Xn^. ^ouvo^6Xf) yv\a Emped.
B 58 (190, 11).
20 |Li6voq (noövo^). iLidvo^ 6u|uö^ 6öo1o (at-
trahiert=|iidvTi^) Parm. ß 1,37 (115, 19)
ebenso inoOvo^ |iiOeo<; oboio B8,l (118,
38) (jövo^ auTÖi; cii' €U)utoO Anaxag. B
12 (318, 8) vgl. ludvov cdvra ktp' eauToO
25 (318, 18) cpaOXov kov h6vo? f\\c, (iiiT€
\iir\iq utit' ^pfdarii Demokr. B 244
(428, 10) fxoxtvvji (Toi Emped. B 111, 2
(204, 18) ... dito MOVT]^ ynun€pilr\i rf^c,
dLaiiibo<; Krit. B 37 (624, 86) |ixoüvoi . . .
30 5ö0K Demokr. B 216 (424,11) 6öo\
Moövai ötrrjmoi; Parm. B 4, 2 (116, 20)
ixviov jioüvov Demokr. B 228 (426, 8)
6v TÖ öo<pöv luoOvov Hcrakl.B 32 (67,11)
ev iLidvov MelisB.B 8 (147,7) Emped. B
35 17, 1 (177, 27) «= 17, 16 (178, 18) 36, 6
(185, 81) evöc; fbiouvou (adverb. ? • De-
mokr. B 228 (426, 1) auTÖ tiövov Em-
ped. B 2, 6 (173, 22) fiövov adverb.
Alkm. B 1» (103, 26) Philol. B 2 (240, 1)
40 dXXd ... iLiovov Emped. B 8, 3 (175,
17) dXXd ... MoOvov B 134, 4 (212,24)
oi) |n6vov — dXXct Ka( Philo!. B 11
(243, 17) Archyt. B. 1 (269,12) Ana-
xag. B 4 (316, 16) Demokr. B 68 (401,
45 21) 214 (424,4).
fidpiov. ci 6X01 Trdxo^, Ixo' «v iJopi»
(TÖ öv) Meliss. B 9 (149, 8) (dfjp) m-
Kpöv (I>v ^6plov ToO 6eo0 Diog. A 19
395
|uopO(;
396
(331, 28) YCfovp-vai . . xoe . . . öuujuaTa
KOTci MiKpä Mopia TTftpaKei.uevuJv re Kai
tt»au6vTitfv (sc. Tüjv atoixdvjv) Emped.
A 43 (160, 39) — Tov Oeov e!vai . . .
näai Tciic, MOpi'oti; aioerjTtKÖv Xeno- 6
phan.A 33 (41,27) — [ftviaeic,] äau)u-
q»u€öi roic, |Liopfoi<; biel^vf^ivac, Em-
ped. A 72 165,2) t'iöeoOai toI^ onoioK;
Kar« TC (rct) nöpia kui rnv Kpäöiv
A 86 (168, 37) oi^ KaS' €v ti luopiov ic
17 ^iar\ Kpäöic;. touttii öoq)oü(; CKci-
arouc, (169.3 vgl. 171, 8) jucpm wie
0p\t «pXeij; äpTr}p(a, fuopia ainaxoc,
YevvrjTiKct Km veupuuv kt\. Anaxag. A
46 (303, 31 ff.; öiairXaTTeTai xä fx6piu ih
(toö Kuniaoixo^i Koxa xä |u6pia xfj<;
€xovar\c, Demokr. A 144 ;380, ö) jiopia
= aiboia Louk. A 36 (349, 20).
laopoc;. (mors) (iöpoi n€love<; nelovac,
nolpac, Xayx&vovai Herakl. B 25 (66, 6) 20
t'.opovc, x' exeiv . . . koi ^öpou? (mor-
tnos) TevsöBai B 20 (6ö, 16).
Mopcpii = öx»lMa Leuk. A 10 (345,27)
Demokr. A 135 (375,43) u. ö. vgl. auch
unten Z, 42 — ijopcpä^ Kaxe6€vTo 6i5o 25
■^vvjuaq ovoudteiv (näml. nOp, vijc)
Parni. B 8, 53 (121, 14) €i ti . . . Xmö-
SuXov €TrX€xo Mopcpfji (d. Elemente)
Emped. B 21, 2 (180, 10) xä nev <€v)
qi>6opäi övxa Km q)ud€i^ Kat laopcpä^ 30
öiüiZovTi Km Yovf]» itiSXiv xäv auxav
!Liopq)äv ätroKaöfaxavxi xilii Y^vviiaavxi
waxepi [Philo!.. B 21 (246, 11) biaKpi-
v6|U€vov äXXo iTp6<; aXXou |Liopq>v|v exe-
pav dtreftciEev Eurip. 46 A 112 (313,5) 35
— eKoxepw xiü eifceoi; (sc. xoö api9|uoG;
TToXXm Hop<pai Philol. B 5 (240, 21) —
öq)0|aoiuiv Toii; ipticpoic; xok; iLiopqpa«;
Tujv (Iwiwv Kai) (puTUJv Euryt. 3 (249,
29) — juopcprjv dXXdEavxa iraxrip q){Xov 10
uibv . . , o<palei Emped. B 137, 1 ,213,
34) juopqpri TOÖ dv6pa)Trou = OX^uol u.
Xptujiia Demokr. B 165 (415, 23).
ILIO Ovo«; s. Liovos-
MoOffa. xöv Akmov Xoyöv . . . Moflouv 45
TTpoaaYopeuuJv (?) Emped. B 131 (211,
27 vgl. 212, 1. 8) Moöaai Tit. Herakl.
A 1 {56, 6;. Y/eiteres s. Reg. II.
|bi o i! ö € 1 0 V. iiiouöeia Xo^iuv uj<; ftntXaato-
Xotfev KxX. Polos 74 A 26 (535, 4).
UOVOlKOC,. TT^V ILlOUÖtKflV €vaVT(u>V JUV-
apMOTnv KxX. Pythagor. 32 B 10 (242,
21) vgl. dpi^ovia. mnäicefi ceterasque
dtsciplinas pMiifus liabere notas Phi-
lol. AroLyt. u. a. 32 A 6 (234,23) i6otq
xdv T*x» dpi6ml) qpuöiv . . . KOi kuto
Tuv ^oüöiKdv Philol. B 11 (243, 21)
TTcpi xf^c jLioucriKf^c, Tit. Archyt. B 2
(261, 10) Trepi juiuoiKä^ (aa(pf) fctdYviwoiv)
B 1 |258, 11) jueöm xpiq xdi fAOuOiKdi
B 2 (261, 12'i subieetam grammatiemi
musicae A 19*^ (256, 4.3, coni. irixpiKrj,
jUavxiKt^ Pythagor. D 1 (282, 4) xnv pi.
|uef öXa öUjLißdXXeööai ripbc^Mfelav (282.
14) vgl. KaOupffei cxpOüvxo . . . Tf^<;
H>uxfi<; bia. xflc, fxovoiKf\(; opp. iaxpiKi^
(282, 45) iLiouöiKfiv veuuxepav dvai, ixr\
dnoKpivai xdvcrfKatov Demokr. B 144
(410, 19) oüxe YpdiuijLiax' dv naQoxev
oijxe iuouöiKviv (7raT6€<;l B 179 (418, 7)
vgl. xuj<;Traiöa<; fjir\ |uav9dv6iv juwaiKd Kai
XP^MMOTO KrtXöv, ai<ixp<5v Dialex. 2, 10
(638, 27) — ciör^YCTO €^ rac, biakiieic
YecuiiexpCav, ddxpovoiLtiov, piovoiKr\v, pu-
Oiuouc; Hippias A 2 (579, 12) vgl. 74 A 6
(528, 30) dYurvc^ xä<; ixiuoiKac, Dialex.
7, 4 (647, 2) vgl. nuioiKoi d.-phv€c, 1, 6
(626, 18. 21) 6 ev jaujöiKdi v6)no<; 8, 11
(648, 8) - MoudiKu (Tit.) Demokr. A 33
(367, 43) = (393, 16). Vgl. dppovia.
|Liox6€lv KOI äpxe(J9«i xoic; aüxo'»; He-
rakl. B 84 ,74, 12).
juoxBripia. ök»iv€o^ |uox0r|piiiv opp.
tj;ux^|» xeXeoTVjc; Demokr. B 187 (419,
1»).
)Liöx6o9 (dxcp) fxoxSou Ka\ xaXaiTia'piric;
Demokr. B 223 (425, 7. 8).
jLiuöpo^. fiXiov |Liu6pov öidiTupov Anaxag.
A 1 (293, 38. 294, 32) 2 '295, 19) 19
(298, 4) 72 (307, 19) vgl. A 20^ (298,
14ft'.; das Wort authentisch; danach
Demokr. A 87 (366,35) oSev Xa.urrpö^
döxepo^ axeixei |uu5pO(; Krit. ß 25, 35
(621, 28} )Liu6pou(; (öiamjpouc;) toü^
d<JT€pa? Archel. A 15 (325, 12). Vgl.
f.tuXo?.
397
vdpenE 398
Mu^iv. TÖ inuCTrjpia inucövrai Hcrakl.
B 14 64, 22) uun06((; v. [Demokr.; B
300. 16 (443, 38} vgl. |auöTaTiwT€>v.
u u e i V. uuöoivTUJv xiiiv aiaöiiTiKÜJV ttopujv
Herakl. A 16 (60, 12; (Uwv) ou^g uuei r,
Kouiu),u6vo<; ovbk tikt6|U€V0!; Demokr.
A 166 (382, 12 .
(Ltu€\6(;. v<5öoc Alkra. ß 4 (104, 9)
'rpXe^^c,) T€{vouöai öiä ToO vu>TJa(ou
■pneXoO Diog. B 6 (339, 4) xf^i; iMuxnc; lo
Ol Trept Tov )uu6\6v Cfxevov beffMoi kct-
6pptZlu^evoI Detnokr. B 1 (386, 7).
Iuuiiök; tÖv EumoXitov €up€iv Tr}v luuri-
öiv 67 A 3» (483, 16 ff.}.
up9f.iö8ai. 'ndvxa Zeu^ jUDÖeixai' {be- J5
?v'rfc< mit sich, homerisch} Demokr.
B 30 :397, 20}.
luijöc nAaOTClv. luuGoirXaOTeovTet; De-
mokr. B 297 (438, 15),
|uO0oc öboio Parm. B 8, 1 118, 38) 20
dTToöKOTTo«; Emped. B 62,3 (191,19)
TcivuTov Mu3. B 11 ^486. 10) KÖ^iiöai
itööov dKOuoa<; Parin. B 4, 1 (116, 19)
Ö€oO TTupa )nO0ov dKOvi<ja<; Emped. B
23. 11 (182, 9) mieujv KXöBt B 17,14 25
178. 11) uuÖuuv . . . dTpaiTov juiav B
24. 2 182, 13) nc(paTa iiiuOu.'v B 17,15
178. 12) dXr^eciTi nöpa müGok; B 114,1
206, 2) fKdKfaac, Xuoucnv ci^ aicfxpoüc;
uu9ouc; Krit. B 6, 10 (615, 19). 30
ILiuTa. musea Herakl. B 67» (72. 4).
lutjKTtip. i^uKTf^poiv ^peuvuiv Emped.
101.1 202,5).
lLii'Xoei6ii(;, luuXoeiSOi)^ Tiepibiv€i<j6ai
(köö,uov) Anaximen. A 12 (19, 32). 35
luuXoc. »iXiov ... fiuXov 'jLHj&pov?) eivai
bidirupov Anaxag. A 19 ;298, 2) vgl.
luubpoc;.
luypeyög Krit. B 68 (628,38).
.unpioq. el^ e|not fuiupiot Herakl, B 49 4ü
(69, 5) Tpi^ . . . fxvpiac; tupa«; Emped.
B 115, 6 (207. 12) jiiupioK; €T€öi Meliss.
B 7 (145, 9) -- fiupioi Emped. B 112,9
(20Ö, 1«) eSvea ^lupia ev^TOJv B 35, 7
185, 88;=35, 16 (186, 9) Mupia 6eiXd J.5
B 110. 7 (204, 6\
^lupiLiriE ev tu»i oupavijüi Demokr. A 122
(372, 7;.
liiupov. euuj&ec Xenophan. B 1, 3 (44,
18) Mijpoicn hai&aXedSuoK Emped. B
128, 5 (210, 81}
Muöo? Emped. B 128.9 (211,8).
}.ivaxn'f{X)-fe\v passiv, v. Demokr.] B
300,17(444,1;.
ILXUöTiipiov. juuötnpia ürph. A 10 (471,
31) 16 (473,19) B 15» (478, 27) Epim.
A 2 (491, 13) Tot vo]uic6,u€va |nitöT»^pio
dviepiüöT» nueövxai Heiakl. B 14 (64,
21) xct irepi Toix; Tixdvac; koi FfTavxcc;
Muaxnpio Pherekyd. B 4 (509, 2) nv-
oxi^pta xujv fciupYfe«; koXiuv eJanrei
Prodik. B 6 (671, 33).
MuöxTis Jfipigi-- Vit. Herakl. A 1 (56,32;
mioxaic coni. n6rfoi<i ßoKxo«^ u. a. He-
rakl. B 14 (64, 20).
|Liu(jxtK6<;. MuaxiKo^ X6yo<; Tit. (Hip-
pa«.) 4, 19 (28, 8) 8, 3 (29,42) «Duoiko
KOI liuöxiKa Tit. [Demokr.] B 300, 15
(443, 31) 18 (444, 9}.
iuux6<;. !uuxou(; Tr(5X€aj!; Xenophan. B
2, 22 (46, 14) yivx6vb(. Emped. B 100.
23 (20i, 12) - allegorisch tievre Phe-
rekyd. A 8 (507, 81) vgl. B 6 (609,35).
im« (= ^ö) Demokr. ß 19 (394, 8).
jLiU)uö.o6ui. fiu»|Li€0|Li6viuv Demokr. B 48
(399, 22;.
juuipia. aix(»iv exoucn MU>pfii<; Anaxarch.
Bl (468,0).
lidxyeai. ^irj nütoo Epich.Gn. 37 (95. 17).
va(. 0otXa(Taov6)Liu)v, vai (?) \ii]v Kr^puKwv
X€ Emped. B 76, 2 (194, 17).
va'()€iv fließen. aiGepi vaiiiöovTOi (p€u-
tiara) Emped. B 111, 8 (204, 19).
va{€iv icohrien. vakiv (9€oi) Krit. B
25, 27 (621, 15) vakr äv dxpa iröXeo^
Emped. B 112, 2 (205, 9).
vai€xdiu. xQova xpwxbe; UTrfpxaxa vaie-
xdouöav Emped. B 76, 3 (194, 18).
voKoftevT)«; Hippokr. 12 0 1 (84,37).
yduTi. vdnai {0€Xr\vr]<^) Demokr. A 90
(367. W.
v«per|5. ferulu BoIob 66 B 300, 3 (440,
27) »1 €K Toö vdpOrjKo^ {bi6pQ{uai<; xfi^
399
vapxav
400
'O^i'ipou ■noir\ae{u^ Anaxarch. A 12
(457, 11) i'i ffj TOu<; vap6»\Ka^ em tou^
toio<3tou^ (puei Gorg. A 24 (560, 18).
vapKÖv. XOnriv . . v(;uxf^<; vapKidcr)!; De-
mokr. B 290 (437, 15).
vaOTÖ^ (tö vaöT6v «= tiv, öv: opp.
K€v6v) Leuk. A 8 (346, 7) 14 (346, 10)
D^^v^^-^l (369,12) 46 (360,47) 47 (361,8)
125 (372, 18) - nepi äUywv Tpa|u-
luuiv KOI va<JTU)v (?) Tit. Demokr. A 33
(367, 39) =- B IIP (390, 14).
yavafily. druxeiv [Demokr.] B 302
(446, 6).
vaO^ Karaöiiaexat Pherekyd.Al(503,9).
vauTiK6(;. NauriKri äctpoXoyia Tit.
[Thal.] A 1 (8, 13) B 1 (11, 2. 7) Pho-
kos 69 (501, 21).
veavia?. uieiuv veriviOLv övruiv xai kc-
Xüijv Protag. B 9 (540, l).
veaviOKOc;. Erziehiuig Pytbagor. D 4
(283,45) 8 (287, 29 ff.).
vearr). eiri vcdrav, dnö v^&Tac, Philol.
B 6 (241, 17) oiTtö ToO ß6|ißuKo^ em
TTVV öSuxäTTjv vedrrjv Pythagor. B 27
(276, 1).
veeöBai tiivö' 66öv Pann. B 1, 26
(115, 8).
veiKoq. NeiKo*; opp. <l>iAia Eroped. 14
A 3 (101, 6) 21 A 1 (153, 32] 28-33
(158, 8 ff.) 87-40 (159,46) 52 (161,
46 ff.) B 16 (177, 12 ff.) 29 (184, 8) 68
(190,12) 59 a90, 14) 131 (211, 24 ff.)
25 A 6 (221, 29) u. ö. NeiKoq ouXÖMevov
. B 17 (178, 16} Mcya B 30, 1 (184. 18)
ibaimuv) B 59, 1 (190, 18) ^tt« N. evep-
TOTov 'iK€To ßeveoq B 36, 3 (185, 29)
oa<f €Ti N. epuKc (jeTotpöJov B 35, 9
,186, 2) ki eoxaTov laTOTo N. B 36
(186, 15) Nekeoq ex8ei B 17, 8 (178, 5)
= 26, 6 (183, 3) *Ne(Keo(; evveöi'ntaiv*
B 22, 9 (181, ^2) NeiKel juaivojacvii»
B 115, 14 (207, 80) <N€{Kei) . . . änap-
rriaac, B 116, 4' (207, 10) veiKoi; . . .
vdket Xirfpüüt (öitiÜTrauev) opp. jaxopfr[
Emped. B 109, 3 (208, 21) empedo-
kleisch auch veixeoceS öXooto ftiexpiOev
äM<pi<; emara (Orph.) B 16 (479, 33).
Vgl. K6to<;.
NttXo<; Schwelle Thal. A 1 (6, 13) 16
(9, 32ff.) Oinop. 11 (231,8 ff) Anaxag.
A 42 (301, 38) 91 (310, 10) Diog. A 18
(830,33. 331, 2) Demokr. A 99 (368, 27:
6 ee6<; Prodik B 5 (571, 86).
veKp6<;. 6i)Lii vcKpöq' vexpöq bk KÖrrpo^
ktX. [Epich.] B 64 (100, 5) vfKpöv la-
Tp€i5eiv = y^povra vouetxelv [Demokr.]
B 302 (446, 31) — r\p€\xia toiv vcKp&v
10 Herakl. A 6 (68, 25) <puXaKO(; Zuivtujv
KOI vexpCuv, B 63 (71, 6) €K . . . Ituvyj
erCeei vcKpd Emped. B 125 (209, 28)
— TÖv vexpÖv q)U)TÖ^, OcpMoO, qpujvfic;
oi)K al(J0dveö9at, ipuxpoO bk koi öiuj-
16 Tni<; Pann. A 46 (112, 19) xd vcKpd
x«juv öwfidxiuv ^exex€»v H^vxfl^ iroiö^,
aiaedveaeai Demokr. A 117 (371,22ff.).
Vgl. veKu<;.
vcKpoOv. xci vcKpoii^cva Eripa(vexai
20 (Thal.) A 13 (9, 19).
Vf. Ku<;. veKuc^ Koirpiiuv eKßXrjxoxcpot
Herakl. B 96 (76, 8).
Ne^tatoi; Xeuuv s. Xemv.
V € ju e i V. epw€x6v veiaexai TrXTiYf\i Herakl.
25 B 11 (64, 7).
veiueffav. ocra vejueöäK; xuii TrXrioiov,
a\nb<i fifi ito(ei Pittak. 73» 3 (522, 12).
vk^ealc, Geiiv Pittak. 73*3 (522,14)
Öefav opp. dvOpuuitivov qjöovov Gorg.
30 B 6 (557, 12).
viyiY\0ic, 'liT7ro6d|Liou Hippodam. 3 (227,
44).
v€o<; vi]c, (= v€Ti^} eiriSujurjöeie Xeno-
phan. (?) B 42 (62, 24) v€oq kq»' i^Meprji
35 {riXio<^ Herakl. B 6 (62, 21) vgl. unten
Sp. 401, 1. v€oq Koxd Trp€OßuxTjv 'Ava£a-
Yopav Demokr. B 6 (387, 12) 6 fipüiv
v€og CTevexo, 6 bk veoq diriXov el €<;
Tnpa(; dtpi'Eexai B 295 (438, 5. 6) d XP*I
io xov veov arixrifteueiv Hippias A 9
(581, 11) x( Y^UKUTepov (sc, YWvaiKÖt;)
dXXuji; Tc Kai veirn Antiph. B 49 (698,
28) v€tt»v Euv€<ji? opp. fcpdvxurv dEu-
vcöiri Demokr. B 183 (419, 8) veoioiv
45 . . xp6iroi<; Krit. B 4, 2 (614, 24) veai
q)iX{ai opp. uaXaiai Antiph. B 64 (602,
22) — (xb) v€ov opp. yripatdv Herakl.
B 88 (74, 20) €v veuji oiufiaxi Antiph.
401 vnxeiv 402
B 60 (602, 6) vea eq>' rmcprii <ppoveov- Herakl. A 14 (59, 19; auörpoqpai 59,
T6^ Demokr. B 158 (413, 28) vgl. 17) v. ireTiiXTiu^vov = oeXrivti Xeno-
Sp. 400, 34. cilUTrav dnexpri Tot<; v€uj- phan. A 43 (43, 12; TratevTa Anaxag.
Tcpoiöi Thrasym. ß 1 (576,19) i^ouöi- A 85 (309, 11) — Entstehung v. Tpiq
Kr^v v€iJUT€pov elvai Demokr. B 144 s Anaximen. A 18 20, 16) (f^v t' Ipiv
(410, 19). KoAeouö«, veqpoc,; Xeuophan. B 32, 1
v€OT*ioio<;. öKipTTiM« Antiph. B 49 föl, 17) Pythagor. 46 B 37« (278,47)
;ö99, IC). Anaxag. A 86 (309, 16) (t6 irepixcö-
ve6Trj<;. auEriv koi veÖTrjTo toutov Py- luevov üötup tiöi veqpei äveiuov ewoCricrcv
thagor. C 3 (280,3; dno veörriTO^ dpHa- lo f\ kli^eev ojußpov) Anaxag. B 19 (321,
M€vouq . . ^avedvelv Protag. B 3 (637, llj Metrod. v. Ch. A 17 :452,off.) vgl.
20) vcÖTTTTO^ iyaQä opp. yt^pao«; dvöo^ xpic, — €v veqpemv Entstehung d. "Win-
Demokr. B294 (438,8) Krnoai ev |n^v des Xenophan. B 30, 2 (51.9). Vgl.
v€6t»iti eiiTtpaliav, h be xm fiipai veqieAii - daTpomii, ßpovT^i, x<^aZ«.
öoqp{av Bias 73^ 3 ;ö23, 10 vgl. Anm ) 16 veqppö^. ( 9Xeße(;) ei<; tou^ v€(ppou^
trai&eöcTai ttjv veÖT^Ta (= roiic, vlous) (xeivouaiv) Diog. B 6 (337. 25. 339, 5)
Demokr. B 178 (418, 4). 6(60^01 v€(ppo! iaxip'ö'v evtiöpaöf-ievoi
vcOpov Entstehung Emped.A 78 (166, 5) Demokr. C 6 ;448, 38).
Anaxag. A 46 (303, 16) 46 (303, 30. 33) vewrepiteiv. t^v dirö tx6vr]c, v€u)T€p(Zr|i
vgl. B 10 (317, 21) Hippokr. 12 C 1 20 rf^^ äamboc, Krit. B 37 (624, 35).
(82,43) vcupoioiv crcpiYTeöeai [Demokr.] NeiuTeuKTixd Tit. Orph. A 1 ;469, 11).
C 6 (448, 44) v€upu»v nX€T^ia (448,47) viikouotoc 6|LiOK\eiuv Etnped. B 137,3
vgl. (449, 2). (213, 86).
v€upu»öri<;. ijficve? Demokr. C6 [448, vriXeii^. %ap Emped.ß 139,1 (314, 13;.
17) kuötk; (448,41). 25 NriiLiepTTic, epdeaaa Emped. B 122,4
veq)€Xri (Orph.) B 12 (476, 34) ck tAv (209, 12).
vccpeXtfjv Göuup ducKpivexai Anaxag. vrjvem'a dehn. Archyt. A 22 (257,6).
B 16 (320, 21) 'Ipic «3= xo tv Tf]iai vn'»r6v0Ti(;. virtrevöei? dKpodö€i^ An-
veqpeXtiKJiv dvTiXdiinTov B 19 (321, 9: tiph. (ßhamn.) A 6 (590, 31) vTjirev-
ev Tfji veqpeXrii pamZonivov toü u fpoö 30 Ociju^ dverXr] Protag. B 9 (540, 2).
xfjv q)avTaö(av Tf]^ XaiaTrpÖTiiToq clvai VTiiriO(;. dv»ip Herakl. B 79 (73, ^1)
TT]v döTparniv Kleidern. 1 (327, 1) Ent- ixifa vrimo(; Emped. B 137, 2 (213, 85)
stehung v. veqjeXai aus u5u>p Metrod VTimoi B 11, 1 (176, 18) vr|tT(oiffiv De-
v. Ch, A 4 (451, 15). Vgl. vccpo?. mokr. B 75 (402, 18).'
v€q»€XnTepeTii^. dlpa Emped. B 149 :» vf^öo^. Moxdpujv vf]aoi [Parm.] B 23
(216, 9). (125, 26) Pythagor. C 4 (280, 16).
vcqf>eXiov. AidOKOupot = veqpeXio Xe- vriaxeuciv xtiiv €|Lnrv€6vxu)v Pythagor.
nophan. A 39 (42, 43;. B 3 (270, 27) vrjaxeOööi koköxtixo^ Em-
v€(po^ Entstehung Anaximen. A 5 (18, ped. B 144 (216, 17).
13) 7 (18,37. 19,3ff.) 17 (20,13) Xeno- 40 vfJöXK; Orph. B 21 (482, 4. 6) — Nf^axK;
phan. A 1 (34, 16; 46 (43, 21) (itövxoq = uöu»p Emped. A 1 (153, 33) ^ (xö
Tcvexujp vf(peu)v)B30,ö(51,12) [nubes) onipua mi) x6 u6u»p A 33 (159, 14 ff.)
Epich. Enni 53 (97,25) Anaxag. A 86 N. i^j buKpuoK; xerrei xpouvu^Mo ß 6, 3
(309, 10) Metrod. v. Ch. A 16 (452, 3) (175, 10) Nnöxibo^ ai^tXn^ (xu) &uo
v€<po? TOxu Anaximandr. 23 (16, 22) m ^€prl) B 98, 2 (199, 18).
xöv riXiov Kcn xd döxpa €k vecpuiv vi^qpeiv. väq)€ Epich. Gn. 10 (93. 11).
(w€wupuj|nevujv) Xenophan. A 32 (41, vrixeiv. vrjxeoöoi 6i6döK€tv Demokr.
21) 40 (42,45) kurtpriatii; xai ößeöei<; B 172 (416,22).
403
vilnw
404
vileiv. x^ip "^«v xt'PO v(Z;ei Kpich. Gn.
30 (94, 26).
viKÖv. vtKÖi . . . TÖ fxtitov Tf\(; ikniboc,
sc. )i (püoKi Demokr. B 176 (417, IC)
. . . de6.\€uu)v viKÜJi Xenophan. B 2,21 6
(46,18) vincere. u. vinci (Olj'mpia) im
Traum Antipli. B 80 (604, 7flP.) viKäv
aOröq eauTÖv Autiph. B 58 (601, 24).
viK60uai opp. i'ioaut.utvoK; Demokr.
ß 249 (429, 8). lo
VI Kr], ei . . . vi'kiiv ti^ äpoiTo Xenophan.
B 2, 1 (45, 14) — viKö^ 'ApKeofXa Krit.
B 8, 2 (616, 15). Vgl. Reg. II.
viTpov. viTpa opuTTcaöai (ev Tfji yhO
Anaxag. Metrod. v. Ch. 46 A 90 (310, 7), 1.5
voeTv. absolut.. ($6Ö^1 ohXoc, 6päi, voti,
aK0i5ei Xenophan. B 24 (ÖO, 18) vgl.
(t6 Gepiuöv) voeeiv Trovra I>iog. C 3
;34l, 16} - t6 aürö voeiv eörCv xe Km
clvai Parm. B 5 117, 7) ouk äveu toO 20
eövToq, (tv u»i ii€q)aTi0f.ievov €öTiv,
eup)iö€i(; TÖ voelv B 8, 36 (120, 16)
TOIJTÖV . . . VOeTv T€ KCl OUVeKEV €(TTl
v6Y\\xa B 8, 34 (120, 13) «'itrep o&oi
jaoüvai h\Zx\(S\öt; sidi vorioai B 4 (116, 25
20) vgl. iropoc vof^öai Emped. B 4.12
174,21) m. Objekt, voei to TipaxTÖ-
juevov Blas 73'' 3 (523,6) voei fji fcr^Xov
cKaöTov Kmped. B 4,13 (174,22) -rrpo-
060V voeuw B 84, 1 (196, 20) Aey^iv xe 30
vo€iv TK eöv €)HMevai Parm. B 6. 1 (117,
14; ouxe . . . cpaaöai oü&^ voeiv B 8, 8
119,5) — ncivra eöx^v, o dv xii; vorj-
aai Metrod. v. Ch. ß 2 (463, 18) -~
fppevi Ocia voövxai Demokr. B 129 35
'409, 9) ooa tk; äv vu/oaixo KOKci B 143
410, 14) — vorjörjuev dist. Yvuia9)\uev
Philol. B4 ;240, 17).
voriToc;. ou qpaxöv 01)66 vonxöv
Parm. B 8, 8 (119, 6) -— xfjv aKaxa- 40
XrjitTOV xoö vorixoö . . . q)uöiv KeK.\r|K6-
vai Xao^ V. Hesiod. 66 B 12 (476,21 vgl
25. 29) elvai koi vo^xriv xpiTt]v xivat hv-
vamv(?) Emped. B 110 (203, 24) vonret
dist. 6oSaöT(i Parm. A 34 (110, 33 fl'.) 45
\iöva TO V011TÜ dX^öfi opp. aia8r|xd
Demokr. (Piaton) A 69 (363, 1). Vgl.
voepö^ ff., voO(;.
voepo«;. Aienp OrpJi. B 13 (477, 16)
ayuy.\xa Herakl. A 11 (59, 3) — voepbv
nöp xö xf\^ \ioyaboc, — öeöq Emped. (?)
A 31 (158, 44^ 9€Tov Xo^ov aTrdtravxei;
voepoi f ivoneOa Herakl. A 16 (60, 11)
vjiuxai dva9u|uiuipevai voepai dt» t^-
vovxai B 12 (64, 10) vo€puJxepov r\k
v6r\\xa ;0e6^) Xenophan. (Timon) A 35
(42,15). Vgl. vo€iv, vorjiLiaff.
vöriP« opp. bk\xfxc, (V. ee6?) Xenophan.
B 23, 2 (50, 16) voepuixarov t^e v6r||ua
(eeoq) A 35 (42, 15j xö irXeov ^cJxt v6»iM«
Parm. B 16, 4 ,124, 16) (i\\xa . . trcpi-
Koip&iov Göxi voima Emped. B 106, 3
(202, 1» vgl. 18) xauxöv voeiv X€ koi
ouvcKev €0x1 voTjiaa Parm. B 8, 34
(120, 13; -rrdvxa . . . qppoviiaiv €xeiv Kai
vu»|iaxo<; alöav Emped . B 110, 10 (204, 9)
€lpT€ vörma Parm. B 1, 33 (115, 15)
7, 2 (118, 2) xicp k\oc, . . . vorijLiaxoq . . .
Kußepvu&iiievoq öiüiovoel Vpöc eauxov
Iambl.80B44^ (697,29) v6rma . . . xöv
Xpovov Antiph. B 9 (592, 82) — v6r\\.m
dpqpif; oATiGefTi^ coni. iricrxöv X6tov
Parm. B 8, 50 (121, 11).
voT^öiq Diog. A 4 (329, 6) »ach oi) . .
otöv T€ fjv ouxuj öcfedöGai ay^v von-
cioc, B 3 (336, 7) (di^p) = xö xtjv vori-
aiv kxov B 5 (336, 19) = ^>y^xr\ koi
voriöK B 4 (336, 16) tcoXXoi xpönoi
KOI avnroO xoO depoc koi Ti\c, vo^öio^
B 5 (336, 1) (Zujia) ouxe iöeav dXA»i-
Xoi<; eoiKÖTU oüxe öiaixav ouxe vöriöiv
(336, 14) önwc, navxa xüji auxtöi . . .
Kai 6päi KOI dKouei koi xf)v dXXrjv
vörjoiv €xei dito xoö auxoO -rnivTa
(336, 17) diroGviiiöKei kqi r\ vorjöic
€TriXeiirei B 4 (335, 17; alaerjöCK; koi
vo»i(fei(; exepciu>c»€i(; xoö aw^iaxoc, Leuk.
A30 (3 18, 45) Entstehung durch eibiuXa
Leuk. Demokr. Epik. (348, 47.. Vgl.
voöc,.
vo)ix6<; 3. V06IV.
vo9ei3eiv. voöeuexai xä AKOumXaou
73 A 3 (512, 13).
voiLiiZeiv. xoOxov vo|ui(2[ovxe<; SeiöxaTov
vÖMOv Gorg. B 6 (557, 16) vo^xiluv m.
Inf. Thrasym. B 1 (577, 10) Antiph.
405
vo|iiO(;
406
FÖ4 (600, 22. 27) tö fiveaQai . . . ouk
öpQwc, vom'Zouöiv Anaxag. B 17 (321, 1)
vo|L»{Z€iv öaiMOViuv cTvai fkvo<; Krit.
B 25, 43 (622, 7) — passiv. eiKfii touto
vopiZcxai (ist Silte) Xenophan. B 2, 13 5
(46, 5) Tot vo\i\Z6)i(ya fiuOTTipia Hei-akl.
B 14 (64, 21} <t>iX6Tii<; r\-x\<^ m\ evT]-
Toiö» vo^fZ^exai e|Li9UTo<; citpöpoK; [Qel'
tung hat) Emped. B 17, 22 (178, 10)
\^. :?; olq TauTov v€v6|LiiaTai Parm. io
B 6,8 (117,21) vgl. vÖMO? (opp. cpuöii;)
unten Z. 38ff. — intrans. öpiZeiv lii«; vo-
infüleiv Ekphant. 1 (265, 30) täi dv9piii-
TTUJi vo|u(Z[ov iT€Troir)Tai ujöt€ (?j De-
mokr. B 278 (435, 10 vgl. Anm.). v..
voiLiiKo^. No)LiiKä aiTia Tit. Demokr.
A 33 i358, 12) = B 299? (439, 29).
v6|ui^0(;. TÖ trdvTUiv vöjuiuov EmpeJ.
B 135, 1 (213, 17) eic epT« - • cpepo-
[x^yoc, öiKcia koi vömiuta Demolcv. B 174 2ü
(417, 6; vo^iiV^v epurruiv Gorg. B 6
;557, 28) |i6V€iv ev tok TraxpiOK; eSeoi
re KOI vojLiiuoig eöoKiualov Pythagor.
D 3 (283, 31) 4 (283, 38).
voiLiiöjLia KOTrrejv Xenophan. B 4 (47, 1) 25
napc'.xotpaEov tö v6ui<J|ua Sieben Weise
73*2 (520, 5 Anm.).
vo|Lio6€(T(a Epimen. (Solon; A 4 (402, 61)
Nausiphan. B 2 (464, 17).
vo,uo6eT*i<;- coni. (piXööoq)oi, no\v(to.i m
Pythagor. 45 D 1 (282, 38).
vc^oe€TlK6<; Sieben Weise 73^1 (518,
16).
v6|io<;. Bratich. vöfioc Kai ßouXfji ttd-
ecöeai ev6<; Herakl. B 32 ^67, 13) 6 v6- 3.S
)U0^ (näml. to dvaKaÄ.oirTiipia) Phere-
kyd. B 2 (508, 18) v6)auui tirftpHiui koi
auTÖ<; opp. 0e.ui(; ~- q)üoi<; Emped.
B 9, 5 (176, 2) v6\ioc, koi q)<5oi<; oux
ouoXoTCiTai 6]no\oY6Ö|aeva Hippokr. 40
12 C 1 (83, 28; v6|üiov dvepuuiroi eeeaav
. . ., q>uoiv bk irdvTUJv öeoi b\(.K6(i\xr\aa.v
(83, 29) q)uö€i KOI Ol) vö)Liiui Philol. B 9
(242. 10) tö aiöxpöv ou q)uaEi oAXct
vÖMWi Archel. A 1 (323, 17} = 2 t323, 45
32} v6|i(U)i TÜ aia9riTd opp. q)uöei Leuk.
Demokr. Diog. 51 A 23 ;332, 19) =.
54 A 32 (349, 4) v6)liuji xpo"i T^wkü,
niKpöv, tTcf^i 5e axofjia Ka\ k€v6v De-
mokr. B 125 (408, 17) vgl. B 9 (388,
18 117 (407, 2) A 1 (352, 24. 36) 49
(361, 17 £f.) ... TToXiToc; q)ua6i, ou v6-
iLiuui (Ilippias) C 1 (586, 21) tö ö^olOv
Tiüi u|iio(uJi (püoei öuTTtv€(;, 6 bk v6-
\i.oc, Tupctvvoe; cbend. oü TrXdo^an
KCviiji Ka\ v6fiu)i dXXix Tf\» tüjv npa-
YMCiTtjüv qpuöei Nausiphan. B 2 (465,
11). — Vgl. Euripid. (?) 83, 2. 19 (640,8).
Gesetx. Seio^ v6|uo^ Herakl. A 14'^
(59,29; B 114 (78, 4) — iaxupiZcaem
Toii Euviiu oKuianep vo^uji froXi^ B 114
(78, 3) fx&xeaQai töv feflinov utrep tou
v6|Liou B 44 (68, 16) Ttapavo|i€iv napö
vofiov Hippukr. 12 C 1 (85, 16) vgl.
irapct *v6,uov Demokr. B 262 (432, H)
v6.uou um^Koov elvai Pythagor. D 3
(283, 28) vgl. v«S|Liujv unaKoüciv Ano-
nym, lambl. 6, 1 (632, 25) ähnl. Pytha-
gor. D 4 i283, 37) 6 vömo«; ßoiiXcTöi
[ikv €U€pY€Teiv ß(ov dvöpujiruiv ktX.
Demokr. B 248 (429, 8} vö^iwi cikciv
B 47 (399, 20) vöjauji koi dv(iYKt]i opp.
XÖTOu iTe»9oi B 181 (418, 14) Xdepni . • •
df;iapT^€iv cIkÖc; tÖv €ipYM6V0v dbiKirj^
utrö vö^ou (418, 16) vgl. enetön jän-
qpavf) Ol vojaoi ditcipTov a{)TOU(; epta
|irj Trpdööeiv ß(ai, Xdepai b' ivpaaaov
Krit, B 26, 9 (620, 80) vomo^ ändpya
auch Demokr. B 259 (431, 12) toötov
vÖMOv Tfji \iiv%f\i KaStOTavoi, ujötc
|uri6ev Tio«€iv dveniTiiöeiov ß 264 (432,
11) vöjLtou dKpißefaq Xöyujv dpöÖTTjTa
(irpoKp{vovT€<;), toOtov vom'Zovrei; 9ei6-
TOTOv Kai KoivÖTaTov vÖMov, TÖ 6eov
ev TUJi öeovTi koi X€Y€iv kqi ai^äv ktX.
Gorg. B 6 (557, 15. 16) Tpöiroq xpi"
öTÖq d(yq[)oX€öT£po(; vö^iou Krit. B 22, 1
(619, 26) — TTcpi vö^ou Kai iiKoio-
öuvTi«; Tit. [Archyt.j (264, 12) FTcpi
voMU) (vdfiou) Tit. Okkel 4 (264> 29. 41)
— TÖV ev fiuJöiKäi vo^iov dbuTÖq tni-
öTorai, oöirep koi ^uioiKav Dialex. 8,11
(648,8) Plural, vgl. oben Z. 19. v6-
ILioK Tret9ou Sieben Weise 73» 2 (520,5
Anm.) Chiion 73^3 (521,29) vömok;
iraXaio1<; XP*» öijjok; itpoö<pdTOi(; Pe-
407
vo|Lioq)VJAaKeiv
408
riandr. 73» 3 {624, 2) Tp€<povTai Ttavreq
Ol dvöpumcioi v6|uioi vrc'o €vöq toO
eei'ou Herakl. B 114 (78,4) nepi vojxujv
Kai KoA-iöv KOI öiKctfiov Archel. A 1
(323, 14) v6yioi eirfvoia Kaxt^, ou XPH *
Treieapxetv töv 0o<p6v ßemokr. A 166
(383, 39) ... Toö Ti irpiiööeiv dv^Ke-
öTov iDv vö|uoi KiüAuouoiv B 191 (421,6)
oÜK äv eKuuXuov ol vöfioi lf\v CKaöTOv
kqt' iöiTiv eSouafrjv ktX. B 245 (428, lo
18) OKuxjirep irepi Kivaöeujv t€ koi
epueTeuüv (vönoi) ^efp&(parai . . . outiu
KOI Kaxd ctvöpiJUTrutv öokcI |lioi xpeOuv
cTvai B 259 (431, 10) Kaxct vöjliouc; tohc,
Traxpiou^ KTe(v€iv ev uavTi k6(Tjuu>i, €v ir>
löi |un \6\xoc, dwefpTei (431,11 vgl. 13)
xdq €K TU)v v6|jiiuv Zr\\kia(, Anonym,
lambl. 4, 3 (632, 3) vönoi kqi t6 6i-
Kaiov T<5<; xe iröXei^ Kai xou^ dv9pui-
irou? x6 ouvoiKtZov 3, 6 (631, 24) vgl. 20
6,1 (632, 25 ff.) 7,13 (635.6) v6^ou(;
yi^-^oKovc, ct-foi Antiph. B 44 (597, 16)
ai xd np^TiLiaxa ixr\ eirioraöeixai, oitbe
xtbc; v6mui(; Dialex. 8, 11 (648, 7j —
Erfindung Kvit. B 25, 5 ff. (620, 26ff.) 25
xf)v dvo|Uiav xoii; v6|lioI^ Kaxeoßeffcv
B 25, 40 (622, 4) vqmoi aus 'EAAd^ r\
IU€T<iXTi 45 D 1 (282, 39) vÖ|liou<; out-
f pdij^ai Vit. Herakl. A 3* (57, 10) Geivai
xoK TToXfxoK "Vit. Parm. A 1 (106, 13) 30
xrjv eauxoO Traxp(öa öieKÖtffirjoe voihok;
dpiöxoK; A 12 (107, 41) vgl. vono9€o(a
— xpi'a o.bx\ Hippodam, 1 (227, 22)
gegen KAeirrai Hippias B 17 (585,26)
v6^ol irpö^ fwvalKa Km xö |ütf| d&iK€tv 35
Pythagor. C ö (281, 15).
vo|uo(pu\aKeiv Dialex. 7, 6 (647, 10).
v6ar\\xa. KdKiaxov Demokr. B 281
(436, 7) Kpi'öcn ev iT€pia0aK rmepaK;
Pythagor. B 2 (270, 19) xat<; SiaqpopaK lo
(xu)v xpu»Mdxu)v) KCl xd vooniiaxa fxe-
piZÖM€voi Diog. A 29* (333, 2).
vöao<;. Erklärung, Entstehung Alkm.
B 4 (104, 6) Hippen A 11 (224, 30ff.)
Philol. A 27 (239, 9) Pythagor. C 3 45
(280, 4) Anaxag. A 105 (312, 14) [De-
mokr.] B 300, 10 (441, 42) 1^ Tvi«Mn
xoö oa»|Liaxo<; »iT^iTai Kai de, Oti€iov
KOI v6öov Antiph. B 3 (592, 14) Hei-
lung. v6öiuv cSaKeaei^ (cöciHe) Mus.
66 A 11 (472, 6) ^-rri vouauuv navxoCurv
emjöovxo KAiieiv eüriKca ßdEiv Emped.
B 112,10 (205,17) iaxpiKn (yu»|naxo<;
voöou? OKeexai, öoqpir] &€ ijiux^v iraOÄv
d«paip€lxai Denjokr. B 31 (397, 24) xd
\xh/ (xiwv qpapiuaKujv) vöoou, xd bk ßi'ou
naijei Gorg. B 11 (559.18) — voOooc;
uTi€(iiv etrofrioev rjöu Herakl. B 111
(77, 18) vöcro<; fteiAoTöiv ^opxTi Antiph.
B 67 (601,9) oi'riaif; iepd v6ao<. Herakl.
B 46 (68, 20) voööo? . . . <pp6vriöiv kc,
<Jüjuitd0€iav oYouaa (Demokr.) C6 (448,
14) v6öo(;oiKou, ß{ou, öKi^veo^ Demokr.
B 288 (437, 9) ex«? voöov, xai'P^K
6i6ouq Epich. Gn. 31 (95, 2) xauxd
epTaZ6|Lievoi xd OYaöd koi xdc; v6(Jou?
Herakl. B 58 (70, 14) vgl. vöaoq xoiq
Ibiev doeeveOvxi KOKÖv, xoi? öe laxpol<;
dTaOöv Dialex. 1, 3 (636, 8) vgl. 1, 16
(638, 1) aux|iir)pai v6(Joi ('Axtic; dv Xei-
mjjva) Emped. B 121, 3 (209,1) v6öoi
qpoßoOoiv Anonym. lambl. 4 (632, 2)
\^\iXd\ dprjtqpaxoi Koöepiuxepai r\ evi
voiiöOK [Herakl] B 136 (81, 2).
voxi2eiv. KopqpaXeov voxi'Zexai Herakl.
B 126 ,79, 17).
voxioq. ouxe xuJi vox(u»i TiXticfidZiovxo?
oux' etri ÖepivoK xpoirai? 6vxo<; xoO
i^XCou Hippokr. v. Ch. ö (232, 28) xd
v6xia xaireivujGfivai opp. xd ß6peia
Emped. A 58 (162, 36) €v xoii; voxfoiq
ILidXXov eKTTiTrreiv xd ejußpua Demokr.
A 162 t381, 7).
vöxo?. uiToXedreoeai (xdv K0|urixTiv) koi
Trpo? dpKXOv KOI irpö? vöxov Hippokr.
V. Ch. 5 (232, 23 vgl. 24ff.) — Wind
Akusil. B 30 (516, 17) Demokr. B 14, 3
(391, 17) 14, 7 (392, 16. 34).
vouBexelv = itebapxäv Pythagor. D 6
(285, 11) 6 voueexeurv Demokr. B 52
(400, 7) -fepovxa vou8€xeiv B 302 (445,
31).
voi)8€x>iöi?. voueexTia€iq=Tte6apxda€i?
Pythagor. D 9 (290, 88) vgl. D 8 i285,21).
V 0 u |Lt n V i a Orph. B 22 (482, 13) Anaxag.
A 42 (302, 1).
409
voOc,
410
voOq. Gott. Kosmos. Mfjriv (tüq
voöv) opp. öuvam^ Orph. B 12 (476,
36) voöv ToO K6of»ou t6v 8€Öv Thal.
A. 23 (10, 40) Bcov avtxnavra voOv
Xenophan. A 1 (34, 19) {Q^bc) vöou 6
<ppev\ rcavxa Kptt6a(v€i B 25 (ÖO, 20)
vgl. [baifjuuv) v6u*t oiKOuiuv koi ßXcTriuv
Krit. B 26, 18 (621. «) vgl. Sp. 411, 10
voöq 6 666? Pythagor. B 15 (273, 16)
voO^ ecoO Anaxag. A 48 (304,14) voöv lo
KOOinoTroiov TÖv öeöv (304, 15 ff.) dcpa
Kai voöv TÖv GCÖV, OU |LI€VT01 koöiuo-
Ttoiov Archel. A 12 (325, 6) voöv tov
öeöv ^v TTupi (T<paipo6i6€i Demokr. A
74 (365, 7) deus = seientia intellegen- 15
tiaque nosira (365, 11) = principia
mentis (365, 17) {sol) totus mentis est
Epich. Eimi öO^ (97,11) — Kivetoeai Tct
TTpOuTo) öujjuaTa . . . Oirö Oeia(; ftuvd-
)X(nxic, »IV voöv Kai Hiuxriv irpoöaTopeuei 20
Ekphant. 1 (265, 33) particnlas in or-
dinem adductas menie divina Anaxag.
A 49 (304, 29) inesse (in d. 6|noio|Ltep£iai)
mcntem divina?», quae ageret . . . omnia
Archel. A 10 (325, 1; öei'ou voO tö dei 25
Tl. öiaXoTiCeööai KaX6v Demokr. B 112
(406, 6) Oeujv v6o(; Hippokr. 12 C 1
(83, 24) voöv TÖv Ai'a (Metrod. v. L.)
6 (326, 34) voö(; ßpoTu»v = Zcuq (=
d»ip) Eurip. 61 C 2 (341, 9) = 12 A 16 30
(60, 8j oe TÖv aijTO(pufj . . . (= töv br\-
MioupYÖv voöv?) Krit. B 19 (619, 8) —
ifux»i, vöot;, q)pövriöi(; ktX. ^y tOji öep-
fioToiTuui nup{ Hippokr. 12 C 1 (83,21)
vu) KOI H'uxä<; dvdKiujLia (korrupt) tö 35
Kiveov opp. Yev60iO(; Kai |LieTaßoXä(;[Phi-
lol.] B 21 (248,3) Kosmologie beson-
ders Ekphant. 1 (265,33) Anaxag. A 1
(293, 17. 42) 2 (295, 18) (opp. dvoia) 16
297, 11 . 20) 41 (301 , 10 ff.) 42 (301, 24 ff) 40
46 (303, 38 ff.) 47 (303, 43 ff.) 48 (304,
Uff) 49 (304,29) 55 (304, 48 ff.) 57
(305,8) 68 (305,11) 64 (305, 47 ff.) voOc;
dueipov, auT0KpaT€?, fxeneiKTOi ouöcvi
Xpi^MOTi, ^6vo(; ahioc, ett' eiuÜToö B 12 46
(318, 6) XeitTÖTOTov , KotBaptuTaTOv,
Tvu>|lI)-iv 7t€p\ navTÖ^ iräoav iax€' ktX.
(318, 14) ndvTiuv xpoTei (318, 16) •tf\c,
irepixujpriöioc; . . . CKpaTTiötv (318, 17)
TrdvTa exviu (318, 21) vgl. auch voö
ToO eauTÖv T»vii>öKOVTo? ko» ooqpoö
(Pythag.) 66 B 26 (395, 16) irdvra öie-
k6o|uiiö€ Anaxag. B 12 (319, 2) näq
6|aoio<; (319, 10) Tn<; Kivrjaeux; aiTiov
B13 (319, 19 ff.) 6 voö^ö^ d<e{> cöti,
TÖ KOpTO KOl VÖV ^OtlV . . . €V TU»
treptexovTt , €v toI^ npoöKpi9€tfln, €v
Tot? diroKeKpijievoK B 14 (320, 5) cv
travTi iravTÖi; iiiotpa . . irXviv voö, loriv
olöiv Ö€ Kai voö<; evi B 11 (318, 2) vgl.
B 12 (318, 10) TtavTdnaoi oü&^v dircKpi-
v€Tai ouöe 6iaKp(v€Tai . . . TrXfjv voö
(319, 10) daher NoO; Beiname d. Ana-
xag. A 1 (293, 20. 23) 2 (296, 18) 15
(297,18) vgl. A 24 (298, 42) (Arm6Kpi-
Tov) öiaoupciv aÜiToO tu nepi Tf^c; 6ia-
Y.oa\xr\Oi.{.\i<^ koi toö voö öö A 1 (350,22)
= B 6 (387, 20) — Kosmologie ferner
Archel. A 4 (324, 6) 10 (325, 1) (opp.
dneipfa) (Anaxag.) Archel. A 11 (325,5)
18 (325, 18) Entstehung v. roüia, <puTd
opp. oöpavo^, k6ö^0(; Demokr. (?) A
69 (364, 32j — toxiötov voö^, 6id nav-
roc, Yop Tpexei Thal. A 1 (5, 46).
Mensch. TTepi voö Kai biavo(a<;
Tit. [Brotinos] 7,5 (29,16) Hepi voO xm
aioedoioc; Tit. jArchyt.] (264,10) ncpi
voö Tit. Leuk. B 2 (350, 4) dist. nepi
a\a^r\a{\ii\ , zusammen == TTcpi »puxfic;
Demokr. A 33 (367, 24) = B 5« (387,
29) — VUXT^v = voöv, eniöTtifiriv, ööSav,
ai'oerjöiv Pythagor. B 16 (273, 29) voö<;
opp. ipuxt^ Pythag. 55 B 26 (395, 12 ff.)
c^KeqpaXo^ vöou (dpxd) opp. n;uxf)<; koi
aloej^oio^ Philol. B 13 (244,13) »jiuxti
Ka\ vo\)c, dpi9mi)v Pythagor. B 4 (270,
36) voöv Kai uYi€{av Kai t6 Xeföjaevov
<pu)c; €v €ßS0Md6i Phüol. A 12 (235,
10) voO^ = n;uxn Parm. A 1 (105, 36)
Parm. Emped. Demokr. 18 A45(112,6)
= 21 A 96 (172, 42) Demokr. A 1
(352, 30) 101 (369, 18 ff) 106 (370, 10)
113 (370, 44 ff.) eoiK€ CTcpov X^t^iv
ij^uxnv t€ Kai voöv, XP^TOt« 6' d^q>olv
db<; luiQi q[>Ü0ei v. Anaxag. A 100 (311,
37) To Zuiio TÖv . > olov€\ voöv )t.r\ cxeiv ,
411
vouöoi;
412
TÖv naSrjTiKÖv (?) tov XeYÖjuevov toO
voO ep^r)VEa A 101 (311, 44) töv Kaxä
(pp6vY\aiv voOv ouK ev itäoiv dv6p«Ä-
•rroK; riOtrai A 101« (811,46) aber voöv
iräöiv kpupveoBai Zuiioiq 6noliuq Archel. r,
A 4 (324, 23) — xoO voO ircpi t^v
dXnöeiav (exovroi;) opp. aiadr]ai<;, <pav-
Tcöia Demokr. A 113 (371, 3) fvvjyir\
= vovc, Krit. B 39 (625, 23) — voO^ 6pfii
Ko\ voO^ dKOÜei Epich. Gn. 12 (93,«) lo
vgl. Sp. 409, 7) TtctvTa fi-p>xi)0K€iv xöv
voöv Anftxag. 37 (316,22) vgl.Sp.409,
47 ff. To itoXXä ^(sow voO Xenophan.
A 1 (34,21) — nientis ignis est Epicb.
Enni 48 (97, 7) de mente humana 'de 15
sole. sumptus ignis 'isque [sol] totus
mentis est' 50 (97, 11) voö«; = nup
Demokr. A 101 (369,26) vgl. Sp. 410, 40,
irOp, M'wxn — ^^oq dvöpaiitujv olov eri
T^fAUp afr\tai TratTip dvfepuJv re öeuiv 20
xe Homer 12 A 16 (60, 3; wc, ex«
Kpäöiv jueXeujv, xüj^ vöoq dv9piuiioi<yi
irapiöxdxai Parno. B 16, 2 (124, 13)
6upa6ev ciöKpi'veöeai Pythag. Anaxag.
A 93 (311, 6) k\ xuii depi noXüv dpi- 23
öjuiöv iwv TOioiixuiv a KoXet voöv Km
ijiux»^v, dvauvoi^ Demokr. A 106 370,
10) auEexai voo^ ■napeo^ar\c. «jt^'I«; •'tX.
C 6 (448, 12 vgl. d. Folg.) 6 cv rmiv
ywpileTai xf^q -apoc, x6 irepiexov öuiu- 3o
<puia? (im Schlaf) Herakl. A 16 (60, 13)
— KiüXueiv xfjv iK|Lid6ax6v voöv Diog.
A 19 (331, 39) — xd<; dKootq elc; xov
voöv bmnejXTxeiv EUeidem. 2 (327, 9).
— im besonderen. Verstand, opp. 35
9u\x6<; Epich. Gn. 43 (96, 8) opp. aüj^xa
Demokr. B 105 (405, 9) voO? trape
aqpaXxai Krit. B 6, 13 (615, 22) änt]
i601, 16) — ivv vooJi XcTovxa; Herakl.
B 114 (78,2] , . . euatoi 2üv vöuui De-
mokr. B 35 (396, 22) xpf^öi? Hüv vöu»
opp. Euv dvofiii B 282 (436, öj — voov
exeiv Herakl. B 40 (68, 9) Demokr.
B 52 (400, 7) exei B 82 (403, 7) iroXu-
l^aöee^ voöv ouk Ixouot B64 (401, 12)
Gesinnung, xi't; auxujv vöoi; r\ (ppiiv;
Herakl. ß 104 (76, 25) cüöcßiiq vöuji
TT€9UKai<; Epich. Gn. 22 (94, 6) Kaöapov
. . dv xöv voöv exriiq, änav xö öiöua
Ka8apö<; el 26 (94, 1«).
voööoi; 8, v6<T0^.
vuKxiTfoXo«;. vuKxiTtoXoK; Herakl. B 14
vuKxiqpan«;. «pw^ Parm. B 14 (124, 0).
vu)uq)Ti. vü|Li<pai Xapixeoöiv ofiolai He-
siod. B 5 (500, 8).
''vOv. OTTWöircp dpxvjv koi vöv Anaxag.
B 6 (316, 15) KOI TrdXai köi vöv De-
mokr. B 175 (417, 11) ov5<x'^) ndXai
oiixe vöv (417, 18) öc d<eO eoxi, ro
Koipxa Kai vOv eöxiv Anaxag. B 14
(320, 6) xov xp<5vov au-fKtioöai eK xutv
vOv Zenon A 27 (131, 43) dd xö (pe-
p6|uevov ev xüji vöv (131, 46) oüftev
öiKaiov ... ev xuii vöv ytvei Krit. B
12 (616, 26) — vöv auxe Xenophan.
B 7, r (47, 18) Emped.B 131, 3 (212, 3)
vöv (YÖp) br\ Xenophan. B 1, 1 (44,
16) vöv öe nun aber Meliss. B 8 (147,
16) Hippon B 1 (226, 7) Phüol. B 11
(243, 12) vöv ö'dre Emped. B 62, 1
'191, 17) Stellung: bemerkenswert el
. . xd ev xuiiöe xuJi koctiuuji i.6yno. vöv
Diog. B 2 (334, 10).
vuv. Ka{ vuv eaöi Parm. B 19, 1 (125, 7)
juev vuv Demokr. B 10 (389, 1).
h^\x\iav\> vöoio Emped. B 136,2 (213, vöS. dtro xf^q Nukxö^ eTroiridaxo xfjv
29) öid voö xuqpXöxrjxa coni. d^viuiuo- 4ü
(S\)VY\v Demokr. B 175 (417, 14) dtr€<5vxa
vouJi Trapeövxa Parm. B 2, 1 (116, 7)
vouji nepiXijnxd dist. eiti&epKxd, eua-
Kouöxd Emped. B 2, 8 (173, 26) vötuj
öepK£u opp. ÖMiioxa B 17, 21 (178, 18) 45
djirixaviii . . . Jöüvei trXaKxöv v6ov Parm.
B 6, 6 (117, 19) xpovo^ direoxpeij/ev
xöv voöv Tdrv 6€Xiindxuuv Antiph. ß 68
dpxilv Orph. B 12 (476, 14 ff.) €k Nu-
KXÖ(; KCl Tapxdpou xd trdvxa Mus. B 14
(486, 27) dpxaf: 'Arjp Kai NuE Epim.
B 5 (595, 14) "Epeßoc xrjv dppeva, xrjv
hk Oi^Xctov (dpx^v) NuKxa Akusil. B 1
(512, 26) vgl. 3 (513, 11) weiteres s.
Reg. II — vuKx' döof) truKivöv hi\iaL(;,
k\x^p\^kc, x€ opp. Ttöp = &«5o ^op(pa{
(xoö cövxoq) Parm. B 8, 59 (122,8)
413
lr]p6<i
414
itdvTO (pdoc KOI v6l B 9, 1 122, 9]
Träv nXeov apäeoc, Kai vukt6(; äqwivTou
B 9, 3 (122, 11) vuKTÖq (öTecpdvai opp.
TTupöc;) B 12, 2 (123, 1») — vvZ Ent-
stehung Anaximen. A 14 (19,42) He- 5
rakl. A 1 (65, 41) Ihnped. A 30 (158,
33) (vuKTa foia T(erioiv) B 48 (188, 31)
vgl. Pjthagor. B 37 !,278, 7. 26. 34)
Metrod. v. Ch. A 4 (451, 18) — vüE
Ti riiuepa t{ npoTfpov Thal. A 1 (5, 48) to
TtdvTiuv |i€Tpo eyeiv . . . mi vuktö«;
KOt riMepa^ DIog. B 3 (335, 8 eivai
Tivoc; oiKi^oeic evGa tivecJOai et fir]Vü)v
Trjv vuKTO-. Bion 1 (466,17) Entstehung
V. Ipi(; Anaximen. A 18 i20, 22] öko- 15
T€ivb<; 6 öfip vuKToc^ epr]\xa{r\c, *dXaa»-
mfeot; Emped. B 49 (189, 8j xt»^€plnv
bia vuKTC B 84, 2 (196, 80) opcpvata
vuE aioXdxpuJ? Krit. B 19, 4 (619, 11)
— Ausgleich« HR d. Stoße im Auge 20
Sehfähigkeit) Emped A 86 (168, 19 ff.
vgl. 170, öff.l 91 (172, 13) vgl. Anaxag.
A 92 (310,22) Diog. A 19 (331,28)
Demokr. A 135 (374, llft.; 157 (382,
15 ff.) bia t{ eüriKOurrepa Ti\c, i'jiuepa^ 2.5
Anaxag. A 74 (307, 39. 46) — vuktö^
ivQv^iryvioy (t6 (T0(p6v) Epich. Gn. 27
(94, 18) vgl. 28 (94, 21) dniKpn v«5g (?)
Demokr. B 209 (423, 18) a\nr] r\ vbl
Koivoö 6a(|iovo<; dpx« Antiph. B 49 ao
(598, 14). Vgl. €Üq)p6v»i.
vuöxdZciv. dK^DOTof Prodik. A 12
1566, 6).
vuj0i^<;. irajöte coni. d<ppovo Diog. A
19 (332, 2] dnoppofa^ Demokr. A 136 35
(377, 38).
vu)8pö^. vuiOpo»^ Ärchyt. B 1 (2ö9, 11).
v(il^a s. vörma.
vujfiav öfifio Farm. B 1, 35 (116, 17)
irpoirdaeK; . . . viujiurv Krit. B 1 (613. 40
ao).
vi6vu|Lio(. övo|Lia Demokr. B 26 (395,
8S).
viöffi«;. dnö <pavrao{a<i dirdrr]^ dv€vc{-
KOTo Wltfci^ Timon y. Parm. A 1 45
106, 8).
vuiTiaioq. bid ToO vuiTtofou ^ueXoODiog.
B 6 (389, 0) iropd (irepi) t^ vurriafav
ÖKOvöav 337, 11. 17} air^pfia dwö . . .
vujTiaiov riatoii Diokles 65 B 124
(408, 10).
vtuTO^. ou . . . dno vujToio . . . KXdöoi
alaaovrax Emped. B 29, 1 (184, llj =
134, 2 (212, 22) x««Tai vijfiToi? ^ttmc-
cppiKoöiv B 83. 2 (196, 86).
= öUMcpwvia Pythagor. B 27 (275, 39).
tav66<;. öpTOi Xenophan. B 1, 9 (44,
24) 'AKpdYotvTO^ Emped. B 112, 1
205, 8) lave6c, \i. EdvOot; Dialex. 5, 11
'645. 5).
HdveiuöK [Demckr.] B 300, 18 (444,24).
5€ivo<; s. Eevo^.
EeviTe{ri ßfou Demokr. B 246 (428,21).
E t vo ^. ü) Ikva Krit. B 16, 3 (618, 8, Eci-
vuuv aiöoToi Xtfi€V€<; Emped. B 112, 3
205, 10) €111 Eeivti? €Ttvrjeiiv [Demokr.j
B 299 (439, 17) oic, ^YKUpoOai, auroi^
£eva (paivexai Herakl. B 72 (72, 22)
Tci 6e Eeiva xai mH öjidTpoica Hippokr.
12 C 1 (81, 351.
Sripaiveiv. r\ nfeipa (yr^) Er|paiv€i ,uäX-
Xov Toö öeovToi; Menest. 6 (220, 4) —
ßpexoiLievriv t^v t^v koi Eripaivojitvnv
piyfvuööai . . . Anaximen. A 21 (20, 35)
rd v€Kpou)j€va Hnpafvctai (Thal.) A 13
(9^ 19; 0UT6 (ti uTpa(v€OÖai out€ lx\-
pa(v€<J0a» Demokr. A 49 (361,39). Vgl.
Ir\p6c,.
fcjipdc;. TÖ Eripöv tu)i uyP'öi Mdxc<i6oi
(Theag.) 2 (511, 16) }ikpx\ {tf^c, twv
oXiuv q)uö€U)(;) . . . tö Enpdv, tö uyP^v . . .
Aegypt. 60 B 7 (460, 26) dafür -fy
(460,33) Hnpov Km utpöv (=» 'i% uöuip)
dpxa( Xenophan. A 29 (40, 6. 9) tiüv
irdvTUJv fpüöiv kK 6€p|io0 k- H»uxpoO
K. Eiipoö K. utpoO ZenoB A 1 (127, 4)
vgl. auch 21 A 29 (158, 17) — 1^ a\)\k'
luiHx; ndvTUJv xPIMdriuv toO t€ öupoO
KOI ToO EripoO ktX. Anaxag. B 4 (316,
19) dwcKpivexai . . . dno toO 6i€po0
TÖ i.^p6v B 12 (319, 8) TÖ &ipöv iU-
Xiupn<J€v cl^ TÖ itpdöui ToO alBepof
coni. TÖ dpaiov, tö Ocppöv opp. tö
41Ö
Hoavov
416
ÖJep<5v ß lö (320, 18) (dfip) Ka\ Er]pö-
T€po(; Kui \)fp6xepoc, Diog. B 6 (336, 8)
— rkkoc, eaecrSai irore irSaav ir\päv
{06Xa<saav] Anaximandr. 27 (16, 44) —
Entstehung v. v6öoi Hippon A 11 (224,
32) — avfr\ lr\pr\ vpux^j ffoq)iuT<iTrj He-
rakl. B 118 (78, 18) «ppovetv tuji d^pi
KaÖaptöi KOI SripÄi Diog. A 19 (331, 39).
?öavov. "Hpac, Akusil. B 14 (514, 18).
lovQ6<i. ^eXlTU)v Emped. 128,7 (211, 1)
touööq u. =o06o^ Dialex. 5, 11 (64ö, 6).
2\j€iv. Euöjievoi . . fi6ovTai Demokr. B
127 (409, 3).
£\5Xov. öairev €v HuXuui ö6u>p Emped. B
81 (195, 29) e'i . . . i\ ariueöibv toO
IvXov eMßiO(; y^voito oük fiv yhono
K,\(vr| dXXü SuXov Antiph. B 15 (594, 34)
xXujpd, aua Demokr. A 136 (377, 44).
Etiv usw. 8. öüv usw.
f uvö(;. al9np Parm.Bll,2 (123,6) toO
X6tou Herakl. B 2 (62, 5) tov nöXcMov
B 80 (74, 1) 4v Suvuji ixQm Demokr.
B 151 (411, 27) diropiri B 287 (437, 7)
XoptitCn (?) B 282 (436, 11) — Huvöv
dpxn KOI irepa«; €Tn kukXou Herakl. B
103 (76,28; Euvöv, 6im6Qey dp5u>|iai
Parm. B 3, 1 (116, 12) irdai tö qtpo-
v€€iv Huv6v Herakl. B 113 (78, 1) —
TÖ xP1<^TÖv TÖ ToO EuvoO Dcmokr. B
252 (429, 18) laxvpiZeaQai xpn tuii
€yvu)i irdvTUJv Herakl. B 114 (78, 8)
€ite«eai TÜJi (Evjvdii, Toureari tOui) koi-
vOüi B 2 (62, 4) €V Tüüt HuvöJi opp.
ib{x\i Demokr. B 279 (436,18) vgl.
MilTC iSi'ni mre ivvi\i B 3 (386, 15).
Vgl. Koiv6?.
ijjöjLia. vuxnv To ^v TUII d^pi üauma
Pythagor. B 40 (279, 10) vgl. 64 A 28
(348, 21).
^6. demonstrativ häufig bei den Dich-
tem (vgl. Poet, phüos. S. 249) toO c'ive-
K€v Parm. B 8, 13 {119, 10) t6 (Xerouai)
T€V€oeai Emped. B 9, 3 (176, 22)
£UT€ . . . ÄiroKpiveujai, Td (t6 Reiske)
i' au &u0&a(|ü(ova n6T|jiov (Xetouai) B
9, 4 (176, 1) vgl. B 15, 2 (177, 0) ev
Tuii nauuj X6tov Parm. B 8, ÖO (121,
11) vS)t darum B 8, 25 (120, 4) 8, 38
(120,17) n. 8. im tiIh et Xenophan.
5 B 2, 20 (46, 12) Tf^i dort(hm) s. d. —
6 Mev Emped. B 41 (187, 18) i^ mcv . . .
B 63 (192, 11) Toi)^ (icv B 62, 6 (191,
22i 1^ \xkv . . . t'i 6^ u. ähnl. Parm. B
4, 3. 5 (116, 21 ff.) 8, 17. 18 (119, 14 f.)
10 Emped. B 17, 4. 6 (178, 1 f.) oi ^ev . . . oi
bk B 112, 10 (205, 17) vgl. auch B 4, 1
(174, 10) Td Mev . . . aWa fce B 23, 4
(182, 2) Td jiev T€ . . . To 51 t€ (teils-
ieits) B 36, 11 (186, 4) vgl. auch B
15 66, 1. 2 (192, 20 f.).
relativ vgl. Poet, phüos. S. 250.
t6 = 6 Demokr. B 198 (422, 6) — t6
Trep = 0 uep Xenophan. B 2, 17 (46, 9)
vgl. OC; oönep.
20 Artikel fehlt oft bei Herakl.,
auch bei Demokr. (von d. Poesie ab-
gesehen). Genaueres festzustellen ver-
bietet die Unsicherheit der Überlie-
ferung. Auffallend: toutö evi ZOüv
25 KOI tcöviikö^ Kai TÖ ^YPITOpo«; xa» tö
KoOcObov Kai viov KOI jt\pa\()y Herakl.
B 88 (74, 21) TÖ \xkv TTUKvöv koi öicpöv
K. ij;»jxpöv KCl TÖ Zoqpepov . . . Anaxag.
B 15 (320, 11) - TOV (Tüuv wohl rich-
30 tig Karsten] öoi e^iu biaKOöMov (porfZu)
Parm. B 8, 60 (122, 4) ~ ol Ttdvrec;
dvepwnoi Demokr. B» 264 (432,10) —
r\ . . . xßlUV . . . *TIU ÖUO TU)V OKTUJ \i(.~.
peujv Xdx« . . . Emped. B 96, 2 (199,
35 18) — oiihk TÖ irvujöO)5|i€vov (ein Er-
kenntnisobjekt) ^craelTai Philol. B 3
(240, 12) — m. Infinit, xpn tö X^yciv
T€ voetv Tc eöv CMMevai Parm. B 6, 1
(117, 14) TÖ €ÖV OUK €ÖTl TÖ lit] OÜK
40 elvai Anaxag. B 3 (314, 1 7) ouöev'i . . .
eoiKev n eujUTu>i *tö oiitÖv €(p' ^Te-
poiai . . ■ fiyveaQai Demokr. B 266
(433, 1) eiri tö ye [km tö] xpr\arovc,
€lvai Krit. B 63 (628, 28) u. ö. *tö
45 KdpTO Anaxag. B 14 (320, 6) to ^a-
XiöTO ad verb. Xenophan. B 34, 3 (52, 1).
6apo<;. Ttlivb' ödpuiv . . . cmiLidpTupa
Emped. B 21, 1 (180, 16).
417
öbuvöv
418
ofboac,. epuuTa, cpiXiav, fif^Tiv, enivoiav
kn o-fboubi öuMßfJvai toI«; oööiv Philo! .
A 12 236, 11).
ÖYÖOTiKovTO. ÖTÖuiKovTa Kleostr. Bl
(Ö02, 17).
OTÖor|KOVTdXieo(;. Tit. Orph. A 1
(496, 16).
ofbooc^. iLiii'^ö^ . . . öföo<iTou Emped.
B 68 (193, 7).
ÖYKo^. äepoc; Emped. B 100, 13 (201, 2)
0<pa(pr)<; evaXfTKiov oykiui Parra. B 8,
43 (121, 4) dv ßpoTcujv jueXeiuv . . .
ÖYKOV Emped. B 20, 1 (180, 4) — coni.
jjeteöoc, -rraxoc; Zenon B 2 (133, 21) =
ctTOfao^ Demokr. A 1 (352, 30) — ev
arabmi kivouwevujv kl evavriac, i'ouiv
ofKUiv Ttap' löoui; Zenon A 28 (132, 1 ff.).
^ö6e. €1 ixi] äpjuovfa eTrexevero ujiti-
viiiiv abe (av Hdsa.: tilgte Meineke]
TpÖTtiui ^Yf-V€To Philol. B 6 (241, 10)
Tfii6e (so) Emped. B 103 (202, 11) —
ToToöeaiv Demokr, B 175 (417, 18) —
deiktisch. das Vorliegende bezeich-
nend vgl. falr]q xööe neipac, Xenophan.
B 28, 1 (61, 2) k6(J|liov rovfce Herakl.
B 30 (66, 19) obe 6 Koa^xoc, Philol.]
B 21 (247, 18) Tct ^v Tihibe. xdii k6(J|liuji
Diog. B 2 (334, 10. 11) xr\ybe 666v
Parm. B 1, 27 (115, 9) vgl. B 1, 33
(115, 16) 7, 2 (118,2) — diTÖ toO&€ von
hier an B 8, öl (121, 12) von mm ab
B 19, 2 (126, 8) — bez. sehr oft das
Folgende; Verhältnis zu oOto«; b. d.
anaphorisch (das Vorhergehende
bezeichnend) z. B. ÖKÖoa KaKct . . .,
Tä6e 6e . . . Demokr. B 176 (417, 12)
Tobe Yvou<; dorn Antiph. B 1 (691, 17)
ÖTriuq . . . avr\fafe . . uöp, TÜJvöe kXuc
Emped. B 62, 3 (191, 19) irepi tu»v6€
oifta XeY€iv Xenophan. B 8, 4 (48, 6)
Tujvft' öotpiuv TtpoTepujv ^ui)udpTupa
Emped. B 21, 1 (180, 16) xl toiö6'
€tr(K6t^al B 113, 1 (205, 21) — Be-
ziehung, Interpunktion zweifelhaft
Tou Xöyou Toöö' ^6vT0(; dei dEüveroi
fiTvovrai Herakl. B 1 (61, 81) vgl.
Korä TÖv XÖYOv t6v6€ (61, 88), Xö^o^.
— Vgl. ÜJbe.
DielB, Fragm. d. Vorso^];.III.
66jxä0eai (6TC iXcTTOv) Demokr. B 11
(389, 21).
öftun Demokr. B 11 (389,18) vgl. A 135
(379, 16) döKTiTOta öb\ir[v xpiptaai
5 &€u6|ii6voi Xenophan. B 3, 6 (46, 21)
OYvfiv öb[xr\v Xißavurr6<; 'ir\ai B 1, 7
(44, 28) ö6)na{ (vgl. evob^la) Antiph.
B 8 (692, 80). Doxographie s. 6a}ir\.
6b 6c,. Weg. fji i\ oöö? arf€i Herakl.
10 B 71 (72, 19) Träöav ctrnropeutSiuevov
6&6v B 45 (68, 19) 66öv iroXucprmov
ftaf^ovo^ Parm. B 1, 2 (114, 8) 66öv
/lYe)it6v€uov B 1, 6 (114. 11) rr\ybe B
1, 27 (115, 9) — ev 6&»I)i ^r) öTreO&c
15 -rrpocTeiv Chilon 73--^ 3 (521, 28) ßio<;
dvcopraOTOi; fiaKpn 666<; dTrav&ÖK€UT0<;
Demokr. B 230 (426, 9) — Yvacpcfcjui
666(; €u6eTa koi OKoXir) inia Koi r\ ainr\
Herakl. B 59 (70, 16) dvtu kotu* uia
20 KOI uuiiTTi B 60 (70, 19) vgl. A 1 (66,
24 £f.) C 2 (86,12) (xpovo?) itdpeOTiv
aürro^ auxuii Tr\v ^vavTirjv 666v Skythin
heraklitis. 12 C 3 (86, 26) ouvtomuj-
TOTri dq evboliav Herakl. (?) B 134
25 (80,26) — Methode, (syn. KeXcueoq,
dTpanö^ ; vgl. auch oben Z, 11 ff.) oO . .
dXneTi<; Parm. B 8, 18 (119, 16) rf[ab'
äcp' 66oö biZr\aioc, elpYe vörjua B 1, 33
(115, 16) = 7, 2 (118, 2) vgl. B 6, 3
30 (117,16) 6&01 b\Z^aio<; B 4,4 (116,20)
eujLio^ 6boio B 1,37 (115,19 vgl.Anm.)
luOeog 66oto B 8, 1 (118, 88) . . . 6ö6v
KOTCt rr\\b€ ßidoeiw, viu^öv doKOTrov
oji^a ktX. B 1, 34 (115, 16) vgl. ctt'
35 d|Li(poTepa<; i^X6€ rct^ 6öou<; (Theopbr.
von) Parm. A 1 (107,11) — ööov xiva
ßi'ou 'O^npiKtiv Pythag. 10 (25, 16).
6öoi5q. toIc, auxOüv 66oOöiv €Kq)aYe«v
Tf)v MouvixCav Epim. B 10 (496, 13) —
40 Tohc, 6b. rk^xvovTac, koi Xcafvovxa^ rr\v
Tpoq)Tiv (sc. EKirXripoöv ttiv xP^^ov) Em-
ped. B 61 (191,2) Entstehung, Ausfall
(Bedeutung der Siebenzahl) Hippon
A 16 (225, 8 ff. 12 ff.) vgl. Aristot. 45B27
45 (276, 36) — Demokr. A 147 380, 20)
öxupoi? Ö6ÖVTWV BpiYKOiöi C 6 (448, 27).
ofeuvdv. wbvy/r]Tai coni. koküic; ireTTOv-
eev Demokr. B 159 (413, 80).
14
419 ööOvT] 420
oÄuvn- cmoTux^nv dvuuepöCTOv kjepm oikeio^. x^P^^ I^^niöki . B 293 (438, 2)
cbüvni Demokr. B 276 (434, 8; U)&ivd(; xä oiKi^ia Ä^iapTnuaxa opp. tci 69v€ia
<t) ö&uva? <Te) KUKCujv Ertiped. (?) B 60 (401,8) absol. täi olKi^ia opp. xä
B 164a (217, aO) (Tuvfi) ouöev eXdxxou? öeveia B 80 (403, 2) m. Genet. äperf\<;
xo(; <})i\6xrixa(; irap^x^Tai Ka\ xä^ oiu- 5 okeiov, KaK(a(; <iAX(5xpiovKleobul.73a3
va^ . . . Antiph. B 49 (599, 12). '520, 18) oiKiiiov ^XeuGepirit; Ttappriöia
66üpe(jeoi Herakl. b. Luk. 12 C 5 Demokr. B 226 (425,16) ni. Dat. !m>€0-
(86, 38). boc) Ol) . . olKctov avroic, (sc. dpiOfxiui,
oZeiv. ävöcoq döö6^€vo^ [ohoc,] Xeno- apinoviai) Phjlol. B 11 244,2) oiKelov
phan. B 1, 6 (44, 81). lo xai oOfiqpuxov opp noXepiov koi 4xöpöv
öZoc;. 0<4pKivo(; = otKot^ Emped. A 86 (244,6) apxeiv oIki^'iov xuji KpeOöOvi
(168, 81) = B 99 (200, 4). Demokr. B 267 (43S, 6).
ö8€v daher Antiph. B 64 (600, 24). oiKexric;. olkexriv ^KoXaaev oiiöe^c Py-
öGveloc;. xiliv öOveduv (€x6pni opp- tü»v thagor. D 6 (286, 9 ff.) jueOuovxac furi
aurfevujv Demokr. B 90 (403, 22) xa 15 KoXdreiv Kleobul. 73» 3 (520, 19) oiKe-
ö0v€ta opp. xä oiKt^'i'a B 80 (403, 1) xaicriv ilx; nepeoi xoO aKi^veo<; xpw • • •
a^apxri^axa opp. oMKa B 60 (401, 4). Demokr. B 270 (433, 12).
ö66vri. ^v Xeitxf^iaiv ieövTjioi XoxdZexo oiKriOK;. xä ovi^iöxa (Tuvev€YK(5i|Lievoi
(^epTH^vov, itöp) coni. ^i^vitSiv Em- eic, xy\v oiKrjoiv Anaxag. B 4 (316, 14)
ped. B 84, 8 (196, 86). 20 1*1 tüjv i6(iuv olKi^öeiuv &td0€ai<; Hippo-
ol iwohin). Ol tap it<Svxo9ev löov, 6|i(jü<; dam. 2 (227, 40;.
^v iteCpaöi Ki}p€i Parm. B 8,49 (121, oiKrixiipiov 6af|Liovoq (vux'l) Demokr.
10). Vgl. önoi. B 171 (416, 16).
ol Pronom. s. oö. oiK^a. xfj(; ift(a(; oWat; npooxdxei Cbilon
oiaKfZciv. xä irctvxo oIok^ci Kepauvöq 25 73*3 (621,27).
erkl. Kax€u6<Jv€i Herakl. B 64 (71,8). oIki'ov. iroioöaiv xä okfd noXXa x€ koi
oltiKiOfAU. äKpi߀<; Diodot. v. Buch d. lueYotXa Pherekyd. B 2 (508, 4).
Herakl. A 1 (66, 7). Vgl. olaK{Z:eiv. olKo&6|iii)ua döidöxaxov Antiph. B 24
oI&|Lia. oiöfiaxi iLidpYwt v. aiöi^p Emped. (695, 22).
B 100, 7 (200,21) offejiaxi ODov B 30 olKDÖo^ifa. x^Xibdvo^ (|Lia9iTrai)iv oIko-
100, 24 (201, 18). öom'ai Demokr. B 164 (412, 17).
oi'etv. eingeschoben oiui Emped. B 16, 1 oiKo66|bio^ Hippokr. 12 0 1 (84, 18j.
(177, 17) oT|iai Antiph. B 60 (602, 2) oikoi Krit. B 37 (624, 82).
m. Inf. ohxax B 68 ^601, 18) otovxai olKOvojica. (ecpdneue; oiKOvoinCav Pitta-
Krit. B 37 ^624, 86) xöv o^6^evov De- 35 kos 73» 3 (522, 20).
mokr, B 62 (400, 7) oiö|U€voi Thrasym, oikovöhoc;. Kcpaiiiov %pi\a\\xoy oIkovo-
B 1 (677, 15). MOV Krit. B 2 (614, 14).
ö i Z u p ö ^ Het akl. b. Luk. 12 C 6 i86, 37). o Ik 0 q. Kaxä ev oiKiut Kpunxc Thal. 73» 3
oiflöi? kpä vööo^ Herakl. B 46 (68, 20) (522, 8) vööo<; oikou coni. ß(ou Demokr,
npoKOirf)<; ifKOin^ [Herakl.] B 131 (80, 40 B 288 (437, 9) b\ii6\oxa lambl. B 44»
19; . (697, 26) — A16; oIko? (= uöp ^v \xka\ij\)
oiKabc (dwpiKOio) Xenophan. B 1, 18 Pbilol. A 16 (237, 14).
(45, 6). oiKoxpißfitj'fccnrdvri Erit. B 6, 14 (615,
0 1 K€lv. unö Y*lv oiKoOvxc^ Antiph. B 47 23j.
(698, 5] übertr. €v6al^ov{r) ouk iv ßo- 45oiKou|LiEvii s. oiKCtv.
OKi^lüUxatv oiK€l Demokr. B 171 (416, oixxCpciv. oiicxeipu) coni. ö&iipo^ai
16) — oIkoum6vii €v irlvoKi Anaxi- Herakl. b. Luk. 12 C 6 (86, 37) €v
mandr. 6 (12, 37). Vgl. th* xouxwi Tf\hi\ Kai xö oirr^eiv Ivtoxi
421
üKveiv
422
Demokiv B 255 (430, 18.1 — (peovoO
McUXcv »1 oiKTipou Thal. 73-1^3 622,8).
oIkto^. €i^ oTktov ^xeTpai töv ftiKaan^v
TJirasym. B 6 (Ö78, 28'.
oiXoi) öti Emped. B 139, 1 (214, 18). ö
oi|LiiMXti. äv€|Li(öTOVTO €üx«x'i(; oifLiUJTa^
öorg. B 27 i561, 37).
oiMiI/Zeiv Herakl. b.Liik. 12 C ö (87,2).
{oivü-iT€&ov). [viiwa] lattdat caeli pla-
(juni septentrionahin Ueniokr. B 27 lo
(396, 21).
oivoq = aairev br EuAuji u6ujp Emped.
ß 81 (195, 29) = Aiövuöoe; Piodik.
B 5 (571. 27) — olvo<; eToi|moc; Xeuo-
phan. B 1, 5 (44, 20) yAuicüv B 22, 3 15
,60, 9] ou6e k€v . . . upörcpov K€p(4aeie
Tic^ oTvov ^fX^oq B 5, 1 (47, 7) oiViui
HÜX\ov €vcip0Miov (uöu»p) Emped. B
91,1 (198,4) cöT'äv uöuup oi'vui öufifie-
|uieiTvuM€vov . . tiaXc, ftiairoiinrtiirii Krit. 20
B 1 (613. 19) üirö oi'vou r|0(ju»fievov An-
tiph. B 76 (603. 18) Wirkung Pytha-
gor. D 8 i289, 2) olvov oü Tiivouaiv
E 1 (292, 4 vgl. 12) oi ßaoiXei«; M€Tpr]-
TÖV eiTlVOV €K TUJV lepOÜV YPa^^OTttJV 26
Hekat B 11 (461, 28).
otvoöv. olvujoai aOjfiu Krit. B 6, 28
(616, 6).
oivo<p6poq. KuXtKa Krit. B 6 (615, 11).
olvoxöoq. 6 iraiq 6 oiv. Krit. B 33 30
(628, 20).
oiv6<pXuE Pythagor. D 8 (288, 4).
0I05. oT;o) ^uXaväTo Emped. B 67, 3
(190, 9).
-^olo^. toioOto(; aufnehmend (italq) otov as
öv ßoijXtyrai Demokr. B 277 (434, 16
vgl. 16. *19) (Tat T. dpfiovfai) *otai Phi-
lol.B 6 (241,18) olöv nep (&€na<;) Xeno-
phan. B 16, 6 (49,9) Meliss. B 8 (147, 9.
14. 16> u.ö. i^v oiov Tiep ^boKCi eKaOTov 40
toioOtov (148, 16) oi'aii ti^ av . . . auvf^i,
ToioÖTOv . . Y€vt<T9oi KOt outöv Antiph.
B 62 (602, 14) vgl. B 60 ,602, 4) —
♦oIo<; 6 npüiToq ttoti töv &€UT€pov, koi
6 6£UT€pog ktX. Archyt. B 2 (261, 19) n
*oI6v T (^iiixii(>ptov ashp6.a\ fu'iov Em-
Ijed. B 62, 8 (191, 24) dXAofuw . , .
ola kot' ävbpa^ Mupi'a . . ireXovrai
B HO, 6 (204, 6) 6T6T^i otov cKaöTov
YiTv«u0Keiv €v dTtdptut eöTi Demokr.
B 8 (388, 11) vgl. B 10 (389, 1) a^\ka
CTcpov TOIOÖTOV (eTTtjucXc^ öv) otov etii»
ejuauTuJi Antiph. B 49 (599, 6) old cvri
irepl «döTiMv «ppoveeiv Archyt. B 1
(258, 6 vgl. 7) — im Ausruf i^ o'in<;
TJ|uf^(; T€ xai öoöou ^rjKCO? öXßou . . .
(ncöidv) Emped. B 119, 1 (206, 20, -
m. Infinitiv fjv oto<; diriöTEtv t€ ko»
ui<p€X€iv (LiT|?)tva Antiph. B 64 (600, 18)
6i6ßXnTov oO&^v, (olov |Lltl) . . . öTtTr<=-«v
Demokr. B 152 (412, 2) itoXXoÜ(; sc.
Tiuv v(/6(piuv) ouK €tvai . . . oiouq t€
•f ivotaKcaOai Arcbj t. B 1 (259, 2) oiöv
T6 Demokr. B 173 (417. 8) neßriert
Zenoa B 2 ^34, 1) PbLIol. B *4 (240,
1«) 6 (241, 61 Diog. B 3 {335, 0) 6 (336,
11) Krit. B 49 (627, 26) — adverb.
olov Aneximen. B 2 \2\, 17) olov cl
Herakl. B 5 (62, 16) iiftovTai oia hr\
tk; dv eiKaöeiev riöeööai Antiph. V> 53
(600, 3). Vgl. drxoioc,.
OlO<TTT€p S. oioc,.
(ö£<;). ovium pn^sula Bolos 60 B 300,3
(440, 21).
öiaTÖq. »1 (iiöTÖ<; (pepoiuevn ecmiKfv
Zenon A 27 (131, 42).
o!tO(;. \xfX\aai\c, oItov exouöiv Demokr.
B 227 (425, 20).
orx£<TÖai. •napaX€in6n€vo<; 6 "ifi^voc,
oix€Tai Antiph, B 53* (600, 9).
oiujvöq. Entstehung, kot oIcüvJjv (ffevoq)
opp. KOTÜ q)ürra, koto 6r]pii)v, 6d|uviuv
(tevoO Emped. B 9, 3 (175, 22) coni.
Ö€v6p€a, dvcp€^ i^Ö€ T"vaiK€<;, öi^peq,
iXeOq B 21, 11 (181, 2) in d. Malerei
B 23, 7 ;182, 6) dveptGwoiOi npoönv^
ef\p4<; t' *oiujvo( TC B 130, 2 (211, 22)
oiwviüv trrepd = Tpixeq, «puXXa, Xeni-
Ö€^ B 82, 1 (195, 81) olunfoq in der
Seel cn waudei^ng coni. KoOpo^, K6pn>
ed^vot;, txöut; Emped. B 117,2 (208,3).
OKKO 8. ÖTC.
ÖKOloq usw. 8. öiroto^ usw.
ÖKvttv t'va oubev cptov 6kv€iv Antiph.
B 55 (601 , 2) t6 epTov av napf^i ÖKvd
B 56 (601, 7).
14*
423
oKpuoeiq
424
ÖKpuocK;. otTapTTiTÖt; Parni. (?) B 20
(125, 16).
OKTOtYUJvov l)eim TeTpaYUJviö|u6<; An-
tiph. B 13 (593, 32 ff.;.
oKToeöpov. CK ToO oKToebpou Tov depo 6
Pyth»gor. 32 A 15 (237, 10,.
6KTaeTTipi<; Oinop. 9 (230,32) odaeteris
Kleostrat. B 4 (502, 24).
OKToiljlTlVOV. fÖTlV hk KOI OUK €0TIV TU
ÖKTCtiLiriva Hippokr. 12 C 2 (86,9) nasci lo
.mgaverunt [Epich.] B 59 (99, 11).
"OKxdTeuxoi; Tit. Ostanes 55 B 300, 13 ^
(443, 20).
ÖKTOi. TU» 6uo xOiiv ÖKTiu )ui€peujv Xdxe
Emped. B 96, 2 (199, 18) ev öktuj toXc, 15
irdffrjiöiv »iinepiiiaiv Protaff. B9 (540, 1).
oXßtoi; opp. 6eiXö^ Emped. B 132,1
(212, 6) oXßie coni. luaKapiare Orph.
B 19 (480, 30) fevoc; öXßiov B 18 (480,
23. 481, 1). 20
öXßo^. e5 . . . ocaox) \iY\Ktoc, öXßou
<iT6öa)v> Emped. B 119, 1 (208, 20).
öXe6piO(;. u6aip opp. auuxJipiov Herakl.
B 61 (70, 22).
öXeepoq opp. Y^veöK; Parm. B 8,21*25
(119, 18) 8, 27 (120, 6).
öXeKeiv. oXeKei opp. Tixxei Emped. B
17, 4 (178, 1).
oXiTöpxia Statue Krit. A 13 (611,20).
öXiTo^ueCn Demokr. B 274 (434,3). 30
6XtY0(;. öX{yov (xpwöov) opp. yhv ttoX-
Xtiv Herakl. B 22 (65, 22) oi ttoXXoi
KOKOi, 6X(yoi dYöGoi B 104 (77, 3) tüliv
XoYiW dvGpuftnwv öXi'yoi Demokr. B
30 (397, 19) — öXfYnv ^v^^^rlv B 191 36
420,16) oOk oXfYoq Kf^pae; (421,10) —
6X(yov xoö travxbc; löovxuiv Emped.
B 39, 3 (187, 6) -- x6 6X(yov &id xd
öuo Aristot. 46 A 60 (305,25) — ÖXiV
xd €{)0T}X6Ovxa opp. TtoXXdi; Xüna<; De- 40
mokr. B 276 (434, 11) xd oXfYO xoi
troXXd Ulex B 284 (436, 17) — adverb.
oX(yov luiei'rujv Emped. B 98, 4 (200, 1)
eXdxxiJüv Diog. B 6 (338, 16) cXdxxou?
(338, 19) dviUTcpu) (337, 18) i]bova\ 45
ßpaxeiai xg küi hi öXCyou y^ovxoi
Demokr. B 235 (427,4) — eXdxxou^
((piXöxriTaq) Aiitiph. B 49 (599, 12)
eXdööuj opp. irXeuj Emped. B 23, 4
(182, 2) opp. irXeiuu Anaxafr. B 5 (316, 6)
€l itoXXd eöxiv, dvaYKri . . elvai ööa eaxi
KOI oux€ TtXebv« aüxtliv ouxe eXdxxova
Zcnon B 3 (134, 16) out€ itXeov oüxe
eXaöOov ßXdirxexai Antiph. B 54 (600,
26) — (du^) eXdxiffTa opp. ■Kk&aja
adverb. Demokr. B 189 (420, 4). Vgl.
|LiiKp6<;.
öXiYÖxriq statt laiKpoxrit; erwartet Ari-
stot. bei Anaxag. A 60 (305, 25).
öXiYoxpovioc;. dv6puJTTivriv ßioxnv
dcpaupr^v xe . . xai öXiYoxpoviov De-
mokr. B 285 (436, 22) ndvxa öXiyo-
xpovia coni. aintKpd, döSevf] Antiph.
B 51 (599, 25).
oXkoc; (xdq atpafpa«;^ = axQr\p Philol.
B 12 (244, 10) oXKd∾ öuvxpißeoeai
KOI TTOpaGpaueöGai kuköv, dyaSov Dia-
lex. 1, 4 (636, 12).
öXXiivat. oux€ Y^veaBai oöx' öXXuööm
(xd eöv) Parm. B 8, 14 (119, 10) vgl.
B 8, 40 (121, 1) dXeixai rrdv ev xü»
TTUvxi xpov"^' (''^ö eöv) Meliss. B 7
(145, 9) — ouXdjuevoq 8. d.
öXmoc;. oX|aoi : Aapiöaioi Gorg. A 19
(549, 18).
6XÖKXripo(; irripuuaK; Demokr. B 296
(438, 8).
(6Xo|aeXeia). ouXo|ueXeiaPythagor.B27
(276, 2 vgl. Anm.) Koxd oi)Xo)j€Xtriv
opp. \i,kpo<, Hippokr. 12 C 2 (86, 3).
öXoofxpoxoc; Demokr. ß 162 (414,
16).
6Xo<; (ouXo^). ouXoq öpdi kxX. Xeno-
X)han. B 24 (60, 18) ouXov (xö eöv;
Parm. B 8, 4 (119, 1) 8,38 (120, 17) —
öXov xdv KÖ0|Liov Anaximen. B2 (21,18,
öXo(; 6 KÖ0MO(; Phüol B 1 (239, 82) -
€v öXni t9\\ ßioxfii Demokr. B 204
(422, 20) — ouvdipie^ öXa Kai oOx öXa
Herakl. B 10 (64, 1) — xd . . oXov
(itdq) euxexai eOpeiv Emped. B 2, 6
(173, 23) — TTcpi xoO öXou angebl.
Ged. d. Pythag. 19 (28, 4) xfjv hjuxtjv
€K xoö ÖXou eiffievai dvairveövxiuv
Orph. B 11 (475, 36) vgl. dito xa<; xd
oXov uepiexouöa«; vj^ux«? 'Philol.] B 21
425
ÖMtXoq 426
(247, 24) dnofiinnöiv toö 6\ov (xä €v
tOüi aa.^aTl) Hippokr. 12 C 1 (83, 9]
oi ToO oKov öTOOnJÜrai (Platonj von
Parm. A 26 (109, 31) Ku^av€l tö öXov
Xuthos ;220, 16, rfiv ^>vxr\v €K toö f.
ö\ou eiaicvm Orph. B 11 {475,36) petv
TU oXa noToiaoO öi'ktiv Herakl. A 1
;ö5, 19} vgl. A 6 (68, 26) nepi räq tlüv
oXiwv cpuoioc KttXüx; ftiaYVÖvte^ Archyt.
B 1 (258, 6) voO<; xhc, fevianc, tiLv lO
öXuuv €iToi'ria€v Anaxag. A 48 (304, 14';
Tolc, 6Xoi<; voOv eit€öTTiore A 15 (297, 19)
dpxn Tiirv öXujv Archel. A 9 (324, 46).
Vgl. näc,.
o\o(pvr\c,. ouXo(puel(; Tuiroi Ernped. B 15
C2,4 (191,20 vgl. 26 ff).
oXoqpupeoÖai (ctri) opp. ytXäv Demokr.
B 107» (405, 16).
öXu^lrlK6(;. 'OXu|iTTiKÖ(;X6TO<;Tit.Gorg.
A 1 (644, 21; B 7 (658, 4) vgl. B 8» 2o
t5ö8, 14). Vgl. Reg. II Olympia.
öXu^Ttiov{KT](;. oXujLiTnovTKai coni. nu-
etovlKai Antiph. B 49 (598, 26) 'OXum-
moviKOüv dvoYpaqprl Tit. Hippias B 3
(583, 31). Vgl. Reg. II Olympia. 25
()Xu^1Toq. ävTauT^i tTpöc; "OXuiinov
(f\\io(;) Emped. B 44 (188,11) öXumttoc;
€<Jx«Toq dist. ai6r]p Euvoc Entstehung
Parm. ß 11, 2 (123, 6) 6. «= tö Aviu-
TöTiu Mcpoi; ToO Trepi£xovTO(; Philol. 30
A 16 (237, 21). Vgl. Reg. II.
öjüiaXoc. u)<; eu6ü €v miik€i, outuj^ ^v
TiXdiTei t6 6|LiaX6v Aristot. 45 B 27
(276, 13) — fiS nicht 6^a\if\ Archel.
A 4 (324, 18) Kepauvov ek . . . 6^aXu)- 35
Tcpurw T€ Kai iruKvap^iövuJv y€vviitikü)v
toö TTupo«; Demokr. A 93 (367, 37)
ÖTOV 6|LiaXi«TaT0<; f\i (6 diip) Anaximen.
A 7 (18, 33) — 6|LiaAü)^ öKiövaaeai
[r^y (puw*iv) Demokr. A 135 (374, 35) 40
vgl. €i(; Tov)^ TTÖpou^ 6 x^Mo«; oihoXClk;
. . (JuviöTttTat C 1, 27 (447, 30] öiuoXäc;
ovfKfXaQai (töv laöXußSov) A 136 (375,
31) biaiQ' 6^aXu)^ öidKCiTat Krit. B
6, 26 (616, 8;. 45
ö|LißpiO(. u&uip Xenophftn. B 30, 4 (51,
11}-
dimßpoc. ^'«A ÖMßpoc; Emped. B 100,12
(201,1) ö^ßpov B 100.18 (201,7) Ele-
ment (= uftujp) inürris A 21 (156, 33)
öjußpuui coni 'HqpafaTuui, aiöcpi B 98, 2
(199, 82 vgl. 26) xöova Kuirpiq kn^i t
e6{Tiv€v €v ojußpuji B 73, 1 (193, 26) Ö|l4-
ßpov ev näöi ftvoqpöevTa T€ piToXeov t€
B 21, 5 (180, 19) vgl. u&iup. liegen, öd-
KpuaAi6<; = 6|aßpoqOrph.B22 482,11)
Entstehung Anaxilnen. A 17 (20, 14)
Xenophan. A 46 (43, 22) ^Ipic; ck tccXo-
tou^ . . . \iv^av ö|ußpov ((pepei) Emped.
B 60 (189, 6) enöeic; il öfißpoio xeXai-
voO . . . auxf-iöv u. umgek. B 111, 6
'204, 17) TÖ Ttepixeoiiievov u&iyp tiwi
vecpci . . . eE€X€€v ö/aßpov Anaxag. B 19
(321,11) npoemev ö|ußpov v. Demokr.
A 17 (364, 47. 355, 3) öBev . . . uTPÖ^ eiq
Yf|v öiLißpo? cjotopeueTai Krit. B 26,36
(621, 24) Toix; TroTa|aou<; dtrö Tiiiv ö|bi-
ßpuuv Xa|nßdv€iv Trjv vinoöTaaiv . . .
Anaxag. A 42 (301,36) oMßpoi Te koi
Twe6\xata uirevavTia dXXiiXoiq Antiph.
B 29 (596, 8) paYÖaioi in Aegypten
Demokr. A 99 (368, 30) — bildlich
eirepxcTai d^pioc; "oiußpot; Mus. B 22
(488, 27) ouT€ öjußpoi; oütc dvo|ußp{a
dtpaipeiTQi Antiph. B 60 (602, 8,.
ö|Li€öTio^. döavdTOK; 6|li€ötioi Emped.
B 147, 1 (216, 1).
'0\ir[pa.n6Lrr\c, (öfiTipondTriq v. 1.) Timon
V. Xenophan. 11 A 36 (42, 13i erkl.
(42, 18).
'0|uripo^. TTepi 'O^iipou Tit. Demokr.
A 33 (358, 1) = B 20^ 394, 13'. Im
übrigen s. Reg. IL
ofLiiXeiv. \ii\ KOKoI? ofii'Xci Soloii 73^3
(521, 13; öotk; to1(; qpfXoiöi trdvTa irpöq
xdpiv TTpdoöu>v 6|uiXei Krit. B 27, 2
(622,13) «Li ^dXl(TTa öirivcKÜjq 6|liiXoööi
XoTUJi Herakl. B 72 (72, 20).
öjuiXia. Vorschriften Pythagor. D 5
(284, 8 ff.) (pauXujv 6)üiiXin Demokr. B
184 (419, 12) ev Tatq öniXfrtK; ö Tf^<;
V^X^? XOpttit^nP ßXcneTtti Demokr.]
B 302 (445, 46) — '0|uiXtu.v A B Tit.
Krit. B 40 (626, 2. 9).
öiniXo^. bi^OKaXw! xP^JüvTai ojmlXtui He-
rakl. B 104 (77, 2).
427
6mxA.oöv
428
6mxA.oöv. ToO uYpoO t6 t^ukü ojui-
XXou|U€vov Xenophan. A 46 (43, 21).
6nixX<JL)ön?- 'Epeßoi; Orph. B 13 (477,
17).
ömuo- vuj|növ äöKOTtov öfi^ia Parm. B 5
1, 35 (115, 17) vgl. ^r\b' ö|a|aaöiv fjao
TeeriTTt/Jq Emped.- B 17, 21 (178, 18)
iTp6<; 6}Xfi dixXu(; . . ecpfjei Krit. B ß, 10
(615, 20) ömuara . . . TrcvriTeuovTa H£t-
uiTTUJv Emped. B 67, 3 (190, 9) Ent- 10
stehung v. ö,u|aaTa ciTeipeo B 86 (197,
12) Beschreibung Demokr. A 135 (373,
81. 374,17) 0 6(448,19) bildlich toi<;
Tr\c; b6'Et\t; öjiiuaöiv Gorg> B 11 (559,4).
öjaoftvnq. Triv €v TOi^ Zuiioiq (^lux^iv) I6
6]noYevf\ (sc. xi^i toO koohou) Herakl.
A 15 (69,39) vgl. A 17 (60.40) — Iwia
ö|UOYeveöi ^uuiok; ouva.feX&lc'za.i De-
mokr. B 164 (414, 22).
ö|uoYvm|uiocn5vTj lambl. 80 B 44« ;597, 20
28). Vgl. 6|u6vola.
6^ottoc B. o|LioiO(;.
6^oio£i&i^i;. Tüöi oXuji (i^ otnö ToO irepi-
€XovTO(; jiolpa) Herakl. A 16 (60, 20).
6)üioio|ii4p€ia Anaxag. A 1 (293, 40) 25
15 (297, 21) 44 (302, 30 ff.) 45 (303, 5 ff.)
46 (303, 28 ff.) B 6 (316,8) Anaxag.
Archel. 47 A 4 (324, 30) partimlas
gitniles i/nter se minutas Anaxag. A 49
(308, 27) vgl. Archel. A 10 (324, 47). 30
Vgl. 6^olo|ltept)^.
6 |i o 1 0 |bi e p r| <;. TÖ nftv öfiotov irpöc; aOxö
= ojAoioMcpec Meliss. Aö (139; 976*16)
öToixeia npb tu)v öTOixefiüv 6(ioio|ji€pfi
Emped. A 43 (160, 34) xä 6fioio|Li€pf^ S5
Anaxag. A 1 (293, 42) 41 (300, 44)
43 (302, 20 ff.) 45 (303, 2 ff.) 51 (304, 34)
B 1 (313, 29) 3 (314, 14) 6 (316, 4)
öneipa ra xe 6(üioio|bi€pf^ Kai xdvavxCa (?)
21 A 46 (161, 5). Vgl. 6^olo^l^p€la. 40
önoioc, (ojüioioc). (ipxaYKU»x€pov xä<;
ioa<; (fiuviac;) ofxoiaq trpooeipnKevoi
Thal. A 20 (10, 16) — be}ia<; (v6riMa)
GvriTolöiv Öiuofio? Xenophan. B 23, 2
(50, 16) — öfioiT] «pöopr^ Demokr. B 46
249 (429, 8) vu|Li<pai Xapfxeööiv 6noiai
Uesiod. B 5 (500, 8) inoiaq ibkaq
Xenophan. B 15, 3 (49, 7) — öfioiov
6r| xoöxo anal xe elnctv xai dci Xkfeiv
Zenon B 1 (133, 9; — 6|lio1o5 s. auch
unten Z. 9 f. 18 und Sp. 429, 16. 28. 88 f.
bytoiwc, Demokr. B 243 (428.9) <pdv€xai
A 130 (372, 46) JcaKU«; eXeyi Krit. B 44
(626, 35) ÖMofuj? ibi Anaxag. B 12 (318,
18) m. Dativ Meliss. B7 (146, 11) Diog.
B 5 (335, 24).
absolut, aiei xöv oinotov äyci öeöq
üjc, xöv 6^olov Homer. 55 A 128 (372,
25; Yaiuelv ^k xOüv 6|lio(ujv Kleobul.
73* 3 (520, 20) — trdvxa öfiiota ovöiuota
kovra Hippokr. 12 C 1 (83,26) xaaüxa
öjLioia Km dv6|uoia Zenon A 18 (129,16}
€1 TtoWct xd övxo, xö aüxö 6v Sjuotov
€0X1 KOI dvöjioiov, dXXd lufjv dfcuva-
xov KxX. A 16 (129, 27) — irOp GeXov
TTpo^ ö^otov iKetreai Emped, B 62, 6
(191, 22) vgl. B 22, 5 (181, 18) uitö
xoö ö^xöiov x6 önoiov KaxaXojLißdveöeai
Pythagor. 32 A 29 (239, 24) xd öuYY€vf\
(pepeaQai irpö? dXXiiXa Anaxag. A 41
(301, 7} Demokr. A 38 (369, 36) <juv-
cXBeTv xd 6|Lioia A 42 (301, 27) xd
öfioiu iTpö(; xd ö|aoio Leuk. A 1 (343, 7;
Demokr. A 99» (.368, 39) 165 (383, 18,
vgl. A 128 (372, 23 ff.) xd o^ola xoiv
ojioiujv YvwpiöxiKd Beweis B 164. (414,
20) x6 d|Liotov xwi 6|Lio(u)t q)üff6t öuy-
Y€v€^ Piaton (nach Hippi&s; 79 C 1
(586, 21; xö ö^oiov öuvaöEct Emped.
A 86 (170,8) similibus similia nutriri.
singida ad se simüitudincm sui ra-
pfire B 90 (197, 28 vgl. 198, 1. 2) nav
iJTtö xoö öno(ou xpcqpcaSai Anaxag.
A45 (803, 12 ff.) öjLtotov uirö xoö djuioiou
KivcioBat Demokr. A 38 (359, 36 —
xilii ö^o{uJl xriv aiöörjaiv opp. xwi
^vavxi'uji Parm. Emped. Piaton 18 A 46
(112, 9; =. 21 A 86 (168, 4 vgl. 169, 20ff
Vj Yvu)öt<; xoö 6j.io(ou xOJi 6|io(uit 'Yotfni
. . . YC^av ÖTC«J&na|Li€v' kxX. Emped. B
109 (203, 17) diroöiöiuöi xrjv fviuaiv
xuji x€ 6|üioiu)i KOI xf^i ä(pf\i A 83 (169,
31 ff.) xö q)pove1v xot<; ö|uo(oti; (168,
39) u. ö. dagegen xö 6)lioiov oiraOc^
uitö xoö 6^o(ou Anaxag. A 92 (310, 19)
vgl. 65 A 135 '373, 22) ööEeiev dv xiöi
429
6mo0 480
6(ioiu)i Ttoiclv Diog. A 19 (831, 4) ov
6iop(Z:ei it6T£po ToT<; ^vovt(oi<; f\ Tot<;
ö|Lio(oi(; i(niy (sc. i'j «io0rjöi<;) Demokr.
A 136 (373, 21) — f\bia6ai xoTt; 6»io(o»(;
Eroped. A86 (168,36. 169, 40 ff.) vgl. 5
A 96 ;172, 86) itäv tö ävömoiov dtrrö-
|Li€vov Tt6vov iraptxti Theophr. 46 A 92
310, 32) — 6no{ouv eAAeiq/K; (in d.
Sprache) Demokr. B 26 (396, 27).
prädikativ. navTaxöBcv (n(4vTTi) lo
ö ILIO 10 V TÖ öv (t6 irav) Xenophan. A 31
(41, 6) Parm. A 23 (109,8) Meliea. A 1
(13^2ö) 5 (136; 974*13. 139; 976»
16 ff.) irav ^^olov (t6 ^öv) Parm. B
8, 22 (120, 1) ÖMoiov näv Meliss. B 7 15
(146,8) vgl. ö^olov (145,17. 146,2)
B 8 148, 6) TÖv Ocöv önoiov iwivTii
Xenophan. A 33 (41, 26) (6 4irrä) . . .
öcöq, auTÖc; eauTiJut o^olO<; Philol. (?)
B 20 (247, 10) oinoiov tö oitcipov Ana- 20
xag. ,20 A 6 (139; 976» 14) voO<; iräq
6moi6(; eoTi B 12 (319, 10) iTcpov
ouöev ecfTiv o|uoiov oüöevi (319, 11)
vgl. Meliss. B 8 148, 5) Ö|lioiov . . tö
0epnöv oüöevö<; tuiv Zu)iiuv Diog. B 6 25
(336, 8) 6|Lioiov ou*€v olöv t€ -feveaeai
. . . €Tepov Toii ^xepuii irpiv tö outö
TcVYiTai (336, 11) )iv6k€^ aiev ÖMOla
Elemente; Emped. B 17, 36 (179, 12)
tKciXouv TÖti; d(paipou>i€va<; luovdöa^ »u
öfioia, tu Xtmöneva ftcTct Triv äq)a(p€-
öiv dvöiiiota Pythftgor. 36 A 17 (266,
9ff.j Tai dpx«\ oirx o^otai ovb' 6|j6-
qpuXoi Philol. B 6 (241. 8) to 6|li. Kai
6^6q)u\a äp|iovia(; ou&ev €1T€{»eovto 3e
opp. dvöjLioia (241, 11). Vgl. 6}xoi6vi\<i.
6|LlOlOÖXTl|iOV€iV 8. 6|LlO(JXllM0V€tV.
6|iioiodxnMUJv. (Tui^aTa Leuk. A 10
(346, 26) Demokr. A 128 (372, 28. 28).
öiaoioTcXcuTov Gorg. A 4 (546, 8) 40
paria paribus adiwieta et similiter
deßnita A 82 (661, 20).
ö^oiÖTTiq. MUfpcK ö|4. 6p't)0«, ^ef&kaq,
be Trapoptuoiv Ariatot. 44 B 27 (275,
46j - öuv«rfurröv ti ^xo'iörji; Tütv 4,5
npo^MaTuiv T»^5' kv toutok; 6poiÖTiiTo<;
Demokr. B 164 (416, 9} b\h ri\v 6^10-
Tr^Ta [gletohmäftüff Lage] ^tvciv (tvjv
Yf^v) Anaximandr. 26 (16, 36) — Ähn-
lichkeit d.Kinder Parm. A 54 (113, 6ff.)
Emped. A 81 {167. 6 ff.) vgl. Anwag.
A 111 (312,34).
6 )i 0 1 0 0 V. d^oto! KOI dvofiotot Hippokr.
12 C 2 (86, 82) dXXi^Xot<; cOTepimu
diLioiiuöevT 'AqppobiTiii Emped. B 22,6
(181, 18).
6MÖK0WV0? Epim. B 3 (496. 7).
6|liokXi^. v^Kot}Oxo<i 6|i0KX^uiv Emped.
B 187, 3 (213, 86).
ÖMoXofeiv m. Inf. Herakl.B 50(69, 18)
(tö Iv) biaq)€p6fi€vov 4aiml»i 6hoXot€€i
B 61 (69, 15) oi) ToOra dXXf^Xoi<; ö^to-
Xotel Meliss. B 8 (148, 10) — oOx
6|üiftXoY€tTai ö|ioXoT€6|ii€va Hippokr.
12 C 1 (83, 29) ÖMoXoToOvrai m. Inf.
Krit. B 81 (622, 25) tö ö>«>Xotouh€vov
iv Tol? XÖYOH coni. TdKÖXouOov Nausi-
phan. B 2 (466, 13; vereinbaren. 5 &v
€Kd»v dfioXop^miK;. (öiCTi^pc») Periandr.
73' 3 (623, 21).
6|iioXot<a KOi elpiWr] tö iirl CKittipiuOiv
drov Herakl. A 1 (66, 23).
öficjiriTiup. Kaa»Tv/)ttiv Orph . B 2 (473,
32).
ö^dvoia. öfAovoiov oöEt)06v XotkJMÖ^
ivpeQeic, opp. OTdoK; Archyt. B 8 (868,
12) dnö 6|üiovo(n<; Td M€T«iXo Ipxa De-
mokr. B 250 (429, 9) dvT\ 6>iovo(a<;
eiq lxöp«v KOI Tapoxd^ • • • dq>»K^08ai
Thrasym. B 1 (677, 4) Xdyo*; wepl 6\io-
vota«; Gorg. B 8» (658, 14) TTcpl 6>io-
voCa; Tit. Antiph. A 1 (587, 28) B 44» ff.
(697, 19 ff.) vgl. 12 A3»» (67, 34).
6 ^ 6 V 0 u 5. TOI«; KoX»^Ta(; 6|üIOv6ou<; cTvoi
Demokr. B 266 (430, 15).
6|i6^. iKvclaöoi 6l(; 6^dv Parm. B 8,47
(121, 8) — 6MU.5 Parm. B 6, 7 (117, 20)
8, 49 (121, 10) itidem Emped. B 94, 8
(198,25) Ka\ 6m<I».; Archyt. B 4 (268,9).
6M6Tpono<; Hippokr. 12 C 1 (81,35ff.).
♦duoöxiMOvciy Demokr. A 186 (373,
36).
ö^ioO Parm. B 9, 3 (122, 11) vöv 6<Kiv
6^oO ndv B 8, 6 (119, 2) vgl. d^oO
ndvTa xpj^MÄTO *^v Anaxag. B 1 (S13,
81) vgl. (313, 88) 4 (315, 17) xal vOv
431
o|Lioq>po0uvT]
432
itdvTa 6|aoö B 6 (316, 16) — 6 aiftri-
poc . • . Tuii boKTiiXuui KaTaTp{ß«f9ai
6|ioO {in naher Berührung mit dem
Finger) ^euuv Meliss. B 8 (148, 6 vgl.
Anm.).
öjiocppooüvn Demokr. B 186 (419, 16).
6|Liö<puXoq. Ta\ dpxai oux oinoTai ou6'
ö|L»6q)uXoi Philol. B 6 (241,0) tö 6^o\a
KCl 6|j6<pu\a (241, 11 vgl. 12) tö ö^ö-
(puka fjL&kiOTa CKOOTOv Yvujp(Z[€iv De-
mokr. A 13Ö (373, 36 vgl. 374, 20) ^k
TrdvTiov . . Tct ^eYl(TTa Kai 6|a6q)uXa
ouveeCc; Hippias B 6 (684, 22).
6|Li6xpiu<; Anaxag. A 92 (310, 20 ff.).
'OM(pa(n Emped. B 123, 3 (209, 21).
6|u<pa\ö^. ovbk . . . falr]<; txiaoc, dfxcpciLKbc,
ovbk eaXdoön«; Epim. B 11 (496, 20)
futiSsaioc, xai dvaqpvWio^ toö trpuiTou
(dpx<i), {aaiuaivei) xdv q)UToO (dpxdv)
Philol. B 13 (244, 14. 17) Ernährung
d. €^ßpuov Emped. A 79 (166, 27) Ana-
xag. A 110 (312, 31) 6. TTpüiTov ev ^t^-
Tprjiöiv dxKuprißöXiov odAou koi trXdvri^
eiucpuexai Demokr. B 148 (411, 11) —
in öfiqjoXöv el'Xee ßi'ßXov Epigr. Vit.
Herakl. A 1 (56, 30).
6|uiuvu|u(o Demokr. B 26 (395, 21;.
ö|üiOu^ 8. 6|iö(;.
ö|Liw^. auTÖq 0)iU)q oÜK oibe Xenophan.
B34,4 (52,2) öjuujg dneovra napeovTa
Parm. B 2, 1 (116, 7) tö l\]v 0|liuj^ [wq
Hdss.) öTUfeovTC^ Zf\v cöeXouöi De-
mokr. B 199 (422, 8) ömuq öe Diog.
B 6 (336, 16).
övap. adverb. uirap Kai övap Demokr.
B 174 (417, G) ovop upoördEai (Phere-
kyd.) A 1 (503, 15). Vgl. 6v€ipo(;.
övei&oq Demokr. B 218 (424,14) 6ve(-
b€a Xenophan. B 11, 2 (48, 14).
6veipoKp{TT]^ V. Antiph. A 1 (687,18)
2 (687,26) vgl. A7 ^691,1). Vgl. 6v€ipo?.
6 V e i p o (;. 'Ove(pou(; dTTcXou? Tiiiv öeiuv
Homer. 73 B 5 (513, 16: 'Ove(pu;v
vn0o<; Lukian 80 A 7 (590, 33) — non
est ex arhitrio sormiiare [Epich.] B 65
98, 10) Km TÖ qjpoveiv ev tok öv€(poi<;
dXXoia TTopiöTaTai ktX. Emped. B 108
203, 10 ff. vgl. 7 ff.) Tou? öv€(pou<; kotö
Toiq TU)v eiöiGXmv irapaöTdoei^ De-
mokr. A 136 (379, 18) vgl. A 137 (379,
20) oveipoq öiödöKcXoc; Epim. B 1
(494, 14) TTcp'i Kp(ö6u)(; övefpwv Tit.
6 Antiph. A 1 (687, 18) B 78 ff. (603,
22 fi.) vgl. 13 B 56 (98, 12).
ovJiiOToq. dvöpa euuuTUJv ovi^iöTOv . . .
r||Lieu;v \xr\hk etq oviiiaroc; eöTO) Herakl.
B 121 (79, 3) Td oviitOTO Anaxag. B 4
10 (316, 18).
övTiöi^. oOev . . . Tc«; övi^aei^ tüji tu
Xanriwpuji ßiiui opp. cpößour, Krit. B 25
(621, 17).
ovivdvai. eOödi«; . . eE fii; ttoXXöv üivrixo
16 Protag. B 9 (640, 8).
övojua. Xöovfrji övomo cyeveTO T\\ Phe-
rekyd. B 1 (607, 20) ACkt)^ övo^a
Herakl. B 23 (66, 1) W t6 öoqpov Xere-
öBai Zrivö(; övo^a B 32 (67, 12) vgl.
20 TÖ TOÖ Aiö«; övo/aa öu|aßoXov Pythagor.
55 B 142 (410, 7) övo^a opp itOTpic;
Krit. B 16, 6 (618, 6) toüvoih' eqaap-
MÖZlciv k\eid\i}\ B 4, 3 (614, 26) —
tOüi . . TÖEuii övO|ua ßi'oi;, epYov öe
25 edvoTo^ Herakl. B 48 (69, 2) oüvofia
Tpoqp4 €pT0v öe oüx^ Hippokr. 12 C 2
(86, 2) irdvT' oyo)x [bloßer Name] eOTOi
Parm. B 8,38 (120, 17) irevfri, nXoöTO<;
övöjitaTa ^vöeiTjq koi KÖpou Demokr.
30 B 283 (436, 18) — 6vo\ia Kaxeeevro
en{onMov Parm. B 19,3 (126,9) ri <so-
<pi{)TaTov; öeuTcpoq 6 toI^ itpaYMOOi
xd övöjLiaTa öe^evoc; Pythagor, C 2
(279, 27) öid TOÖ ee^evou to övonoTa
30 Tfjv n/uxnv i'iivfTTCTO Pythag. 65 B 26
;39ö, 11) TÖ ovö/aaTa dTroni)Liou|ueva tu
voepd ciör], q>u0ei dpa xd övö^oTa (396,
15ff.) öv6|LiaT0^ öpeÖTiiTa elvai eKaöxiui
xüjv ovTUJv q)Ü0€i TreqpuKulav Kratyl. 4
40 342, 16) — Beöci xd 6y6\xa-xa öid xeö-
ödpuuv eirixeipnMOTiuv KaxeöKeüaZev
Demokr. B 26 (395, 20 ff.) xd ovonaxa
öediv) dtdXMOxa q)UJvri6vxo B 142 (410,
6 ff.) vgl. B26 (395,14) xd dvöiuaxa
46 vo|Lio9€Xii|Lioxa, xd 6e eiöca ßXaax^1^axa
l<püöio<;] Hippokr. 80 Bl (692, 9 fi". vgl.
Nachtr. — öv6|lioxo dnojuviiMOveuciv
Hippiaa A 2 (569, 11) xd övuMoxa pav-
433
ÖTTiaGev
434
ddvEiv eine (fremde) Sprache erlernen
Dialex. 6, 12 (646, 14 £F.) — grammatisch :
öv6|uaTa öiaipeiv Prodik. A 17 (566, Ifi)
18 (566,28) vgl. Demokr. B 26 (396,30)
Ta T^vr) TUJv övo|H(4Tmv öiaipeiv Protag. 5
A 27 (536, 16) vgl. A 28 (635, 20) C 3
'542, 36 fF.) — binXä övö|naTa Gorg.
B 15 (560, 17) övoMOTUiv 6pQ6xr\<; Pro-
tag. A 24 (534, 6) Prodik. A 11 (665, 1)
16 (565, 36) — rhetorisch: i^ em tqT<; 10
övonaöiv (iKpißo\oTia Prodik. A 9 (564,
25) övö^aTa rroiriTiKa (eK Tro»TiTiKf^(;i
Gorg. A 1 (544, 12) Hippias A 2 (579,
27) Antiph. B 44» (597, 21) opp. xa
KupituTora Krit. A 1 (608, 7i. Vgl. 15
TpOMMn. X6to«;.
6 V 0 |i d Z € i V. öuo |üiopq)a<; Parm . B 8, 53
;121, 14) (nOp) ovoMaZerai koO' i'iöovfjv
eKotOTOu Herakl. B 67 (71, 18) epiiöi^
. . . 6vo|aa2;eTai (iv9pu>noi<Jiv Emped. 20
BS, 4 (175,18) ovoiuaOTai (so!) Parm.
ß 9, 1 (122, 9).
ovo^aaia. 'ESvujv 6vo|Lia(Ttai Tit. Hip-
pias B 1 (583, 28).
ovo^aOT( Krit. B 6 (615, 12). 25
övojLiaöTiKo«;. 'OvoiiiaOTiKÖv Tit. Orph.
A 1 (470, 4 vgl. Anm.) vgl. Demokr.
A 33 (358, 2) = B 26» (395, 33).
OVO«;. övou(; avpixar av kXiaQai ^äXXov
f] xpwööv Herakl. B 9 (63, 7) ovou 30
nrnov ßiaaaiievou Demokr. A 151 (380,
48) ovo«; : voo>; Dialex. 5, 12 (646, 9).
Vgl. riiiiovoc;.
övuE. örav ev övuxt 6 itti\Ö(; Y^vrirai
Polykleit. B 1 (229, 16 vgl. Anm.) — 35
Entstehung Emped. A 78 (166, 6)
Anaxag. A 45 (303, 15 vgl. B 10 (317,
21) crementa in sepulturis Demokr.
A 160 (382, 30).
öEußeXn^. TiXto^ Emped. B 40 ;187, 10) 40
Xatrai B 83. 2 (195, 86).
oEuöepKeir] (eüSüvero^; Demokr. B119
407, 26).
oEu6u|io<;. HY\ (e)m |iiKpoi^ . . aCrröv
oEueuMov bdKvve Epich. Gn. 42 (96, 6). 45
o5u^. Geschmack. öEi) en* osu eßr]
Emped. B 90, 2 (198, 2) tu» oEcI tö
tXukO (YvujpfZciv, Anaxag. A 92 (310,
28) oivc, %vK6q erkl. Demokr. A 136
(375, 46 ff.) o i^iuiv T^i'KU, toöto . . .
€Tepoi^ oiv (375, 39) öEclq. X'^MO"?
iroXXaxou Tr\c, yr\c, Anaxag. Metrod.
v. Ch. 46 A 90 ;310, 7) fXwaaa mou-
öiKriv (Lii|Li€lTai, öiaf>Tv«A'öKOuöa juev tö
tXukü KOI TÖ öEu . . . Hippokr. 1 2 C 1
(84, 32) — Gehör, opp. ßapuc; Bei-
spiel d. Gegensätze Herakl. A 22 (61,
19) B 10 (63, 17) Hippokr. 12 C 1 (82,
29. 84, 24} Entstehung d. Ö5u (oEuc
ipocpoq, axo<;, (peöfYO?) bei ^aß6o^,
q)UJvri, aüXo^, p6nßo(;, KctXajuoc Archyt.
B 1 (259, 9—261, 1) Tr\v Toxelav ki'vii-
öiv oEeiav eivai, ri\v ßpaöeiav ßapeiav
A 19* (256, 40) — Ton. öi' öSdov
[Quinte] Philol. B 6 (241, 16. 17. 18.
242, 1. 2) öEÜTöTOi; (pBöy^oc Archyt.
A 16 (255, 17 ff.) Y] 6ly)T6xr\ veart] ev
ai)Xoi(; Pythagor. B 27 (276, 1; — Be-
wegung. Kivriöic; öSeia (v. i\\wc,) Ana-
ximen. A 6 (18, 28) öEuTcprjv KivY\aiv
6xu>v lOtTipi Diog. B 5 (336, 4) vgl.
obenZ.15. — übertragen. öEcic; <p€-
pojuevou^ . . . oXi'Tct euiTcXeiv Emped.
A86 (169, 2] (Tuvrj; oHuTcprj upö<; koko-
(ppa6|ioöuviiv Demokr. B 273 (434, 1) —
6a<ppr|ai(; oEuTOTri Diog. A 19 (331, 16;
ÖKouciv, öpäv oEÜTCTa (331, 20. 25).
öEuTn<;. MCTaßoXfi«; Herakl. B 91 (75, 9
qpopäq Metrod. v. Ch. A 15 (451, 48;
ri\c, Toö ai^axoc, cpopä^ Emped. A 86
(169, 2) öelv tcoXXukk; öEuttito? Krit.
B 37 (624, 84).
oEuwireTv opp. d/aßXuujneiv Fmped. A
86 (168, 19 vgl. 170, 5) vgl. A 92(172,
13) Anaxag. A 92 (310, 22).
öEuui'rr»i<;. fXabl öEumTrcOTOTOv Ziöiov
Demokr. A 157 (382, 15).
öiniÖ€tv. 'AXriOefrii oirrjöel (TTeiöu);
Parm. B 4, 4 (116, 22).
o-K^x. oKt] ßai'vei Herakl. B 117 (78, 11)
ÖKTii uTroxu>p»^ö€i Meliss. B 7 (146, 10)
öirr)i uTapiroc; Emped. B 112, 9 (205,
16) Surii öuveKupoev B 69, 2 190, 19)
oirrii <püöi<; . . eKdOTU^i B 110.5 (204,4)
6nr\i Ke tk; . . epeibm B 12,3 (176,29).
öiTiöecv opp. eiuTipoaöev (am Himmel)
435
ortloiu
436
Pythagor. B 30 (277, 1) oitiöeev toö
^rlpoO Diog. B 6 (338, 3).
ÖTrfoui. 6xtiaau} Eraped. B 100, 26 (201.
U) Emped. (?) B 154, 1 (217, 5).
6Tt\(Z€»v. iLnXföcroTo Xuxvov Emped.
B 84, 1 (196, 20).
oTvXofAöXiKÖc;. 'OnXonaxiKov Tit. De-
raokr. A 33 (358, 6) = B 28b (397, 2).
ÖTtXov. aöXa TTOietofeai tOüv otrXuJV Oorg.
A 1 (544, 24).
oitöGev. Euvöv eOTiv, 6inr69ev dpEu)|iiai
Parm. B 3, 2 (116, 18) ömröegv iieye-
vovTO (T. äöTpa) B 10, 3 (122, 28).
ölt Ol. äneeeto örtoi b^ Antiph. B 54
um, 14).
öttoloq. 6koIo(; Herakl. B 31 (67,10)
6ko(uiv (attrahiert) B 1 (61, 86) De-
mokr. B 23ö (427, 7) öirola Anaxag.
B 12 (318, 21. 319, 1) 6rto\oi tiv€?
Protag. B4 (637,31) - adverb. okoIov
€1 Herakl. B 5 (62, 18).
ÖTtö?. Saft. = tö OypÖv ^v TOiq qjuxo'iq
Menest. 2 (219, «7) *4 (219,33) 6 (219,
42) Feigensaft. 6nbq f6Xa \€üköv e^oiu-
<pujö€v Emped. B 33 (186, 8).
^ö'n6aoq. uivf.w 6irööov Xenophan. B
1, 17 (46, 5) ÖTTÖcrn» tt6po<; kaxi vof^oai
Emped. B 4, 12 (174, 21) öiröoa liev
. . . 6it6öa 66 Thrasym. B 1 (576, 20.
22) — 6mT«iöa . . . it€q>i^vaöi eioopa-
aoeai Xenophan. B 36 (62, 6) — 6k6-
öijuv XÖTOuq »iKoucfo, oiibdi; . . . Herakl.
B 108 (77, 11) 6k6öov xp6vov Demokr.
B 236 (427, 4) — Kparei ToöoOtov
6kööov ^eeXei Herakl. B 114 (78, 6)
toöoOtov alpcTUJxepri ok^oov Demokr.
• B 251 (429, 14) 6kÖ(Iov xpili^e» B 198
(422,0) vgl. ÖKÖaa xP^Zei B 223 (426, 8)
ÖKÜ01OI ludXXov . . . TocrouTiwi luäXXov
B 254 (430, 8) ♦6k6oum ßeXxiov B 191
,421, 8) — ÖKÖöa itoioöoiv Herakl. B 1
(62, 2) 6p€0M€v B 21 (66, 19. 20) ee-
Xouoiv B 110 (77, 10) TTcivTa . . . ix\r\v
6x600 KOKdt . . . Demokr. B 175 (417_
11) q)pov€Ouöi TOiaOra ÖKÖuoa^ ^tku-
pcööiv Herakl. B 17 (66, 8).
örcöatoc,. 6n6öTov (div) ^epo^ Archyt.
B 1 (260, 10).
ÖTTÖTOv Kleostr. B 1 (502, 17) Herakl.
B 67 (71, 17) 117 (78, 10) öudrav mcv
. . . €ÖT€ bi Eraped. B 100, 6 (200, 20)
djq ötröxav B 23, 1 (181, 25) 6K6Tav
5 Demokr. B 236 (427, 7).
ÖTTÖT€ m. Opt. Emped. B 129, 4 (211,
17) Antiph. B 116 (606, 20) 6mi6re
yikv (m. Opt.) . . . eÖTf. 6e (m. Konj.)
Empod. B 100, 28 (201, 12).
10 Otto u ^ev . . . öirou 6e Demokr. B 164
(416, 3. 6).
oTCitöBey, ÖTTitÖTe s. öiröBcv, 6n6T€.
önxTip Antiph (Rhama.) B7 (592,20).
dn\5i€iv. ÖTTUicv Orph. B 2 (473, 82).
15 OTHuc,. wie Herakl. B 1 (62, 1) 51 (69, 14)
Emped. B 62, 1 (191, 1 7) out ^6v cötiv
oviuc, €ir\ K€v Parm. B 8, 47 (121. 8^
m. Fut. oÖtuj 3ku)^ Demokr. B 26(>
(433, 3) otnut; Krit. B 40 (626, 8) ta
20 KOTCX Trjv TröXiv . . . pikyi<na ^felaQai,
ÖKU)(; älerai eö (final?) B 262 (429, 10)
. . . äjarjxav(r)»öiv, okux; av Tiq |i€Tp(ri<;
. . KXTf\aioc, eniiutXTiTai . . ., B 286 (436,
28) ÖKiuq av final B 191 (420, 18) oi<
26 qpatbv ovbk vorjTov otriu^ oOk cdxi
Parm. B 8, 9 (119, 0) rj ^^v (öööt; 6t-
ti^aioq) oirux; (daß) cöxiv koi üj^ ouk
löxi un €lvoi B 4, 3 (116, 21) — ömwflT-
nep Anaxag. B 6 (316, 14} ÖKuxJircp
3« Herakl. B 1 (62, 2) 29 (66, 18) 44 (68,
17) 61 (69,15) 67 (71, l7) 79 (73,22)
90 (76, 6) 114 (78, 8) Demokr. B 269
(431, 9) 288 (437, 10).
6pÄv. BepMÖv 6pav Emped. B 21, 3 (180,
35 17) €ni m. Qenet. Deöiokr. B 164
(415, 1) m. Akkus. OKÖoa 6peoM€v (^T^p-
elvxc^, cöfeovxeq, (x€evriK<5T€^>j He-
rakl. B 21 (66, 19) öoa eiöoiuev B 66
70.5. 0) \b(uv . . xiwpov Emped. B 118
40 (20S. 11) dvTip avbpa Antiph. B 54
(800, 11) iöovxuiv (6X{yov xoO itavroc;-
Emped. B 39, 3 (187,0) — öitiuTra^ev
[ya{r\i Tctav kxX) B 109, 1 (203, 19) -
xXiupbv iöcOSai Xenophan. B 22,2 ÖJ.
15 18) eaö)Lia iöeoem Emped. B 35, 17
(186, 10) m. Partizip, im Akkus, öpüü-
ficv Thrasym. B 8 (579,2) 6pu»v Protag.
B 9 (540,5) i6oiq Philol. B 11 (243,
437 öpeö^ 438
17; övei Emped. B 76,3 194,18) — Theophr. jregen Eniped. A 86 (171,
toi5tu*i . . . i'6oiji€(; . . aayieiun ^ti Ar- 10).
chyt. B 1 (260,4) — nept tOüv karä öpf»!. ovbk €l(; |U€t' öptfl«; Koxä rpöirov
|Liepo<; . . . 6i|;€i(i9ai (268, 8) — ö\\i6- ßouXtucxai Epich. Gn. 44 (96, 10) Kap-
uevov Antiph. B 7 (692, 25) passiv. .5 6(r| öpyf\c, xierivo^ (Demokr.) C 6 (448,
■neipa<; irapöt nocraiv öpäxai i^epi npoo- 29) (opyriv- Kaö' eauxöv KaxaiT€XX€iv
nXdrov Xenophan. B 28, 1 (51, 2). Pythagor. D 6 :285, 7) 6pTf^<; Kpax€Tv
ou\o<; opäi . . . dKo\!»€i (9€Ö<;) Xeno- D 9 (290, 36).
phan. B 24 (60, 18) vgl. A 32 (41, 19) öp^iltxv. opfiam ieivoc; . . . ko» toä\iv
— {Bebe,) iräv . . . dKoüocxai . . . näv lo u»pYia)bievoi(; endiftuiv Kii\€tv Thrasym.
löeiv öuviiaexai Krit. B 21,20 (621, 9) 74 A 26 (Ö35, 11) = 78 B 6 (636, 11).
(xb Gep.uöv) irdvxa opf^v koV oiKOÜeiv opcY^tv. npoitööCK; opefciv kiA 6eEid
Hippokr. 51 C 3 (341, 16) oi Geoi oux Krit. B 6 (615, 16) — 6tnr6x€ öpiiano
opAai Tci dvOpuJtnva Thrasym. B8 irpairiöeoraiv Emped. B 129, 4 (211, 17)
(679. 1) — voO<; 6pf\i Kai voO<; dKOuei 15 m. Genet. diteövxiov öpcTovxm De-
Epich. Gn. 12 (93, 9) [miima] corpore niokr. B 202 (422, 14) örjvaidxiixo?
ea^co vidd Hippon (?) B 4 (226, 26) - B 200 (422, 18) Ziufl«; B 206 (423. 1).
fi iiiueic; öpöüjc; 6pu»fA€v Kai dKouojLicv öpeiXexn«; X^ovxe? Emped. B 127. 1
Meliss. B 8 (147, 13. 17) ^nxe opav (210, 11) 6Tipa( *B 20, 7 (180, 10).
unie Tct övxa YivuiöK€iv (148, 8) vgl. 20 dp€Ei(;. dXX€{ii»€i xpo<pf)4 Parm. Emped.
unten Z. 29. ouk dpeüJc; eujpa»|ii€v 148, 18 A 60 (112, 38) *= 21 A 95 (172,34
18) 6oK€i . . . |u6xairiirr€iv €k xoö cko- vgl. 38) i\ opeEK; xoO öfioiou (172, 36)
öTore opuinevou (148, 12) — Trdvxa xilii 0\x\Kpa öpeEi? it6v(tiv i(JO(j8€v4o TrXoii-
aÜTüJi . . . Ka\ öpöi KOI ÖKouei Diog. xiui noieei Demokr. B 284 (436, 17)
B 5 '336. 16) — |ur^x€ 6pfiv €u eXax- 25 xprwxaxiuv opelxc,. .. rtcvirit; . . . xaXenui-
xov .urix€ dKou€iv . . . Demokr. B 11 x^prj in^Iove^ öp^Eci^ ficZovaq hihdac,
(389, 21) €v XI oufcev (öv> . . oöxe d>v iroicOöiv B 219 (424, 17. 19) a\ uepi ti
divei opäi (6 6pü)v) ^OKpoxaxa ouxc (T(po6pat dpeSct^ xUq)XoO0iv . . . xrjv
div TvuJMr|i -fiTviiiöKCi Antiph. B 1 »K^X^l^ B 72 (402, 6) — (Kai xö Of^Xu)
(691,17 vgl. Anm.) vgl. 592,6, ebenso 6p€Eiv exei wcpi xd^ xPHöck; A 140
Z. 20 — 6 bdv (90!) {\ir\) 'ihr\K MH ^CT« (379, 41).
Solon 73a 3 (621, 14) — fJXec^ döee; öpcü?. baMdoai xdi<; öpeac; Diäjex. 2. 10
dnnxe€(; [Demokr.] B 116 (406, 16) — (639, 1).
Entstehung de« Sehens s. öi|/i?. opeoiftivio^. xp(Y»«vov Thal. A 1 (3, 32;
öpaOK. xfjv öpacriv vji€Ü66a6ai Herakl. 35 Pythagoreischer Lehrsatz 46 B 19
A 1 (55, 14) B 46 (68, 20) öp. aXtiOi- (273, 43).
vu)X6pa cKof^^ B 101« 76, 18,. Eni- öpeottrcia. TTcpi 'Opeo€'ir6fri(; Tit. De-
stelmng s. o^vK- i»okr. A 33 (358, 1) == B 20» (394, 13)
6 p a X i K d <;. xö dpoxiKÖv Hipparch. 18 vgl. Protag. A 26 (535,8). Vgl. öpedxriq.
A 48 ;112, 27; xö xtl)v 6|H|idxujv öpr]- 40 dpOoirpaYetv. opöoTrporftiwv Demokr.
xiKov (Demokr.^ C 6 ;448, 19;^ B 181 (418, 18).
opToviKd?. KfvrjOiv Archyt. AI (260, öpöd«;,. 6peo<; kni Arcliyt. A 14 (253,
41 €i<; öpTaviKd<; koi inrixaviKd«; Kaxa- 44 u. ö.) 6p^T\ Yuwfa Pythagor. B 19
öK€ud(; xöv xoö öx€p€oO öiTrXaaiaöjLiöv (273, 44fif.) 21 (274. 8 ff.) •xpa\x\x(xi An-
dtrd-feiv v. Archyt. A 15 (265, 1;. 45 tiph. B 13 (593, 25ff.) — dpOd <ppo-
op-favov. dptdvou xivöq r\ öKeiiou^ vcdvxwv opp. dEuvexujv Demokr. B 58
kokük; €xovxo(; Demokr. B 169 (414, 4; (400, 20) dpGüx; (ppovcciv Archyt. B 1
fXiixxav, xt^pai<„ öo^dvou xdEiv exovxa (258, 6) dpöil»^ xr^v iroXiv ^Tcixpotreudv-
439
6p9otfüvri
440
Tiüv Thrasym. B 1 (576,21) — oiik
öpöux; vo^xiZovai Anaxag. B 17 (321, 1)
opQOjq KoXoiev (321, 3) (ouk) öp9üj(;
opäv, otKouciv, auvievac Meliss. B 8
;147, 13.17. 148, 13) (ouk) opeojq öonei 5
eivai (148,14) riyv äpxr|v 6pe«I»^ uoieiv,
rr\v TcXeuTTjv öpöu)^ fi-xveaQai Antiph.
B 60 (602, 8. 4) — TTepi tüjv ouk 6p-
9uj<; ToT<; dvGpiutroi^ irpaööoiuevufv Tit.
Protag. A 1 (Ö27, 2) — öpOörepov lo
Kpi'vciev Autiph. B 58 (601, 22). Vgl.
dpOÖTiiq.
opeoauvr]. öpGcöuvrii koi TcoXutppo-
(Tuvrjt (eübaiMovoööiv) Demokr. B 40
39y, 8). 1.5
öpGoxriq. v6|uou dKptßei'a^ Xö^uiv öp-
öoTTiTO (TTpOKpfvovxec;) Gorg. B 6 (552,
16) 6v6txaxo<; opÖöxrjTa eivai eKoöTUii
Tüüv övTtMv qp'Jöei TtecpuKulav Kratyl. 4
342, 16) övo)iidTUJv Protag. A 24 (534,6) 20
vgl. A 25 (534, 13) C 3 (543, 15) Pro-
dik. A 11 (565, 1) 16 (566, 1) tPOM-
MÄTiuv Hippias A 12 (582, 22).
öpGoOv. . . . T€/\e6Tiiq . . iLioxOriP^nv öp-
Goi Demokr. B 187 (419, 19). 25
öp9ujai<; (fief'öTI- iröXi^) Demokr. B
252 (429, 19).
öpiYvä<T9ai. öpiYv*iGf\vai = eiti9u)üif\-
aax Antiph. B 21 (695, 11).
öpUeiv. bcgrenxen. Kepöei opfZiuv r\ 30
r|6ovf^i Demokr. B 262 (432, 3) XPH"
ILiaxtuv öpeHic; tiv |ur) 6piZ:rjTat KÖpiwi
B 219 (424, 18) — vjpia^ivoc,. Xi^ei
Xpövov lu^ vjpianevr\<; xi\<; feviaeiuc,,
Tfiq ouofa«;, Tf^^ qp9opaq Anaximattdr. ^5
11 (14, 2) T^v uiroKeijLieviiv tpvaw twpi-
ö|a€viiv (vgl. unten Z. 46) coni. direipov
opp. dopiöTov Anaximen. A 5 (18, 11)
depa TuJi )Li€v lie^eGei dneipov, ralq bk
Ttepi auTov Tioi6Tr]aiv ubpiOjuevov A 7 40
(18, 24) qnae ex aere orerentur de finita
A 9 (19, 16) TÖ 'trXfi9o^ (tuiv npuiTUJv
öiwjüidTiJUv) üjpiö^ievov Ekphant. 1 (265,
32) fxi] wpia|iiEvou(; tou^ töttou^ tAv
öToix€(ujv Emped. 21 A 35 (159, 37) 45
— Ujpiö|iievri qpuaiq (toö fXvKio(;,
öTpuq)voO) Theophr. gegen Demokr.
A 135 (377, 2) — definieren, öpiletv
WC, vom'Jleiv Ekphant. 1 (265, 29) it€pi
ToO Ti iaxiv TJpEavTo \if€iv xai 6pile-
o9ai Pythagor. B 8 (272, 14).
öpiZujv. yie-f6.\r\v elvai xfiv ircpicpepeiav
XT]v dvtuGcv xoO öpi'Zovxo^ Hippokr.
V. Ch. 5 (282, 30).
öpKO<;. öpKOu Ttioxoxepav (q)tjXa(yO€ KO-
XoKaYa9(av) Solon 73» 3 (521, 7) (xpö-
vo(;) trXaxeoq trap' cXtiXaxai öpKOu
Emped. B 30, 3 (184, 20) vgl. xpilM«
TtXaxeeaoi Kax€<Jq)pr)Yiö)i€vov öpKoi^
B115,2 (207,8) (pövovi?) direi'pYei iepot
Kai . . . öpKOi Demokr. B 259 (431,14)
öpKouq ouc TTOieövxai ev dva^KiiiOiv
€Övxe<; QU xtipeouöiv . . . B 239 (427, 17)
— opKO<; xöüv GeOüv 1 A 12 (9, 12) (x6
xtjuiuixaxov) Orph. B 10 (475,23) ö. ^e-
fiaxoc, : xexpd^ Pythagor. B 15(273,26).
op^idv. wpn/\Qr\aav ylfveöQai Parm. B
11, 3 (123, 7).
öpMn. bv6c, [Pherekyd.] B 14 (610,21)
<t)iX6xTixo^ . . . 6pnr\ Emped. B 36, 13
(186,6) €iti qppeva it(öxio<; öp|ui»i B 114,3
(206, 4) — 6p)ufi<; xoic; <Joq)i(Txai<; i^pEe
Gorg. A 1 (544, 8).
opiLideiv. Kurrpi&oq öpnicf9€iöa . . ev
Xi)Liev€<Jaiv (X9u)v) Emped. B 98. 3
(199, 28).
opviQlac,. dv6|üioi Demokr. B 14,3 391,
24) 14, 7 (392, 28).
öpviGoKdTttiXoc; Krit. B 70 (629,9).
öpviq. xoü<; ö. (pvaiv 6|no(av exciv xo'i^
ixBuöi Diog. A 19 (331, 43) xaxciav
xrjv öxefav, dei xd lüid Ka\ xr^v xp6av
aux&v ftraXXdxxetv Demokr. A 146
(380, 19) öpviBoq fdXa xö ev xol^ lüioii;
XeuKov Anaxag. B 22 (322, 20).
öpvövai. xpeoc, Äpoev Parm. B 8, 9
(119, 6) ßpoxcdi |ufixt<; opujpev Emped.
B 2, 9 (173, 26) — (dvcMOi) eni taiav
dpvujufvoi B 111, 4 (204, 16).
öpoOeiv. Ol €<; xd^ fiaxaipa^ dpouovxe^
Demokr. B 228 (426, 1) niKpöv em
iriKpöv öpouacv Emped. B 90, 1 (198, 1).
öpoßoq. orobum Herakl. B 4 (62, 11).
öpo(;. oupo^ Aiöc, (= Olympos vgl.
Nachtr.) Herakl. B 120 (78, 17) oiipea
Entstehung (Orph.) B 16 (479, 36).
441
oöjLxri
442
6po^ (o&po<;). Grenxe. opo^ aujucpöpujv
KOI ä<JUM9Öpu)v Demokr. B 188 (420, 1)
dafür oöpo? B 4 (386, 24) <io<p{r\c, opoc,
Anaxarch. ß 1 (458, 4) Tctq Xuttoc; öpou^
KOKiaq Demokr. A 166 (383, 37) —
apte^oi aiTiot TÜJv oiioiiüv . . . twq opoi
oiov ai ariTMOi tüuv ijetcöujv Euryt. 3
(249, 26) Definition Archyt. A22 (257, 5)
(ZahDbegri/f Archyt. B 2 (261, 14. 17.
20. 28. 262, 1) A 17 (255, 44 ff).
opirrjE. öivöpuiv . . . TuvmKujv evvux(ou<;
opitrjKa^ dvrifaTt • • frOp Einped. B
62, 2 (191, 18).
6pp6<; Emped. A 78 (166,25) cfuepjua-
TiKÖ<; Herakl. A 18 (60, 42).
op<j6Tri<; (= öpMn) Krit. B 41 ,626,9).
öpüöoeiv. tr^v itoWnv opvaaovai He-
rakl. B 22 (65, 21).
■6pq)vaio(;. opqpvaia vuE Krit. B 19, 3
(619, 10).
öpxiq- («pXeße«;) TeCvouaai . . . de, toü<;
6px€K Diog. B 6 (339, 4 vgl. 6) ^k-
YÖvujv KTiorai, nouXuxiruJvec; Demokr.)
C 6 (448, 46).
öpxriöi«;- opxnöiv 6pxr\0'r<xq, [naQibv]
Epich. (?) B 3 (91, 8).
6p%r]aTr\c,- öpxnöraq Epich. (?) B 3
91, 8) Ol opxnöTm Ol e^ toi; luaxaipa^
opovovxec, Demokr. B 228 (425, 22).
>o <;, demonstr. a jaev äöiKa, h bk öiKoia
Herakl. B 102 (76, 21) relativ. r\ eejUK;
<ou) KöXeouai Emped. B 9, 5 (176, 2)
riv^lpiv KoXeouoi, toOto vecpoq irecpuKe
Xenophan. B 32 (51, 17) ö ti fjv xe
KCl 6 vöv (föTi) oubev 6|Lioiov elvai
Meliss, B 8 (148, 4) ö tck; acpaipac,
oXko«; Philo!. B 12 (244,9) irdvxa ^otiv
(sc. ToöTo), 0 äv tk; voViöai Metrod. v.
Ch. B 2 (453, 18) ev dii tcährend An-
tiph. B 58 (601,14) — out €v lüi eaxi
TOttiwi Kivetxai oiix' 6v dii |nf) ccfxi Ze-
non B 4 (135, 7) Plural häufig mit
Attraktion z. B. eEeupövxa tDv dveiri-
OTayuuv fjöGa Archyt. B 3 (262, 6) kc,
ludeiiöiv (Iiv xpn Demokr. B 85 (403,
18) xoö Ti Tcpiioaeiv dvriKeOTov div
v6|uoi KUiXuoucriv B 191 (421, 4) 6öki-
^oq, dftoKiiiot; ouK eH iDv irpdaaei laövov
dXXä Ktti eH äv ßoüXexai B 68 (401,
20. 21) ;XuiTe6)aevo(;) xa^pujv kqt oioiv
(ouK) €X€» B 231 (426, 11) vgl. i<p' ol?
B 159 (414, 2) caxiv luv B 257 (431, 1)
5 eöxiv ovai Anaxag. B 11 (318, 2) —
folgt ^a Orph. B 2 (473, 82) folgt bri
Parm. B 6, 4 (117, 17) Emped. B 11, 2
(176, 19) 129, 2 (211, 15) Orph. B 13
(478, 9) folgt xe Emped. B 46 (188, 28)
10 €9 dii xe B4,7 (174, 16) o'ixeB23,3
(182, 1) 84, 4 (196, 32) 111, 3 (204, 14)
115, 5 f207, 11) *ä xe B HO, 7 (204,6).
Vgl. fji, oö, ooirep.
ö^ (= k6<^. ä = i'öia Demokr. B 298
15 (438, 16).
öö&etv s. öZeiv.
öoiov ööioi Ttpö^ Tohc, T0K€O<; dist.
O€|uvoi Gorg. B 6 (567, 30) au|HTr6öiov
xujv oai'uiv Orph. B 4 (474, 6) €k . .
'■^0 öaiiuv axofidxujv Emped, B 4, 2 (174,
11)
6alr]. 6a{r]c, uXeov eineiv Emped. B 4, 7
(174, 16).
ööiöxri«;. TTepi öaidxaxoi; Tit. Okkel. 4
-is (264, 29).
Ö0|iaö9ai. ai ipuxai ddiuujvxai koO'
"Ai6nv Herakl. B 98 ,76, 7).
ö ö|Liii. Geruch, o eöxt Gorg. B 4 (556, 5)
pTvec; 6h\ir\c, Hippokr. 12 C 1 (85, 13)
30 TtXeiöxr]v dub xoiv XeirrOuv KOi Koucpujv
dTToppeiv Emped. A 86 (168, 33 vgl.
170, 34. 40. 45 f.) vgl. B 101 (201, 16 ff.)
6a\i.\\ duoppOT^ xk; Anaxag. 55 A 135
(375, 7) xö XeTTxbv dnoppeov dub xujv
35 ßapeujv noiel ix\v 6h\v(\v Demokr. (379,
15) xai<; dvairvoal«; öuveiöKpfveöeai
xfjv 6<j^nv Emped. A 94 172, 29) (xbv
6YKe<paXov) etvai . . (TU|Li|iiexpov ■xy\i
ba\ix\i Diog. A 19 (331, 6 vgl. 19) xdc;
40 öö|Lid<; ou . . Trpbi; tolc, uiroKet^eva<; aiöOti-
oeiq (dnoftföujöi) Demokr. A 133 (373,
16) 6a\xx\i xfjv dcf|Liriv (ou Kpivo|H€v)
Theophr. gegen Emped. A 86 (170,
17 ff.) — xpecpeööai evia Z<xna xai<;
15 ö(J|Lia^ Pythagor. B 43 (279,17) — Qe-
ruchsinn. Ttvoif^<; xe XeXdfXaöi irdvxa
KOI Ö0|nuiv Emped. B 202 (102, 8) ö6)liii
zur öKOxdi fv(uai<; gehörig Demokr.
443
OÖO^
444
B 11 (389, 18) Entstehung e. öö<ppa(-
V6(Te«l.
^oaoc,. baaoq neben oooc, außer Xeno-
phäh. Parm. Emped. (*öoffa) De-
mokr. B 278 (435, 10) — cH. . . oooou 5
m^KeGq öXßou fiTtaaiv) Emped. ß
119, 1 (208, 20) ir(4vta (rrdvTUiv) öoa
(öfföa) Xenophan. B 11, 2 (48,14)
29 (öl, 5) Parm. B 8, 39 (120, 18/
Emped. B 21, 9 (180, 28) 89 (197, 20) lo
Hippon B 1 (226, 7) Demokr. *B 278
(43ö, 10) Tot ä\Aa 6<sa Meliss. ß 8 (147,
12) Anaxag. B 4 (315, 9) Diog. B 2
(334, 11) — öfföov . . . uirEKirpoBeoi,
TÖöov . . €Ttt^i€i Emped. B 36,12 (186,6) i5
ooov T€ B 42, 3 (187, 29) ocrov t ^iri
Qvnbc, Udvoi Parm. ß' 1, 1 (114, 7)
Kaö' 3öov . . . EuvcKupae Emped. B 104
j202, 13} adverb. oaov TCtvaiuxepov
nev B 84, 5. 11 (196, 83. 197, 8) oööov 20
dXAoioi . ., TÖdov dXXola B 108,1 (203,
11) toöoOtov ötacpcpct ööov Demokr.
B 277 (434, 18).
^oöitep. 01T6P Parm. B 16,3 (124,14)
vgl. TÖTr€p Xenophan. B 2, 17 (46, 9) t,
önep Demokr. B 165 (413, 2) 179 (418, 8)
ak€p {6boi) Parm. B 4, 2 ill6, 20)
Sncp Xenophan. B 15, 2 (49, 6) De-
mokr. B 127 (409, 8) t^m€p tc qua via
Emped. B 133, 2 (212, 11). 30
^6axi<i. 6aTi<; . . . o^k if^vujaKev (= ko(-
ir€p oi) Tvdvra) Herakl. B 57 (70, 8)
ÖTi? Krit. B 2, 9 (614, 9) nnq . . . rni
T€ . .-. Emped. B 17, 22 (178, 19) otk;
Philol. B 11 (243, 4) 6 ti Herakl. B 86 35
(74, 18) Meliss. B 1 (143, 5) 2 (144,2)
8 (148, 7} (6 Ti i^v re Km ö vOv) (148, 4)
Emped. B 22, 9 (181, 22) Diog. B 6
(335, 23) Antiph. B 29 (696, 9} otou
Antiph. B 59 (601, 2») ötwi Emped. 40
B 2, 5 (173,22) Demokr. B 99 (404,
17) B *182 (419, 5) Thrasyro. B 1
(577} 9) Antiph. B 54 (600, 25. 27)
Krit. B 33 (623, 19) dreuui Herakl. B
15 (66, 2) Demokr. B 100 (404, 19) 45
277 (434, 13) oltive? Herakl. B 5 (62,
19) B 121 (79, 2) &aaa Xenophan.
B 34, 2 (51, 24) Herakl. B 27 (66, 12)
Anaxag. B 12 319, 1) Demokr. B 3
(386, 16) 18 (394,2) 256 (430, 16) ötujv
lOTUJ Hdsfl.j Anaxag. B 12 (319, 12).
— Vgl. 6oTiaoüv.
6 öT i ao ö V. ÖTouoöv Antiph.B 60 (602, 3)
ÖTiCüv (?; Philol. B 4 (240, 16 Anm.)
üJiTivitiJv . . TpÖTOüi B 6 (241, 10;.
öaxof€vr\c,. ööTo^evei; [Emped.] (217,
18 Anm.).
oöToöv Entstehung Hippokr. 12 C 1
'82, 43j Em])ed. A 78 • fl66, 7. 12. 23)
86 (171. 4 (ööTea XeuKct) B 96 (199,
19 vgl. 199, 2 ff.) (Tct doxa irapa toO
äppevoi;) Hippon A 13 224, 41) Ana-
xag. A 45 (303, 16 ff.) 46 305, 30 ff.) vgl.
B 10 (317, 20; Entstehung d. Gehörs
Anaxag. A 92 (310, 30; Demokr. A 135
(374, 32) — (dnö) uavJjv (tö onep^a]
A 141 '379, 38) ööreiuv femX&v q)uaie(;
KaXuTrrouöiv kfKicpdkov Demokr. 0 6
(448, 17) — ad aliud noxii hoimni ex
capite ossa plus prodesse, ad alia amici
et hospitis [Demokr.] B 300, 13* (443, 17).
öarpeiov. t{vo tpönov dvcfirveouöi
Anaxag. A 116 (313, 13).
ööq)paiv€a8ai, 60(ppr\ai^. Erklä-
rung Alkm. A 6 (101, 19) 8 (101, 36)
11 (102, 18) Emped. A 86 (168, 32.
170, 19. 34) Anaxag. A 92 (310, 29. 41)
Diog. A 19 (331, 6. 16 ff.) ii«/»eunf€<;
öaqpptioto^ 6inYvu»|Liov6< (Demokr.) C 6
(448, 21). Vgl. 6an^.
öxav. aiöTTCp orav Emped. B 100, 8
(200, 22) oTov Pherekyd. B 5 (509, 20)
(Yp. ol^ dv) Polykleit. B 1 (229, 16)
Archyt. ß 3 (262, 20) Diog. B 6 (338,
20) Demokr. B 11 (389, 20) 174 (417, 9)
243 (428, 7) 248 (429, 6) 255 (430, 11)
278 (436,7) Antiph. B 29 (596,7) orav
. . Ti<; irpdYMOToq kov ötouoOv ttjv
dpxfjv öpOui^ noii^örjrai Antiph. B 60
(602, 2 vgl. 6).
^6t€. tvann, wenn. m. Indik. Xenophan.
B 22,5 (60, 11) 6t€ . . irpuixa Emped.
B 95, 1 (198, 28) öt€ ftn Antiph. B 73
(608, 10) m.Konj. ot€ jüv ... tötc ^liv,
cÖTC bi...bi Emped. B 9, 1 (175, 20 ff.)
B 100, 16. 18 (201, 5. 7) vgl. Nachtr.
445
0\)bk
446
m. Optativ Parm. B 1, 8 (114, 14) —
tb^ b' 8t€ m. aor. gnom. Emped. B 33
;l8ö, 8) 84, l (196, »9) — da. m. Indik.
Melisn. B 2 fl43, 9. 18) 7 (145, 18)
Anaxag. B 6 (316, 10. IS) — ökkc m. 5
Indik. Archyt. B 1 (2ö9, 1«) m. Konj.
258,16. 259,«) 2 (261,14. 19. 22).
^oTeo<;.) *6Teri (= i^ric,) Herakl. B 41
,68, 18). Vgl. Teoq.
"^oTi. daß. abhängig von, eiö^vai Herakl. lo
ß 104 (77, 8) Krit. B 44 (626, 26)
TiTvoiöKeiv Emped. B 89 (197, 20)
Anaxag. B 5 (316, 6) Demokr. B 6
388. 6) TTuvedveaeai Krit. B 44 (626,
28 ff.) br]\ovv B 7 (388, 8) 10 (389, 1) 16
bf\\ov Zenon B 2 (134, 5) Philol. B 2
,240, 4) Arcbyt. B 1 (260, 10) Diog.
B 8 (339, 20) Demokr. B 8 (388, 11)
öri|Li€iov Meliss. B 8 (147, 7) q)av€p6v
Archyt. B 1 (261, 1) toütö XeXeKxai 20
. . 6ti Anaxag. B 4 (316, 16) eOKC-
vjiavTO OTi Archyt. B 1 (258, 14) i6oi-
jui€5 löXVpOTotTUJi dajiiefwJi oti (260, 4)
rciiaaq oti B 3 (262, 19) biaifipeiv oti
Alkm. B 1» (103, 26) irX^ov -ja r\ oti 25
Philol. B 6 (241, 4) — iceil. [Anaxi-
mea.] B 3 (21, 80) bxa toOto oti Alkm.
B 2 (103, 29) oiV ÖTi Emped. B 139, 1
(214, 18).
>ou. Kou Parm. B 6, 9 (117, 22) oüxf 3o
B 8, 11. 40 (119, 8. 121, 1) — oö ti
&6Ma^ . . . ovbk v6r]txa Xenophao. B
23, 2 (60, 16 vgl. Nachtr.) vgl. od ti
Tivwaicuiv Qeovc, ovb' f\pwa(; Herakl.
B 6 (62, 18) ouTi oe jioTpa kckt] ttpou- ;»
TTCfine vkaeat Parm. B 1, 26 (115, 8)
— ou . . fiiiTtoTe Parm. B 7, 1 (118, 1)
u)<; ou |nii troT€ B 8, 61 (122, 6) — ou
oder ou (Hom. V 328) Hippias (?) B 20
;686,3. 8). Vgl. ytTf\. ouK öv s. öv (elvat). 40
oö pronomen person. ol Xenophan. B
1, 20 (46, 8) 2, 9 (46, 1) Emped. B 42, 1
(187, 87) Demokr. B 262 (432, 4) An-
tiph. B 54 (600, 12. 20. 21] u. ö. m(v
8. auTÖ^, beachtenswert ^(v «= auTOiii; 45
Emped. B 116, 6 (207, 12) (Jtpet.; s. d.
OÖ «w Demokr. B 30 (397, 20).
oubaM^t;. oxtba^A Emped. B 17,6(178, 8)
«. 17, 12 (178, 9) = 26, 11 (183, 8)
*12, 1 (176, 27) Melis«. B 1 (143, 7)
— ouöaiLifii Meliss. B 7 (146, 7) Diog.
B 2 (334, 14) ouftamXiq Philol. B 11
(244, 4)._
oii∾. evepe« ou6€o<; Emped. B 52
(189, 14) p(irrovT€(; ^? ou6a<; B 128, 7
(211, 1) 6^ xöovöc; oufta^ dn^irruoe
B Jlö, 10 (207, 16).
^oub€, iir\be. ou6€ noT€ Parm. B 8, 12
(119, 9) Emped. B 16, 1 (177, 17) vgL
0u5€Tr0T€. 0i)b' (t-Vi (? x= OUK^Tl?) B 100,
12 (201, 1) — tir)bi €\<; Herakl. B 121
(79, 8) Demokr. B 99 (404, 17) ou6'
v(p' evö^ (piX€6öeoi boKcei |ioi 6 q>tX€iuv
MT}6eva B 103 (405,6) oijbk €v Diog.
B 6 (335, 28. 24) — oöt' ^nibepicrö . . .
01)6' eitaKouOTä outc v6u)i ir€piAr|Trr<4
Emped. B 2, 7 (173, 24) — ouftaMT^i
OUT€ . . . OUT€ . . . OUT€ . . , 0U6' &V 0ÖT€
. . . oÖTC . . . ouT€ Diog. B 2 (334, 1«)
— oö TI 6e^a(; . . . ouÖ€ v6t\iia (vgl.
Nachtr.) Xenophan. B 23,. 2 (50, 16)
vgl. ou Ti . . 06OU5 ou6' fjpuiac; Herakl.
B 5 (62, 19) — oi).\ . ovbe oft z. B.
oü qppoveouai ovbe YiviiiOKOUoiv He-
rakl. B 17 (65, 8) ouK ?XnovTai oitbk
&oK€ouai B 27 (66, 12) oü K€xu*pt(TTai
. . . ou6e äuoKCKoitTat Anaxag. B 8
(317, 7) oÜK dviöi . . . ou6' cdeuiüiel De-
mokr. B 279 (435, 18) iii\ ^lerctnlinetv
pir\bk yfveaOai £T€potov Meliss. B 8 (147,
16) M^i . . iro6ifiT6T€tv yii]bk oxciv De-
mokr. B 173 (417, 1) oO q)aTÖv oö6^
voriTÖv Parm. B 8, 8 (119, 6) ou . . .
dnöiiKOiro^ ou6' döanMiuv Emped. B
62, 3 (191, 1») OUK . . . dpxnv ovbk tc-
XeuTi^ Meliss. B 2 (144, 1 vgl. 143, 10)
oux 6|iotai ou6' 6|Li6<puXot Philol. B 6
(241, 9) OUK kv ßoOKiiiLiaöiv . . ouöe iv
Xpuo&i Demokr. B 171 (416. 16) tii\
OciIjv . . . |üirj&€ Tfj^ Tuxn^ Thrasym.
B 1 (576, 26) ou OTdoK; oü6e tc 6fipi^
Emped. B 27» (184,1) — outk; ... 0116^
TK Xenophan. B 34, 1 (61, 22) oitbk
... ou»€ Epim. Bll (496,80) Parm.
B 8, 5. 23. 24 {119, 2. 120, 2. 8; Em-
ped. B 13 (176, 81) fünfmal B 128, 1. 2
447
ouöei^
448
l210, 27. 28) ll^be . . . nr]be Philol. ß 6
(241,18). Verhältnis zu oute s, d. Vgl.
|UTi6e.
^oOÖ€(<;, |Lir)6ei^. *ou6ev Philol. B 6
(241, 5) — ou6ev äWo r\ Demokr. B
235 (427, 8) vgl. B 266 (433, 1) ouöev
äXXo iwipcH ToO eövToq Parm. B 8, 37
(120, 15) öiößXriTov oiiöev (oiov ^ri>
Demokr. B 152 (412, 2) — ^Ttei ou6e-
v6^ Demokr. B 7 (388, 9) vgl. B 117
(407, 4] Tüüi fA6v eövTi oiiöev arpcKet;
auv{e)H€v B 9 (388, 86) ouftciq . . ou6ev
olÖ€v Metrod. v. Ch. B 1 (453, 14) —
ßpoTol el&ÖTC«; ouftev Parm. B 6, 4
(117, 17) — ou5ev xP^MCt s. xPif^M«-
Mii6ev OYöv s. ä-fav, dazu Chilon 1 A 1
(7, 4\ Vgl. 6€V, Tf(i 7€6c,.
oü&enoTc Demokr. B 209 (423,18) Mn-
Tepuji n€ra ^Y\biv Parm. B 9, 4 (122, lo 6enoT€ [Anaximen.] B 3 (21, 22).
12) — oubev adverbial (Kivoü^evoi;) ovbirepoq. cnci oOöeTcpuji (sc. oüöe-
Xenophan. B 26, 1 (50, 22) (aEioi) He- tcpou) lucra ^r^&€v Pam. B 9, 4 (122,
rakl. Bo8 (70, 12) (eoiKOTUJv) Anaxag. 12).
B 4 (315, 22) (€Tre6€ovTo) Philol. B 6 o{,6öq. Xdivo? Parm. B 1,12 (114, 18).
241, 11) u. ö. oi)6ev atoirov m. Inf. 15 ouKexi Meliss. B 9 (149, 8) Emped. B
Archyt. B 1 (258, 6) m. Komparativ 17,31 (179,8) 112,4 (205, 11) — MrjKeTi
z. B. Zenon B 2 (133, 23. 134, 8) Meliss. Herakl. i?) B 127 (80, 8) Demokr. B 11
B 8 (148, 16) Anaxag. B 5 (316, 6) (389, 20) 191 (420, 20).
Demokr. B 187 (419, 20) —Wechsel o{)X6|U€vo<;. NetKo? Emped. B 17, 19
m, ^^r\bel(; : ou6' vcp kvbc; (piXeeaöai 20 (178, 16) GavaTOio B 8, 2 (175, 16).
6oK^€i |uoi 6 qpiXeuuv jurjöeva Demokr. oüXofieXir) s. öXo|LteXeta.
ß 103 (406, 6) vgl. unten Z. 30. ouXo? s. oXoq.
Ol dvdpi0|Ltoi (6)J0i) ovbdc, Herakl. ouXoqpui^q s. öXotpui^ji;.
A 1 (56, 27) — ToO |uri6€vc(; äpEdjuievov
qpOv Parm. B 8, 10 (119, 7) eöTi tap 25
elvai, \jir\bkv (= t6 ^r] eöv) b' ouk eötiv
B 6, 2 (117, 15) Tö ouk üv ovbiv A 28
(109, 47) dvaYKOiov rrpiv TeveoOai elvai
|Lir|&ev €{ To(vuv jirjöev fjv, ou6a,uä dv
YevoiTO ou6ev ck ]Jir\bev6<; Meliss. B 1 30
(143, 6 ff.) oiiK dv ei'ri tö ft ^Y\bev B 7
(146, 7) vgl. d. Paraphrase (143,30ff.)
TÖ K€V€ÖV 0ub€V e0TlV B 7 (146,6) vgl.
Kevöt;. t6 oOöev (jitriftev) = Kcvdv,
dTr€ipov opp. TÖ biv Demokr. A 37 35
(359, 11) 49 (361, 26) \xr] laaXXov tö
feev fi tö iLiri&ev eTvai Ö 156 (413, 11)
— nihil esse Zenon A 21 (130, 38. 39)
ouöev tOuv övtujv eöTiv (KecpdXaiov)
Gorg. B 1 (552, 4. 8) 3 (552, 17 ff.) — 40
(tOüi XoTUit) €v Ti Qvbky (dv) Antiph.
B 1 (591, 17) — ^i.feQovc, \xr\b€vb(;
dvTo«;, iTpocrr6vö|j€vov bk oubkv ol6v
^ouv. Jjv Xenophan. B 1, 16 (45, 4)
Philol. B 6 (241, 11) Demokr. B *173
(417, 2) 6TT€i ouv Emped. B 23,3(182, 1)
häufig nach \iiv z. B. Xenophan. B 34, 1
(öl, 22) Meliss. ß 8 (147, 7) B 7 (146,
14 vgl. Anm.) Emped. B 102 (202, 8)
103 (202, 11) Archyt. B 1 (258, 18. 16.
259, 7) Anaxag. B 4 ,315, 14) Thra-
sym. B 1 (577, 11. 20) öqppa ^ev t€
. . . TÖqppa jicv ouv Emped. B 16, 3
(177, 7) nach bi Parm. B 8, 16 (119,
13) Emped. B 2,8(173,25) Stellung:
gewöhnlich an zvyeiter (dritter) Stelle
im Satz; tüüi ouv töEuji Herakl. B 48
(69, 8) aber eiii toii; 6uvaT0t<; ouv De-
mokr. B 191 (420, 14) OUK dv ouv
Meliss. B 7 (146, 6) auffallend ou . .
ev KOKOiöi TU ToidÖ€ Kp(v€iv, dXX' ev
dTaeoIöiv il»v Demokr. B 173 (417, 2).
OUVeKCV S, €V€Ka.
T€ €l<; ,ueY€eo<; ^möoOvai Zenon B 2 ounoTC Xenophan. B 1, 6 (44,20) Em-
(133,23) TÖ TrpoaTev6|Li€vov 011Ö6V i^v 45 ped B 145,2 (215,22) — ou irniTroxe
ovbk. TÖ dTioT€v6|ii€vov (134, 5 vgl. 8) Parm. B 7, 1 (118, 1) vgl. B 8, 61
— oOöev dp' €löiv (ßpoTof) Emped. B (122, 5).
16, 4 (177, 8) - ou6€v iöfi€v trepi oOö€- ouitw Emped. (?) B 154, 1 (217, 8).
449
oupavö<; 450
oöpdvioq. Tr6\o? Eurip. 46 A 112 (313,2)
T«iXa Parm. B 11,2 (123, 6) riXiov dvo-
KXdaet q)UJT6^ oupoviou f €v6^€vov Em-
ped. B 44 (188, 10) Alriai oup<4viai
Tit. Demokr. A 33 (367, 32) = B IIb ,,
(389,28) To otjpdvta n(46ii Hippias A 11
(ö81,25) — fivoq oupdviov Orph. B 17
(480, 15) — Qeiiu koi oupovCiu ß(iu xai
ctvepumfvu) äpx& (sc. ä ft€Kd<;) Philol.
B 11 (243, 6). K.
OüpavoYpacpfr] Tit. Demokr. A 33
(367, 41) = B 14b (393, 2).
0 u p a V 6 ?. OOpavd^ : Tf^ Orph. B 8 (475,
10) 13 (478, 3) 17 (480, 14) vgl. B 12
(476, 36 Anm.) 13 (478, 1) 9 (475, 19) 15
Akusil. B 28 (516, 7 ff.) Gaelum = lu-
piter, Terra = luno Epich. Enni B
52» (97, 22) vgl. unten Z. 34. 41, Sp. 451,
20 ff. und Reg. II.
Definition, Entstehung. TTept 20
ToO oüpavoO Tit. Aristot. 45 B 4 (271, 1)
— oupavo? = "f] iT€pi<popä 1^ klwr&TM)
ttJ^ ff\<; Anaximen. Parm. 3 A 13
(19, 34) vgl. Axchyt. A 24 (257, 15)
vixb (tuji aiSepi) to TtupiJbfte? 8w€p 2a
K€KX^Ka^ev oOpavöv Parm. A 37 (111,
15) = TÖ . . . uiroocXrjvöv it Kai ircpi-
•f€iov M^po? Phüol. A 16 (237, 28)
irpütiTOv 6vojLiaaat köomov Parm. A 44
(111, 39) — t€v6|H€vov änavT€5 €lvai 30
(paotv Aristot. 12 A 10 (58, 41) Ent-
stehung aus d)i6v Orph. B 13 (478, 1)
EufjiMciTvujievujv 4t^pujv kripoi^ •jiver^
Ovpavbc, 'QKcavö? t€ Ka\ rf\ (Orph.)
A 12 (472, 16 vgl. 9) vgl. tbq yato Ka\ 35
oupavö(; '/\bk Q6Xaaaa . . . vefxco^ ei
d\ooto fci^Kpieev B 16 (479, 31) äpOma
. . . nipeaaw . . . xQdjv t€ Kai oupovo^
(Element? = dt^p?) i\bk Q6Xaaaa ooaa
. . . dTroir\,ax8€VTa netpvKev Emped. B 40
22, 2 (181, 15) oupavdg xe yald t' i^v
lüiopqpri |n{a tncl b' kx{iipioQr\aav dXXi^-
Xu)v 6(xa . . . Eurip. 46 A 62 (305,39] —
qtvaiv diicipov eE f\c, diravTac; fiveoQai
robc, oupavoui; koi tou(; kv auToI^ k6- 45
a^ovc, Anaximandr. 9 (13,6) 11 (13,44)
vgl. 10 (13, 30) 11 (14, 4) vgl. Sp. 451, 4
CK GaXdöön«; Herakl. B 31 (67,7) dbr\-
Diels, Fragm. d. Torsokr.lII.
a€K . . oCipavöv 0^91^ €xovTa evöcv
l<pu T€ KOI &i mv äYouo(a) krtkbTi]aev
'AvdYKTj ircipar €X€iv aarpiuv Parm.
B 10, 6 (122, 86) Ycv^öeai ^k toO
aieepo<; Emped. A 49 (161, 32 vgl. 23)
ki d€po<; (JUM7raT€VT0(; A 50 (161, 40 ff.)
€Ti oupavöv €KpuirT£v di^p Emped. (?)
B 154 (217,2) dp|uov{a Kai dpiGind.;
Pythagor. ß2 (270, 40 ff) kl dpiefiuiv
B 9 (272,22) vgl. B 22 (274, 23 ff. 38 ff.)
27 (276,2) 35 (277,42) 38 (279,1) -rrcpi-
nXcKÖMCva (sc. rd dTO^ia) dXXi^Xoi^ . . .
TÖv o{ipav6v ^Ycwrjoe Leuk. A 24 (347,
32. 38) TovipavoO ToOfte . . . alTiuivrai
TÖ oOrdiLiaTov Demokr. (?) A 69 (364,
28) — ToO k60|liou . . . üirö toO riX(ou
6€p|Ltaivo|ievou . . . töv oXov oupavöv
aöEnenvai Diog. A 9 (329, 44).
Beschaffenheit, Bewegung
u. &. 6t€ h^v oötw? ötc bk dXXu*5
exeiv Herakl. Emped. 12 A 10 (58, 43)
mipivo? Herakl. Parm. 12 A 10(58,47)
=r 18 A 38 (111, 23) vgl. A 37 (111,16)
TÖ m>pu»6€5 Kai TÖ d€pü>6€^ ^v €K0-
Tcpwi TUlv i^|ita9aip{wv irepilxovro
Emped. A 61 (161, 41) KpuaToXXo£t6f)
A 1 (153, 37) vgl. A 51 (161,41) aenmm
aut vüreutn atU, tä E. ait, aerem gla-
ciatutn (161, 43) ki oupavoC mipö^
^u^vTO? ((p0opd ToO KÖOfiou) Philol.
A 18 (237, 34) 6Xo( ö oup. ^k XCOujv
Anaxag. A 1 (294, 29) vgl. Sp. 461, 29
— KiveiaSai . . . töv oCipavöv ÖXov
Alkm. A 12 (1Ö2, 27) caeltm. stare
terram moveri Hiket, 1 (265, 21) ^v
TU)i kax6ft\iM olov tuii d-reXavel oipavu>i
Arohyt. A 24 (257, 15) — iinKXi6f^vai
TÖV oupavdv Archel. A 4 (324,14) vgl.
Yf], k6o|lio^. — TÖ klxu toO oupavoO
atrcipov Pythagor. B 28 (276,20) encio-
icvai T«I»i oüpavuii €k toö dnefpou
ttvcumoto? (tö k6v6v) B 30 (276, 38)
oupavöv ?va, ^ireiodYeöGai ^k toO
dncfpou xpdvov, irvoi^v, tö k€v6v (276,
43) ötEidv (= dfaedv), dpiöT€p6v («=»
koköv) (276, 45 ff.) KaBducp ou TaOröv
TÖ ToO ZiOiou Ka\ ToO otdiiaTO? jicffov,
ouTiJu? . . . KOI TTcpl TÖV 5Xov o^ipavöv
15
451
oupov
452
B 3Y (278, 20) — . . . depoc; tturvotc-
pov o Tr6pt€X€»v Ttdvraq tou<; oupavoix;
dneipov öv Idaios {r) ^327, 37) xoix;
äveipouc, oOpavouc; Qeoxx; Anaximandr.
17 ,15, 26) vgl Sp. 449, 45.
Verhältnis zu Gestirnen,
Erde. trcfpaT txeiv darpujv Parm.
B 10.5 122.25; :fi\io<;) lacYCtv oupavov
öficpinoXcOci Emped. B 41 ;187, 13)
vgl. ubfCLv Oupavov döTepoevra Orph.
B 13 (478, 10) daTepuiiTÖv oupavoö
öena*; Krit.B2ö,33(621,21) tö tpepö-
^€va KOTot Tov oupavov ftcKO Pythagor.
B 3 ,270, 46) vgl. döTiip — dviu t6
■nviVfia 6ia,u€vet Kar oupavov Epich.
Gn. 22 ß-i, 7) iinum nohis de coelo
spiritum Plierekyd. A 5 (506, 1) —
primus intellexü oslenditque caeli cum
terris societatem v. Demokr. A 17 (354,
3ö; facta animaUa decidentibus e cado
in terram svminibi4^ Anaxag. A 113
(313, 7) vgl. (fata) UYpoßöXou(; 0x0^6-
vac; voTiai; irapabcSaiLievri tCktei 6vti-
a-oü<; Euripid. 46 A 112 (312, 41) toö
OtjpavoC {iavibac, evexötjvai, toutcöti
Tc«; oraYÖva*;, kotu rfjq y^?, kl tüv
Yevvr]9f^vai toü<; ^afaKO^ Akusil. (Al-
kaio8) B 28 (516,7 fif.) vgl. Sp. 449, 13 Ö".
— Xi8o<; eH oupavoö (rjXCou) Anaxag.
A 1 (294, 12. 28j 10 (296, 16) 11 (296,
21. 29) 12 (296, 33) vgl. Diog. A 12
330, 7) — opdööai av dKpißtlx;, ei
\xvi\.vf\'i. f.v Tüüi oupavOüi giti Demokr.
A 122 (372, 7). — Vgl. k6g\xoc,.
oupov. oupuuv €KKpiai<;, ckxuöi^ (De-
mü\i-.) C 6 .448, 39. 42. 47).
ohpoc, s. öpo^.
oD(;. 6(peaX|40i xai dixa ßapßdpou«; ipu-
xä<; tx6vxu)v Herakl. B 107 (77, 8)
6(pOaX)Lioi xtöv a)xu)v oKpißgöxepoi B
101* ;7G, 18,1 €K6ox€ia juueuuv üura
6r]]LiioupY(><; äveiuiY€v (Demokr.) C 6
(448, 25) — x6 ouq öpGbv exei koi
HCY« Piog. A 19 )331, 22) xeXeuxiwai
napci xö ou<; eKctxepai fipXeßgc;" B 6
(338. 14) (xö xov6pu»6e^) öirep qprjöiv
tcripxf|0Gai evxö^ xou u)x6(; Emped.
A 13 !172, 26) f^xoc, A 86 .170, 19
jiidXiöxa KCl TrXcioxov 6iä xuiv iwxuiv
(eiaievai depa) Demokr. A 136 (374, 26)
dvotTTveiv xä<; alY«? Kuxä xä d»xa Alkiii.
A 7 (101, 32) Entstehung v. okoii s. d.
soücria. Wesen, dist. y£V60i^, q>Oopii
Anaximandr. 11 (14, 2) xö jin "''^o-
irinxovxa (sc. xatq alcOriöeaiv) oük
caxiv ev xoii; €i&€ai xf^^ oixjfat; Protag.
A 16 (532, 4) oüo(a xö dnetpov Pytha-
10 gor. B 28 (276, 18) 29 (276, 36) eni-
q)dveia YPOMMH öTtYli^ novä<; oÜ0(ai
B 23 (274,47) dafür (pu<Jei<; B 24 (276,6,
ei }Ar\ xäq ouöia^ KaxaibidöiiK; xat xä<;
oüöia^ Kepaarii«; dist. €ibr\, y€v»i (De-
15 mokr.] B 300,18 (444,36) — ouöia
etiLiapiLieviiq = XÖYoq ö öia ouöia«; xoö
uavxö^ iiilKUJv Herakl. A S (58, 34.
xä epY« xai xriv ouöiav xoi dpi6)LiüJ
Philol. B 11 i243,3 vgl. 12) uYpä koi
20 H/uxpä (ouöi'a) = Kpövoc; syn. cpvaic,
A 14 (236, 32) vgl. Demokr. A 135
(376, 19. 377, 6. 10} xrjv dxömuv ouoiav
vooxTiv Kai kXi^ph vnoxi6e|Lievo^ Leuk.
A 8 (345, 7) — Grundstoff, döxepa kcI
25 . . K6)Lit)v 6K xfjc Tre^wxTj^ Y*v€(y9ai
ouöi'a*; {quinia essenlia) (Pythag. u.)
Hippokl«^ v. Ch. 5 (232, 37) — Ver-
mögen Krit. B 45 (627, 2).
^ouxe. allein (?) Parm. B 8, 7 (119,4)
:<o ouöev . . . eöxai ouxe {0O66? vgl. S.134, 4;
fcxepov npöc; ^xepov oüic €<Txa( Zenou
B 1 (133, 11) ouxe . . . dXXä Kai Ana-
xag. B 3 (314, 16. 17) 6 npooGev eOuv
ouK ditoXXuxai ouxe 6 jurj eu>v Y'vexai
35 Meliss. B 7 (145, 11) oü YTIP'^'^txai
. . . ouxe eavelxai Krit. B 1, 5 (613, 18)
vgl. i?) ou(xe?) TtaXai oüxe vOv De-
mokr. B 175 (417, 12) \xx] iroXXä npr\a-
ffeiv, liJixe ibitii M'l're Huvfn, la^xe aoa'
!0 av Ttpdööiii, . . . aipeiaGai B3 (386, 15)
— oüxe . . . ouxe (Mnxe . . . jitixe) oft
z. B. Herakl. B 66 (70, 6) 93 (76, 18)
Parm. B 2, 3. 4 (116, 9. 10) 4, 7. 8
(116, 25. -26) Zenon B 3 (134, 16)
45 Meliss. B 2 (143, 18) Philol. B 2 (204, 2)
4 (240, 17) Anaxag. B 7 (316, 21) 8
(317, 8) Diog. B 2 (334^ 14) Demokr.
B 40 (399 1] 59 (401, 1) u. oft. aepet
453
ouTu)(<;)
464
. . . mixe , . €xiuv . . . mixe €puK€ Em-
ped.B4,10 (17il,l») m»^t€ 6pöv mx€.
rä övta Yiva»öK€iv ^Stellung!) MelisB.
B 8 (148, S: ouTc . . . oijxe . , . tc Emped.
B 62, 7. 8 (191, 28. 84) oöre inAre)
dreimal Xenophan. B 30, 2 £F. (61, 8 ff )
Melißg. B 7 (145, 12) Diog. B 2 (334.
16. 17) 5 (336, 14) Protag. B 4 (537,
30] rünfmal Meliss. B 7 (145, 4. 5)
Demokr. B 11 (389, 20 ff.) out &p xe
. . . oüöe Emped. B 17, 30 (179, 7 vgl.
Nachtr.) 142, 1 210, 3) Miixe . . . \xr\bi
Krit. B 39 (625, 25) out€ . . . oute . . .
oÜT€ . . . ou6e Demokr. B 179 (418, 7)
ouxe . . . 0ÖT6 . . . OUTC . . . oubk fxiv
Xenophan. B 2, 15 (46, 7) ouxe . . . ouxe
. . . oÜT€ . . . ovbe pi/\v Krit. B 44 (626,
24) ouxe . . . oütSe . . . ouxe Emped. B
2, 7 (173, 24) ouT€ . . . ou&e vi€v oüÖ€
... ou6e B 27,1 (183,22).
ouxiq s. tU.
ouxoi Xenophan. B 18, 1 ,49, 17).
''ouxo<;. äv€u xouxac; Phiiol. B 11 '243,7)
TOüxeujv Anaxag. B 16 (320, 20) xou-
xeoioiv Herakl. B 5 (62, 17) xouxoioiv
Emped. B 98, 1 (199, 31).
auaphorisch. KpiOi^ irtp'i xou-
xuüv €v rvjibe Farm. B 8, 15 (119, 12)
|Li€Ti<Jxov oimciov oGxoQ 6 k6fo<; . . .
dxöp KOI xa6e ax]^€ia Meliss. B 8
[147, 8) irpö«; xouxot<; koi xdfte Diog.
B 4 (335, 18) aber vgl. Sp. 464, 36;
oft vorausgehendes lielativum (Inde-
finit.) aufnehmend z. B. Herakl. B 55
^69, 23) 56 (70 5.6) 72 (72,21) (fji —
TouTTi; adverb.l Emped. B 17, 13 (178,
lOj * 26. 12 183, 9) Anaxag. B 12
(319, 12) Demokr. B 61 (401, 6) 172
(416, 19) 174 (417, 8) 223 (425, 9) 277
(435, 2) Antiph. B 29 (596, 10) 58 (601,
13) r|v 'Ipiv KoAtouffi, xoOxo vi<poc,
Tr6q)UK€ Xenophan. B 32,1 (51, 17) —
Zoiei xiüi depi ko\ xoOxo auxotq ^xr\
€<Jxiv , . . KCl ectv xoöxo diraX\ax6f^i . . .
Diog. B 4 (335, 16. 16) oxav xi^ xtjv
Traiftcuciv . . ivap6cr)i , lf\i xoOxo An-
tiph. B 60 (602, 7) iTÖXtq eu droncvn
. . . €v TOtJTUii itiivTa cvi Demoki*. B
252 (429, 19) oxav . . . irpoxeXciv ToX-
ficuKTt . . . iv xoiixiui ^br\ Km xö oirri-
peiv evcort B 255 (430, 13} iv toiJtu«
6 xpi^vo^ dtxExai Antiph. B 53» (600, 9)
6 — aux(a) löTiv xaOxa Emped. B 17,84
(179, llj = 21, 13 (181, 4) = 26, 3
(182, 2ft) vgl. B 110, 5 (204, 4) xaOToi
xe äXXa xc B 59, 2 (190, 19) — = auxöc;.
£1 öpriveixe auTouc;, ^t^kcxi xoüxouc;
lü ^T€iöÖ€ etoüt; Herakl. (?) B 127 (80, 9)
xOöi aounoTi öuveZtuKxai koi KaOdircp
€v ödjLxaxi Touxu» xf öanxat Philol. B 14
^245, 18) rj n€v fvriöir] (sc. fViüöK)
dnoKEKpiibievTi bk TaÜTii<; 'sc. Tfj<; öko-
16 T(r]^; Demokr. B 11 (389, 19) abun-
dierend. ttctvxa Zev^ nuecixai Kai ndvö'
ouxoc; olÖ€ . . . Kai ßaaiXeu<; outo(; T«i»v
irdvTiuv B 30 (397, 21. 82) Stellung:
xoöxo eirauEnöeie xö iräv xi kc Em-
20 ped. B 17, 32 (179, 9) xauxa 6 iroiwv
Demokr. B 258 (431, 6).
deiktisch. xoOxov o^ Xenophan.
B 1 , 19 (45, 7) vgl. Anaxag. B 1 2 (319, 2)
Demokr. B 178 (418#6) €^ xoöxo ijj(Jt€
25 Herakl. B 108 (77, 12) vgl. Demokr.
B 264 432,11) «iti xoiixuji uj«j B 265
(432, 18) 6iä ToöTO öxi Alkm. B 2 (103,
29; vgl. Archyt. B 1 (260, 3) Diog. B 8
.339, 19] airro xoöxo, noxcpov . . . rj
30 Metrod. v. Ch. B 1 (453, 14) anders Ana-
xag. B 4 (315, 14) hier das Folgende
die Erläuterang des Pronomens vgl.
Emped. B 128, 9 (211, 3] 98, 1 (199,
31) ou. , . |uiinox€ toOto baixffi clvai
35 MH eovxa Parm. B 7, 1 (118, 1) aber
oft ouxo? wie ÖÖ£ gebraucht: r&be
CKclva KdKctva ToOra Herakl. B 88
(74, 22) . . . TaOxa . . aoi Trapeoovxai
dXXu xe . . dno xwvft* eKxi^öear auxd
40 TÖP ctuEei xaöxa Emped. B 110, 3 ff.
(204, 2 ff.) xot^ d^dX^iaai xouxeowv
euxovxai Herakl. B 5 (62, 1 7) — xoöxov
KOivöv . . . xöv XÖYov TToiiiaojiat Hip-
pias B 6 (584, 22) vgl. xoOxo Emped.
45 B 2Ö, 1 (180, 4) KpCaiv xairrrjy Meliss.
B 7 fl46, 18) xpfa xaOxa Demokr. B 2
(386, 1. vgl 3). Vgl. g&e.
^ouTU>(?). deiktisch. opp. aXXu)^ Em-
15*
455 ocpQaXti'dq
456
ped. B 63 (189, 83) so sehr £mped.
B 27, 3 (183, 24) outu) ßaeöv Herakl.
B 4ö (68, 19) ouTW^ ouT€ . . . oötc so
icenig Emped. B 2, 7 (173, 24) — ui^
, . . oÖTU) B 23, 9 (182, 7) [Phüol.] B 21 s
(248, 2) urancp . . . outw Meliss. B 3
(144, 6) Demokr. B 266 (432, 17) 281
(436, 7) ÖKuiaircp . . . outu) B 269 (431,
10) — OUTU)? wäre Zenon B 1 (133,
20 vgl. aber 18) Diog. B 2 (334, 17) lo
3 (335, 6) OÖTU) ... w<^ (335, 10) ökux;
Demokr. B 266 (433, 2).
anaphorisch Erit. B 40 (626, 4)
vgl. auch Anaxag. B 6 (316, 11) —
(KOi) ouTU)q == itaque z. B. Parm. B is
8, 11 (119, 8) Zenon B 1 (133, 12) 2
(134, 2) 3 (135, 3) PhiloL B 6 (242, 1)
Anaxag. B 17 (321, 8) outw^ oOv Meliss.
B 7 (145,8) 8 (148, 17) outu» toi Parm.
B 19, 1 (125, 7). 20
öq)6aXfiö^. KaKoi luuipTupe^ ö<p6aX|Ltol
. . . ßapß<ipou( M'WXö«; ^X<ivTUJv Herakl.
B 107 (77, 8) 6^e. Tiöv ujtwv axpiße-
aT€poi |biäpTi;p€<; B 101» (76, 18) n€\6-
aaaQai kv öq)6aX|uoiaiv eq>iKT6v ... 25
fjmep T€ (LteifiCFTn ir€iÖoö(; . . . hyiaU-
TÖq Emped. B 133 (212, 10) — Be-
schreibung des Sehorgans s. ö«{ii^.
T£V€0K ö<peaX|Luiiv Emped, B 86 (197,
12) n€pi d<peaX)uutv Tit. [Demokr.] B 30
300, 11 (442, 17) |Li6vov tov XeovTo
^KTt€1tTa)bl6V0K T(KT€09ai ToXc, ötpQoX-
Motq A 156 (382, 13) Auge d. yXatiS
A 167 (382, 16) — 6<peaXnuiv . . . otiX-
ßrjbövaq T0Ü5 AtoaKoiipou^ Metrod. v. 35
Ch. A 10 (451, 36) 6<peaX|Liö(; öeSiö?
eäv äWriTtti ktX. t6 avu» ßXe<papov tctv
aXXnTat Antiph. (?) (604, 18 Nachtr.).
Vgl. öfiiaa, Sehtheorien s. öt|Ji?.
(öq)i^). viperarwn morsihus mederi io
Demokr.j B 300, 7 (441, 9).
ocppa i^öov Xenophan. B 3, 1 (46, 17)
öqppa |U€v j: iü»<yi . .. TÖqppa |H€v ouv eloiv
Emped. B 15, 2. 3 (177, 6. 7).
öqppuööKiov = ö<pÖaX)i6(; [Emped.] 45
(217, 18 Anm.).
oxeiv €u96puj(; {xäxaQä] Demokr, B 173
(417, 1) — ^v €it' depoi; oxouiLievTiv
Anucimen. A 7 (18, 41) Anaxag. A 42
(302, 11). Vgl. öxnMO. ^TTOxeToeai.
öxcTCÖciv. öx€T6t5<jaT€ it*nT^v Emped.
B 4, 2 (174, 11),
öxeü(;. ßoXavuiTÖv öxna Parm, B 1, 16
(114,22).
dxnMö- Ä^P Tfl<; 6x. Diog. C2 (341,5,7).
Vgl, öxciv.
öxOti. TT(aao irap' öx9a<; Xenophan. B
2, 21 (46, 18).
öxXeTv coni, opp. Ttpireiv Antiph, (?)
B 93 (605, 13),
öxXrj<y»? Entstehung opp, i'jöovii Em-
ped, A 95 (172, 40) t^iLicprioioi örrvoi
a{inxono<i öxXiiaiv . , . örma^vouffi De-
mokr. B 212 (423, 20).
öxXoXoC&opo^ V, Herakl, Timon 12 A 1
(55, 4).
öxXo<; (aaTpujv) Krit. B 19, 5 (619, 12),
öxo(; ZiK€X6^ Krit, B 2 (614, 8).
öiji Blick Emped. B 88 (197, 18).
'OvapTUTiKd Tit. [Archyt,] (264,13),
dv(Yovo?, aibai Emped, ß 80 (195, 12),
dijuimaeia Pythagor. D 8 (289,16. 290,
19).
oijiK. Oesieht. coni. äKo4 |Li<4eii(Ti<; He-
rakl. B 55 (69, 23) dKori ipöqpou, o^ik;
q>av€pu)v ktX, Hippokr, 12 0 1 (86, 13)
oqiiq {aKoriy\i fvumr]<;) coni, dKoti,
öftfit), y^öök;, <4>aOöiq Demokr. B 11
(389, 18) ti^T€ Ti Öyiv €xu>v m'oTei
irXiov i] KOT dtKouiiv Emped. B 4, 10
(174, 19) (TTöGoO ♦&i' öt|iio? diamMvni-
OKuiv* B 64 (192, 16) Oiv öi}>€i 6päi
(6 öpuiv) liaKpÖTara dist. liv yvJ&Mii
fv^uiOKei Antiph. B 1 (591, 17; vgl.
(592, 4) B 7 (692, 26) oü 6uvi^6Tai ^
öijik; biaKpiveiv tck; napa juiKpöv |ii€Ta-
ßoX(i(; (sc. Tüüv xp\u}i&ruiv) Anaxag.
B 21 (322,8) xpöa dnopporj öuJiudTunr
6\^ei <run|ieTpo5 Gorg* B 4 (556, 2 vgl.
555, 35) nach Emped. vgl. 21 A 86
(168, 16) 92 (172, 22 ff.) B 84 (196, 27)
vgl. diroppon, XP*MÖ ~" övjii^ Tujv äb^-
Xu)v To 9aivö|Lt€va Anaxag. B 21a' (3^2,
12) — (= öcpOaXfioq) dirooßeö6ei<; öx^eic,
Herakl. B 26 (66, 9) vgl. tcx? ö^jck;
äMaupo0ö9ai Emped. A 86 (169, 23)
457
iiai&e(a
458
Erklärung des Seheos Alkm. A 6
;101, 22) 10 (101, 38ff.) 11 (102, 18)
Emped. A 86 (168,11. 169,48) 87 (171,
16) 90(172,5) 91(172,8) B84(196,2ff.)
Archyt. A 25 (257, 30) Anaxag. A 92 6
310, 20. 37) Kleidern. 2 (327, 4) Diog.
A 19 (331, 10. 24) B ö (336, 16) Leuk.
Demokr. 54 A 29 (348, 33) Demokr.
A 7 (352,31) 121 (372,1) 135(373,27.
378, 43) . . . öpöaeai &v dxpißüüq ei jitup- to
^r\i kv TU)i oCipavOüi ein A 122 (372, 7)
Sehfähigkeit nachts Emped. A86 (168,
19. 170, 5) 91 (172, 10) Anaxag. A 02
(310,22) Diog. A 19 (331,28) Demokr.
A 135 (374, 11 ff.) tXouS öEuuirr^aTorov is
Zütiov £v vuKTt 6päv &uvd)Lievov A 157
(382, 15ff.) — ävaKXujjLtevn^ Tf)^ '•f\ne'
rkpa^ ö(|iew^ (Kometerscheinung) Hip-
pokr. V. Ch. 6 (232, 19 ff.).
Attssehn. ^f) Tr]v 6t^tv koXXu)- 20
rtilov ktX. Thal. 73» 3 (521, 33) cöitpc-
irrj^ TTiv 6\\nv Hippias B 4 (584, 8)
€v Toi? caöiTTpoi^ 6 ri\i 6x^€tu(; . . .
XopoKTTip ßXtTTCxai opp. »}iux^? [De-
mokr.] B 302 (445, 46). 25
oxiiov. 6\\ioi<; Trpoaq)dTOt(; iyfidt) opp.
vojuotq TToXaiol^ Periandr. 73» 3 (524, 2)
OUT ö»}K)v iaQiouaw out SXA' oiibk ev
6MHIUX0V V. Pythagor. E 1 (292, 3).
ö<vovoM€tv Erit. B 60 (628, 20).
6»|iu)v€iv Krit. B 60 (628, 19).
dM;u)v(a Krit. B 60 (628, 19).
ir<!(YKaK0^ 6 ci^ Ta novrjpä xfuLpLfyo^
(toI( dTciBo!^) Anonym. lambl. 3 (631,
12).
natKpdTiov Xenophan. B 2, 5 (45, 18).
irdfoi;. 6 xtepiixiuv Hippokr. 12 C 1 40
(83, 19) TÖ nOp ^KTpcxeiv uirö toO Ttepi
Töv äepa roärfou Emped. A 30 (158,31).
itaQr]^a. nadwv t6 TrdOrniia Orph. B 17
(481, 10) TU KOTOt Tttv i|;ux<4v Hipparch.
55 C 7 (449, 15 vgl 450, 6). 45
TTa6r)TiKÖ(;. tö irodr^TiKÖv t€ ko\ OXikÖv
= 6 6pOTÖ<; k6oho^ opp. tö ttoiittiköv
Km €l6iKdv Pythagor. B 16 (273, 16^
Tra9. XÖYOi; (?) opp. cvcpyilTiKÖ? Ana-
xag. A 101 (311, U\
ndOo^. eipriKC . . . rtcpl T<i»v iv köoikuii
0uviOTa|Li€viuv iraBuiv v. Herakl. A 1
(56, 12) TO Toö oupavoO n6.Qt\ Pythagor.
B 22 (274, 24) to oupdvia x:&Qr\ (xdX-
XiOTa eirföToaai) v. Hippias A 11 (581,
25) TQ ToO dpiSiioö Trderj Pythagor.
B 22 (274, 37ff.) — koB' 4auTÖv KaTO-
n^TTeiv T€ Km laTpetietv tö 110180^
Pythagor. D 6 (285, 7) toOto ndiXiOxa
toioOtov €lvm (sc. itädoc,) olov |Lir]6a|aoö
'iajaaQai aXXix irpoaYeiv €i^ änctpov
D 8 (288, 32) vgl. imQvtiia. aipeacu^
Kai qpuT^^ Ta irdOri (KpiTi^piov) De-
mokr. A 111 (370, 33) «= Diotim. 3
(466, 12) opp. (puotq. b6ir\i KOt nddcoi
Toi^ ^\xei€po\(; (= vöjiiui) to aloOriTd
Diog. Leuk. Demokr. 51 A 23 (332,21)
= 54 A 32 (349, 5) ndvTo irden Tfl<;
ata8)]0eu)^ iroiCuv (Demokr.), TTXdTwv
öx€Ööv OTravTa rrpö? rix rt&Qr\ koi ttjv
aiaQr\aw änobibwaiv 55 A 135 (375,
12 ff. 34. 376, 34 ff.) |H€Taß(iXX€iv (sc.
>^>iö^) Tfjt Kpi^oei KaTa Ta -n&Qt] koi
To^ rjXiKia«; (375, 40) TdvavTta (xu^>öv)
TÖ aÜTÖ nd8o(; noiciv ivioTc (376, 25)
— uTTvov owinaTtKÖv irdBo^ ou ijiuxn«5v
Anaxag. A 104 (312, 7) — aotpii] \^vxr\y
naQCtv dcpaipeiTat Demokr. B 31 (397,
25) — affectus Prodietts, Hippias,
Protagor., Thrasym. (primi traetasae
dieuntur) 74 B 6 (538, 16) vgl. A 26
(535, 9 ff.) 77 A 10 (564, 28).
35 naidv. ^XP*^^>VT0 dirö Gpaoufidxou dpEd-
M6V01 78 A 11 (575, 17).
irafYviov. €TP<»V€ itafYvia v. Thrasym.
A 1 (573, 15).
n a i ö E (a. eepdircuc natöefav Pittak. 73» 3
(522, 18) naiöefa €T€pO(; ^Xio? Herakl.(?)
B 134 (80, 24) eÖTuxoOöi KÖOMog dTU-
XoOot KaTaq)<5Tiov Demokr. B 180 (418,
10) »Bildung* Protag. B 11 (540, 11)
— axf\fia ■aaib€la<i eX€u8epou Pythagor.
B 1 (269,44) itaibeiai; nifiaxov inepo?
itep\ iwiiv öcivöv elvm Protag. A 25
(534, 11) Tou^ ttaibeiat; koi Xd^wv ibpxa<i
T€T€vnM€vou(; (Demokr.) C 6 (448, 9)
30
459
Tratfceüeiv
460
— tOüi ^r|TopiKu>i ei'öiEi Tf^<; Trai66ta<;
buvaMtv . . . Km Tcxvriv cfewKC v. Gorg.
A 2 (645, 16j.
Ttaift€u€tv. TCKva naiÖ€i$€iv Kleobul.
73» 3 (520, 16) oWv t ctvai irai6«J€iv 5
avSpumou^ v. Gorg. A 8» (547, 24 vgl.
547, 19) Prodik. A 4 (563,28) Hippias
A 4 {580, 10) eUfSxiy oö noXXä Tüiv
0<p€T€pujv dvaXuioavra^ naiöeOöai rouq
irai6a^ . . . Demokr. B 280 (436, 2) lo
ir<ivTUiv K<iKi0Tov 1*1 eOircTefr] naibcOöoi
TTjv veÖTT}Ta B 178 (418, 3) — xtenal-
Seutoi auraiiraq uno (d tpvaic;,] Epich.
B 4 (91, 24) TOK Tr€iTai6eu|jievoK He-
rakl. (?) B 134 (80, 24) ai tuiv ireirai- 15
Ö€U|Lievu)v ^Xiriöe^ opp. 6 tiLv djuiaOCuv
ttXoOto^ Demokr. B 185 (419, 15).
TtaibcuoK;. TrpwTOv TULjv ev dvöpiJ&iTOi^
naibeuOK; . . . ev vetui öiwuoti ötov ti^
Trjv Tcaibtvoiv f^wafav ivap6a»]i ... 20
Aatiph. B 60 (602, 2. 6) vgl. auch
(Protag.) B 11 (540, 12) 12 (540, 16)
TTcpi iTai6€Üaciu^ riöiKf^q Tit. [Archyt.J
(264,11). Vgl. Ttaibefaf.
itaift^uTiKoq. TTaiöeuTiKÖv angebliche 25
Schrift d. Pythag. 19 (28, 1).
iraiöioi. ... ä^elß6|Ll€va ev rfji toO aiw-
vo<i naiöifji Herakl. b. Luk. 12 C 5
(86, 42) KoGapMoi dfeiKimiiTiuv öiä . . .
itat&tä^ i\boviSiv Orph. B 6 (474, 12). 30
Ttai6(ov. |üi»iTiip ToO -nonbiox) toO |li^X-
XovTO<; eötaeai Krit. B 32 (623, 13)
bttt r{ (uppova, 6pYiXo, öEüppona, euiuie-'
TdirriUTa Diog. A 19 (331, 48ff.). Vgl
noTq. 35
iTat&((TKr| Y"MV»i Aiiaxarch. A 9 (456,
42).
iTai6oiToi{a. -(av napaiTCiTai Demoki\
A 170 (384, 15). Vgl. iiat^, tckvottoiciv.
naiboTpißdi Hippokr. 12 C 1 (85,16). 40
itaiöoTpoq)(a. tnP<)'rp()<P^" irpoaeoiKe
naiöoTpo<p(ai Antiph. B 66 (602, 27).
naiZetv toü^ naifea^ kot' ctoc; Anaxag,
A 1 (296, 5) OTav nat^ HXeipubprn nai-
lr\iai Einped. B 100, 9 (200, 28) alOjv 4.-5
va\q nailKUw Herakl. B 52 (69, 17) b.
Luk. 12 C 5 (86, 43).
itai<i. opp. dv*ip. (vi^mo^ TJKOuoe) trai^
irpö< dv6pö<; Herakl. B 79 (78, 22)
dvrip • . . ctycTai (uro uatfcö^ dvi^ßou
B 117 (78,11) itai66?, oOk dvipöc; t6
d)ueTpu)(; cmOuiittv Demokr. B 70(402,8)
aiiiiv ncrt<; iiaiZiujv, ttcttcuiwv iraibb^
1^ ßaöiXni'n Herakl. B 52 (69, 17) vgl.
Lok. 12 C 5 (86, 43) izaibwv äQvpfxam
Tct dvOpu&iriva ftoSdaMara Herakl. B 70
(72, 17) uiöncp OTOv na^ (Mädchen)
Kkei[i\>bpr\i v:a(tr\ioi Emped. B 100, 8
(200, 22) nal6€^ tpd^xpac, KaraKTefvov-
Tt^ Herakl. B 56 (70, 4) uai(; (6 oivox6o<;)
Krit. B 1 (613, 20) 33 (623, 20} — Er-
ziehung. TTcpi itai'feiov dTurff^^ Tit. fAr«
chyt.] (264,11) vgl. 45 D 8 (287,28. 289,
17. 290, 21) Vorschriften (opp. v€av{-
OKOi, avbpec;, irpeffßörai) Pythagor. D 4
(283, 45 ff.) (Tpocpi^) 8 (287, 28 ff. 288,2.
289, 12 ff. 290, 20 ff.) dirö ri\c, dpxn?
ci'öiJov Toii^ naifea^ dpxcööai (oi npd-
öGev) Antiph. B 61 (602, 11) eSeötiv
ou uoXXd Turv öqpexepwv dvaXiJuoavTa^
TtaibeOöai toÜ(; Tral6a<; Demokr. ß 280
■436, 2) oi TÜiv <p€i6u)XtI)v ■iTai6e<; d|ua-
Quc, tiv6m€voi ... B 227 (425, 21) 'itiu
Ti Kwq »1 Tioveiv iral66<; dvievrcq oöre
Tpd|i|iiaT' dv |iid6oi€v out€ |liouc»k»iv . . .
B 179 (418, 7) |aotv9dv€iv jiUJöiKd kui
Ypdji^axa (koXöv, aioxpov) Dialex. 2, 10
(638,27) vgl. 6,6 (646,1) Pythagor.
D 4 (283, 45).
opp. Yovet^. WC, naiöaq tok€u>-
vujv Herakl. B 74 (73, 3] irarep' ulo?
eXuJv KOI iLiiiTepa iraiftfc^ . . . adpKa<;
€6ouctiv Emped. B 137, 5 ,214, 2) —
iratöac; KcrraXeiirouai iiiöpoiK; Y^vcoGai
Herakl. B 20 (65, IC) ou 6ok€i moi
Xpfivai iraiöai; KTäöOai, evopOij fap
€v fiaibwv KTHOei iroXXou? . . . kivöu-
vou<;, TroXXä(; . . Xv-nac, Demokr. B 276
(434, 9, dvepiOiTOlöi TÄv dva^Ka^uiv
5oK€i €lvai natio^ KTr\aaoQai B 278
(435, 4; ÖTeuuj XP*^M1 T€d eöTt nalba
TTOii^oaööai , €K vSnt <pl\iuv xeu laot
6oKei d|Lt€ivov €lvoi B 277 (434,14 vgl.
15. 18; Tialbec, fevfiaQvjaav (ppovxi'öujv
ribx] Trdvra trXea Antiph. B 49 (599, 15)
\gl. Erziehung oben Z. 13. rot^ naidi
461 ndvTrit 462
M<5Ai(JTa xptj Tluv ävu(JTu)v öaT€iö6at tu ixa\i-nav it€Atvat i\ oi)%l Parm. B 8, 11
Xpr^axa Demokr B 279 (435, 18) - (119, 8) änexcoeai Emped. B 140 (214,
r^c, T6 Kctx Oupavoö Tcaxbit; Ch-pb. B 8 18) ditdp'uv B 28, 1 (184, 3).
(475, 10) -nalhic; 'ApföTuuvoq Krit. '?) Tra|U(pav6iüv. aiöcp» Emped. B 98, 2
B 75 (629, 22). 6 (199, 32),
irdXat opp. vOv Demokr. B 175 (417, navaXoupt*^?. (papcaXenophan. B3,3
11. 12). (46, 18).
TraXafciv. iroXafiuv Xenophan. B 2, 3 irovan€u6i^<;. drapiTÖv Parm. B 4. 6
;45, 16). (116, 24).
-rraXaiö?. »j/t^qpiö)Lia coni. di'fciov Emped. io n(iv&€iXoq. &€iXot irdvfctiXoi Emped.
B 115, 1 (207, 7) xpövou Thrasym. B 1 B 141 (214, 81).
576,18) öeoXoTOi K«i ^avnec, Piniol. iravöcKTeipa KoUdi (Demokr.) C 6 (448,
B 14 (245, 16) cpiXfai u«Xaia{ opi». v^ui 36).
Antiph. B 64 (602, 22) ötKoueiv dv^TKn Trav6oK€lov Pythagor. D 7 (286. 26 .
Xofwv TiJüvnaXaioTfpiJUv Thrasym. B 1 15 iravi^Y^PK- iiratvct lou rä? iruvri-
(577, 21). T'^P^k; auvdfovTa^ dorg. B 7 ^058 6).
TTaXaiöjaoöuvii. -r,v (dtaOöO Xeno- navvux^«;. nawuxföa^ iepaq . . . j)i^i<pi4-
phaii. B 2, 16 (46, 8). niüoiv Krit. B 1 (618, 21).
■rraXaioTpa. €v iraXaiöxpai XoOöÖai (ko- ttavoiKeaia. cEaXäaeai navoiKcaim
Xov, uiaxpöv) Dialex. 2, 3 (637, 13). 20 Antiph. B 108 (606, 12).
uaXdiiri. Hand. KüiTpi6o(; ^v iraXdinrii- uavotXrjvog Anaximen. A 18 (20,22
öi(v) Emped. B 75, 2 (194, 7) = 95 Pythagor. B 36 ;278, 2).
il98,iS) Sinneswerkxeug. aQpei*'nAar]i TravöTrepMfa. qjuöiv olov iravöTrepjuiav
TTaXanT^i B 4, 9 (174, 18) öteivuunoi Trdvxuuv tüjv öroixeduv Leuk. Demokr.
TraXdfiai KOTct fma Kex^vrai B 2, 1 25 64 A 15 (346, 29} ttiv TiavanepMfav
(17.3, 18) dafür angu*tos senstts Cicero OTOixcTa \ifzi Tfj^ öXric -puaeiu«; A 28
46 A 95 (311, 19J. (348, 22) deutlichor diteipa öTOixeia
■ndXri. TTepi Tx6Xr]<; Tit. Protag. AI eK Tf|^ navoti^pyiiac, tuöv oxriMaTiirv
.:626, 27) B 8 (538, 26 vgl. Anra.). Demokr. 46 A 45 ,303, 2;.
naX(TKOTo<;. iroXffKOTa opp. iniTn- 30 iravxduaöi Anaxag. B 12 v3l9, 8;.
öeiÖTOTtt Antiph. B 49 598, 21). iravTaxoO Antiph. B 58 (601, 19.
ifdXiv Herakl. B 88 (74,22) 91 .75,10) TravTeXeia tujv dYaödJv 'eOeöTui) t^Xo^
Zenon B 3 (135,2) Emped. B 17,5. 10 Diotim. A 1 (466, 6;.
178,2.» vgl. 183,6) 100,8.26 (200, TravTeXri?. d Ö€Kd<; coni. navToepTd;
22. 201, 14) 111, 5 (204, 16) [Philol.] r, Philol. B 11 '243, 4) iravrcXiix; f^öouiv
B 21 (248, 11) irdXiv auGi^ Parm. B Demokr. B 50 (400, 3) absol. Antiph.
3, 2 (116, 18) TÖxe b'av iraXiv Emped. B 54 (600, 27).
B 100, 20 (201, 9). Tfdvxrji, dirdvxrii. dTrdvxr^i (dToXavxov)
iraX(vopao^ Emped. B 35,1 (186,27) Emped. B 17, 19 (178, 16) (eepMÖv,
naX{vopöov (at.ua) B 100, 23 (201, 12). 40 Xauiipöv) B 21, 3 (180, 17) Ttdvxr|i (too-
naXfvxixoq. itaXivTixa nveujiax' ^irdHeK; TxaXi(;) Parm. B 8,44 121,5/ — dtrdvxiii
Emped. B 111, 6 (204, 16). Kaxaevr'|iöK€iv . . .) Emped. B 11, 3
iraXivxovo? 8. TraX(vxpo7ro^. (176,20) udvxrii (ireTtuKacxai) Xeno-
TTaX(vxpono(; dpMovi'n Herakl. B 51 phan.B 1,11 (44,26) (Ko^ovxeg Herakl.
;69,lö vgl. Anm.) danach itaXfvxpoiroq 45 B58(70,ll)auTTiTV€<J6«»("'^erdn6£a?)
KcXcueo^ Parm. B 6, 9 (117, 22). Emped. B 22,8 (181, 21) OKiövaMevov
waXudq. ev fivot; kiv»^0€uj^ Demokr. ■aaynr\i trdvxux; Parm. B 2, 3 (116,9)
A 47 (361, 14). iTäöi navxä Philol. B 11 (243, 19).
463 ixavToepYÖq 464
•navT06pTÖ<;. ä b^KAc, coni. MavT€\r\c, 18) wapa iroooiv öpäxai B 28, 1 (51, 2)
Philol. B 11 (243, 5). sonst B 11,2 (48, 14) 22,1 (50, 7) Ana-
TtävToGev (T€Te\eo)üi6vov , sc. tö cöv) xag. B 4 (315, 11. 12. 15) Diog. B 6
Parm. B 8, 43 (121, 4) loov B 8, 49 (336, 7) 6 (337, !&■. 19) Demokr. B 95
(121, 10) d&nach irdvroeev Tao? (Icpal- .5 (404, 9) 164 (415, 2) u. ö. — m. Akkus.
po<;) Emped. B28,l(184,3) vgl. B29,3 längs. *irap' ÖKpnv (viioöav ^Xauvo-
(184, 13). juevn?) Emped. B 46 (188, 23) nach
Tio.vTo'ioc,. epujT€(; Krit. B 15 (617, 2) reCvciv u.a. Diog. B 6 (337,11. 14.
dv€,uujv Emped. B 84, 3 (1%, 81) voii- 338, 5. 14 u. ö.) {parallel} Demokr.
öujv B 112,11 (205, 18) ibimaiv B 35,17 lo B 155 [412, 21) Trap« ndvra xov ß{ov
(186, 10) Ibia^ Anaxag. B 4 (315, 17; B 169 (413, 29) xö €ii napa juiKpov . . .
■ttoXkÖL xe KOI TiavxoTa (316, 6. 18) €i&ea T^vexai Polykleit. B 2 (229,20) hinaus
Emped. B 116,7 (207,18) el5eu)vB167 über, xö trapä xö 6v oük öv xö ouk
416, 7; cpTUJv B 129,3 (211, Iß; ^ttcujv öv ouöev • ev äpa xö öv (Theophr. nach)
Demokr. B 21 (394, 15). 15 Parm. A 28 (109, 47) vgl. A 22 (108,
ndvxooe xuiuxöv Parm. B 8, 57 (122, 1) 46) 24 (109, 10} yifveoQal xi nap ain6
aauv6|u€voi Emped. ß 2, 6 (173, 28). (= aUo ri aüxö) B 8, 13 (119, 10)
Ttdivxiuq Antiph. B 54 (600, 21) e\}xap- irapä xö ^ireiK€<;, xPlOTÖv Demokr. B
^eva TTdvxujc [Herakl.l B 137 81,4) 252(429,17) &(Kriv B 258 (431,5) *v6'
•rcdvxux; troWairXaaiuj^ xax»5 Anaxag. io jiov B 262 (432, 8^
ß 9 {317, 16) irdvxrji iroivxujc; Parm. ndpa s. irapetvai.
B 2, 3 (116,9) Trdvxm^ oi»(Ö€] Antiph. TrapoßdXXeiv. iropaßdXXovxa xöv . .
B 54 (600, 24). ß(ov np6c, . . . Demokr. B 191 (421, 6)
irdvu. ... KOI irdvu exdz;ni Demokr. B — xu»i öo8evxi xpifoivuji iöov TrapaX-
266 (433, 8) |iif| itdvu fY\pakko<; Xeno- 25 XrjXÖTpoiuiüiov irapaßoXeiv . . . Pythagor.
phan. B 1, 18 (45, 6) koi ir, dTaeo{ B 20 (274, 4).
Demokr. B 266 (433, 1). napaßoXfj xöiv xwpfuw (mathem.) Py-
nanxaiveiv. natrxaivouöa (sc. oeXi'jvn) thagor. B 20 (274,4).
irpö(; . . . Parm. B 16 (124, 10). iropdYT€XMa Demokr. B 208 (423, 11),
^TTopd. m, Genet. trap' i^fiexept]^ . . so wapaf ^Tveööai (^k) Antiph. B 49
Tn(rn/>|uaxa Mou0rj(; Emped. B 5, 2 (599, 2) xaxu TrapaY(vexai koi loxupuj^
(175, 5) (xö) Trap aieprii^ . . . aihxc, kxX. (dnö) Archyt. B 1 (259, 8) bilr]-
Demokr. B 162 (412, 2) xfjq irop' 6K€(- in^voiöt xdYOÖd möXk; Ttapativcxai De-
viüv €mßouXf^<; Krit. B 37 (624, 86) mokr. B 108 (405, 17).
treiiine TTap(d} Emped. B4, 5 (174, 14) 36 irapaötöövai. irapcöuixav aacpt\ öid-
nach fxavedveiv Xenophan. B 3, 1 (46, yvujöiv Archyt. B 1 (268, 9).
16) Archyt. B 3 ,262, 6. 8) Krit. B 44 irapaöoSoXoTfa. -iac, i^pHe v. öorg.
(626, 27; oKoueiv Emped. B 23, 11 AI (644, 9).
;182, 9) iruvedvcaöat Thrasym. B 1 trapdöoEoq. -lu^ €v6u|utief^vai , diraY-
(677, 28) XaMßdveiv Archyt. B 3 (262, 40 YctXai Kpixfou dYWv Krit. A 1 (608, 13).
16) Demokr, B 126 (408,19) aixEtaeai napabtiveiv. TrapaÖTJeaGai ^^xctvdKodv
B 234 (426, 17) beim Passiv, (xpövoq) (vötpouq) B 1 (269, 6).
nXoxeoq itap' eXt^Xaxat opKou Emped. napdOeoi^ öxoixefujv (= xpäöi?) Aoa-
B 30, 3 (184, 20) wepiKaxaXaiußavdiueva xag. (Demokr.) 46 A 64 (304, 46).
Trapd . . . xuirr6|n€va Archyt. B 1 268, 45 itapa6»iKii (= TrapaKaxaOrJKri) Hippias
19) m. Dativ, x€nevo^ irdp TTföao B 10 (585, 3).
^ofiiot Xenophan. B2, 3(46, 16) aber irapaiveai«;. TTapaivcoCK; bi' euiüv Tit.
vtKU)i T7((Jao Ttap' öx8a^ B 2, 21 (46, Pherekyd. (Athen.) A 2 (505, 5).
465 trapctvai 466
iiapaiT€ta6at. Totq XoTouq xtapaiTT]- (Zwia) TrapairXiiaia Diog. B 5 (336, 10^
T€ov Demokr. B 190 (420, 7). ii:apaitXnof(u»<; m. Dat. Herakl. B 56
napai9aöin Mus. B 22 (488, 28j. (70, 2).
trapaKaTaej^Kri. wapaKaraÖtiKa«; dirö- irapaaKcudJIetv. uitonovriv eXacppo-
bo^ Pittak. 73*3 (622, 14)-töv Tctq n. 5 TepnvirapaöKeud^oucriv Demokr. B 240
äiroftiöövta, töv fxi] diro6i66vTa De- (427, 21) trapaöKCudZovrai iw<; m. Part.
mokr. B 266 (432,15). Vgl. napaGi^Kri. Fut. Antiph. B 63» (600, 8).
TiapaKevoOv Emped. A 74 (166, 22). vapaaKeui]. ttiv nev irapoöKCunv löw?
napcXeCneiv. TrapaXcmöiuevoQ 6 XP<5- •fiTvi{»0K€T€Thra8yin.(?) (674,16 Anm.).
voc oi'xeTai Antiph. B 53» (600, 9). lo wapdöTaai? (eiöwXujv) Demokr. A^136
napaXXoT»!- TcapaXXoYa^ • • • toIc; ttooiv (379, 18).
enoiouv Krit. B 36 (624, 25) trapaXXa- napaardriiq. napaöTaxai anearpa^-
fat; (tOöv aw^arurv) xpei^, txifeQoc, n^voi Demokr. (Epik.) A 142 (379, 41).
öX<1^a öüvamv Ekphant. 1 (265, 30) uapaöTixk Vit. Epich. A 3 (87, 27).
irapoXXaTn tia»v |nop(ujv Leuk. A 36 i5 irapaaq)dXX€iv. voO<; napeaqxikrai
(349, 19) napaXXaTm rf)? (xf^t;) noXu- Krit. B 6, 13 (615, 22).
Mepcfa«; Emped. A 70 (164,20) — (xo Trapaxefveiv. laiipov . . . napaxcfvei
i'llLiixexpdTWvov) m'av €xov TrapaXXorfriv Xenophan. B 1, 3 (44, 18).
Tpomiiuiv Ka\ YiwviuJv (Speusipp. nach) tropaxieevai. xpdtretctv noXuxeXea xuxi
Philol. A 13 (236, 6). 20 irapaxteriöiv kxX. Demokr. B 210 (423,
irapdXXaEK s. uepmdXaHK- 16) irdpKeivxm apxoi Xenophan. B 1, 9
irapaXXdxxeiv. YPOMM^wv avvQkoio^ (44, 24).
. . . oi)bei<; . . |Li€ irapnXXaHev [Demokr.] irapaxpeneiv. napaxpeneoöat (xä xpn
B 299 (439, 16) k6c|üiou^ due(pou^, oO cövxa) opp. Ipöeiv Demokr. B 256
irapaXXaKxoü^ bi Xenoplmn. A 1 (34, 26 (430, 20).
15> irapdxpivK Demokr A 93 (367, 36).
napaXXriXÖTpanMov. xOüi ftoBevxi xpi- napoux{Ka Krit. B 27, 2 (622, 18).
Tidviui i'aov TT. napaßaXetv Pythagor. napacpdvai. nopq>dM€vai Parm. B 1,16
B 20 (274, 2). (114, 21).
wapdXXT]Xo(; Archyt. A 14 (254, 31) 30 napaqpuXdxxeiv (xöv q)aOXov)Demokr.
Pythagor. B 21 (274, 13) u. ö. B 87 (403, 16).
napdXoYoq. xd napoXoYUixaxa if\<; <pi5- Tcapaxpf^liia Antiph. B 68 (601, 83. 25)
oew? Entstehung Demokr. A 99» (868, vgl. Krit. B 6 (616, 1).
45). TTOpavÖTOC Buenos 74 A Sj6 (634, 28).
napaXuKiZeiv (OdXaaoo) Antiph. B 32 36 wapatj/ux^ Turv xo^^'''f*J^v Anonym.
(696, 21 vgl. Anm.). lambl. 7, 7 (634, 12).
irapaXuOK;. irapaXuoeiq ouveeriKev (?) iropctt^dv. (q)poupdv) napcTtTJtwMtv
V. Mus. A 6 (484, 2). xol? . . kxepoxc, Antiph. B 50 (599, 20).
irapojaeiYvuvai. Trapa|Lt€|nlxÖai tu» ttapelvai. opp. öufjuapeivai [Demokr.]
nupoeiöf i xö 2:o(pOü&€(; Anaxag. A 77 40 B 302 (445, 33) de» . . ecoi Ttapf\aav . . .
(308, 13) vgl. Parm. B 21 (125, 20). xdbe 6' dei Tt&peaQ' 6Moia kxX. Epich.
napdvoMo^ Hipparch. Ö5 C 7 (449, 14). B 1 (89, 16. 17) xö emeuiueiv dei xujv
Trapanafeiv. *Tiapan£TTaiK6xo<; xoO i'jtc- auxdrv ndp€(m Demokr. B 235 (427, 6)
MoviKOÖ Diog. A 30 (333, 11). itiv xö OKfjvoq xpr^lei -ndtai ndpcoxiv
TrapdnnTMa Demokr. B 14 (390,26 45 B 223 (426, 7] x6 Ip^ov avrrapfji, ökvci
vgl. 32). Antiph. B 56 (601, 7) xaOxÄ . . 00t . . .
iTopaTTXrjoioi;. r\ cpvai<i Kai i^t &iöaxn 61* di&vo^ napeaovxai Emped. B 110, 3
TrapoTrXriaiov Demokr. B 33 (398, 6) (204, 2) — öpdv trdpcöxiv Demokr. B
467 ttafreKniTTTeiv 468
164 (416, 1) — T()v irapovra ßtov oü (piaßi^rtiTOv Trapexeö0ai Diog. B 1 (934,
Zojöiv . . . ii)(; ertpov p.i'ov ßiiuoofACvoi 8) (tpiAÖTiiTac, dhuva^) nap^xCTOi An-
ktX, Antiph. B 53^ (600, 7. 8} -npbc, nap- tiph. B 49 (699, 12) auTÖ^ kamhv kÖ-
€Öv MfiTi<: dcEerai Emped. B 106 202, öniov napexcrai B 59 (601, 80).
25) if\ TOö nXiovo«; eixif^vyilT] t6 napeöv 5 napi^Xiov. rä KaXou|n€va napfiXia Ana-
diröXXum Demokr. B 224 (426,12) vgl. xag. A 86 (309, 18).
Tot napeövra öoi Koi imapxovTo ^etoXa napStvo?. napGevc Moöoa Emped. B
. . . qpa{vr)Tai tcai |ar»K€Ti TrXeiovuuv eTri- 4,3(174,12) (rfjv eß&0M<i8a) ^EojuoioOöi
6UM60VT» ktX. B 191 i420, 18 vgl. 16) tt^i diMiiTopi . . . TT«p6€vu;i Phüol. (?)
vgl, B 302 (460,9. 11) napcovraq dtreivai 10 B 20 (2^7, 3. 8) ~ Erziehung Pytha-
Herakl. B 34 (67, 15) ömcövra vöwi gor. D 8 (289,12. Vgl. xöpri.
Ttapc^vTC Parm. B 2, 1 (116, 7) tu>v iraplevai. (juiv) itapiövta Xenophaii.
dneövTWV öpcYovrai, xd bk napeovxa B 7, 2 (47, 20).
. . . ä^aX6i'vou<Jiv Demokr. B 202 (422, napievai Demokr. B 261 (431, 20).
15) XuTi€lo9ai ^rrt tok irapoOöiv Thra- 15 irdpiöoe; s. itaplawaK;.
sym. B 1 (677, 10) — irupa 6' avf] irapiardvai. tö <ppov€tv . . (acpiaiv)
Cbilon 1 A 1 (7, 3) Thal. 78'» 3 (621, irapiOTarai Emped. B 108, 2 (203, 12)
32) vgl. 2 (620, 4) fteiXct koi 6öeXot vöo«; dvÖpuJTroiöi naptOTäTai Parm. B
Emped. B 16, 3 (177, 7) i\Bo<; ckoOtiui 16,2 (124,13 vgl. Anm.) 6uxo|i€viui . . .
B 17, 28 (179, 5) ähßdt] n. |iueo»(; » irapi'aTaao Emped. B 131, 3 (212, 8).
B 114, 1 (206, 2). napioMtia Pjiihagor. E 2 (292, 44).
nap€KTr{TrTeiv. TrapeKtrecctv rrjv ff\v tTap{au»ai<; (iroipiaa) rhetor. Thrasym.
eh Tct Mconußpivct nepi] Lenk. A 27 Gorg. 76 A 2 (645, 18) 4 (546, 8) 30
(348, 16). (561, 12) [paria paribus adiuncta) 32
irapeKTeiveiy. irap€KT€ivö|i€VO(; xdii 25 (551, 19) B 6» (566, 23) 77 A 9 (Ö64,.23)
Kpeoaovi Demokr. B 238 (427, 16). Antiph. A 2 (588, 20).
napcXaöveiv. \ir\ nore t{(; 06 ßpoTiüv trapö [Philo!.] B 21 (247, 16).
Tvu>|jn trapeXdöarii Parm. B 8,61 udlpoöo^ »iXfou Thal. AI (3,25; Metrod.
(122, 6). V. Ch. A 13 (461, 42) — ö n6a\jiOC, öktjvti,
napevxXiTiKÖ^. Kfvria««; Epikar. 56 A 30 6 ß{o(; -n&pohoc, [Demokr.] B 115 406,
60 (361, 46) vgl. A 51 (362, 2). 16).
itdpcE TOO €6vT0^ Parm. B 8,37 (120, napoiv6iv Kleobul. 73» 3 (620,20).
16). icapofxcaBai. i^j i'jftovrj napotxeTai De-
TTapeSiöTÄvat. crcpov toö irapeEcardv- mokr. B 235 (427,8) (tAv) Trapiüixn-
To^ Epich. B 2 (90, 6 . 35 ^evun'opp.Td1^ap€6vTaB202(422,15).
■Trap£Traivo<; Buenos 74 A 26 (634, 28). Trap(5|aoio^. paria paribus adiuncta et
■nap(.Tiibr\\iio. (ßfo?) Hipparch. 65 C 7 similiter definita Gorg. A 32 (551,20).
(449, 7). napopdv. ou . . dv irape!6ov Tf]v-iiKdio-
napepxcoeai. ö napcXediv XP<^vo«; auvriv (öeof) Thrasym. B 8 (579, 2).
Thrasym. B 1 (577, 1) rfiv trap€X9oö- 40 Trdpoq Emped. B 11, 2 (J76, 19) 16, 1
öav ii.u€pav opp. xfjv ^moGöctv (577, S). (177, 17).
TTopexeiv. Topaxnv irapcx« Thrasym. irapprioi'r] Demokr. B 226 (425,16).
B 1 (577,19) ttpafnara itapex^uv An- TiaptuiSia. TTapuJibiai Tit. s= ZiXXoi?
tiph. B 49 (599, 7) (kwvov) ävw}xa\ov XenopLan. (50, 5) vgl. A 9 (36, 10).
TrapeEouoi Demokr. B 155 (412, 24) « ^ira<;, ^dira?. kukXov (KÖdfxov) diravTa
uXoOtov irapaöxiiuv Antiph. B 54 (600, Emped. B 38, 4 (187, 2) 134, 5 i212,
28) eSaiüiapTdveiv eaurov napcEei Thra- 25) dffav tö aib^a. Diog. B 6 (337,15)'
sym. B 1. (676, 27) ttjv dpxrjv dvan- oiravTa Emped. B 17,7 (178, 4; ifvla)
469
tra«;
4V0
B 20, 2 fl80, 5) 103 (202, 11) (rä vOv
^ooptt)M€v aitavTa) B 38, 2 (186, 21)
opp. oii6€v Demokr. B 82 (403, tt)
ÄiroivTUJv (x6tp€<;) Xenophan. B 1, 1
(44, 16) KÖö^ov TÖv auTÖv Ändvrwv s
Herakl. B30 (66,20) dirävruiv evriTÜJv
Emped. B 8, 1 (175, 15) VitcmOjv koi
dpxuuv AndvTtuv Philol.(?) B 20 (247,9)
ä. xPIMÖtujv Anaxag. B 11 (318, 9)
Ttpö^ änavxaq Demokr. B 91 (404, 1). lo
uä? . . TK Protag. B 9 (540, 5j 6m-
Koafiov ndvra cpaTiZiu Parm. B 8, 60
ii22, 4) vgl. K6a|uov anavra Emped.
B 134,5 (212,26) vgl. Sp.468,4ö. irdvr'
€viauT6v das ganxe Jahr hindurch j5
B 78 (194, 2») KOTct näoav t^M^ptiv
ProtÄg. B 9 (540, 3) kvbc, cpi\ir\ opp.
dSuv^TUUv TrdvTUJv Demokr. B 98 (404,
16) — itäv arreipov Qe6<; [omne quod
€8sei infiniium deum esse} Xenophan. 20
A 84 (41, 44; prädikativ; (t6 ^öv)
ö)ioO TTÖv Parm. B 8, 5 119, 2) vgl.
6^00. nav ö^o'iov B 8,22 (120, 1) vgl.
Meliss. B 7 (145, 4) Anaxag. B 12
;319, 10) TTÖV €|liitX€ov ^ovTog Parm. 25
B 8, 24 (120, 3) Tcäv irXlov (pdco^ Kai
vuKTÖ^ B 9, 3 (122, 11) IvvexH ttöv
B 8, 25 (120, 4) irdv fiauXov B 8, 48
(121,9) TTÖV 4E€öTnK€v Emped. ß 35,10
(186, 3) o Ti nn irav €(ni Meliss. B 2 30
(144, 2) ouK &v Itäv ei'Ti B 7 (145, 15)
— iravTo«; €5€iTo Parm. B 8, 33 (120,
12) KoXöv €v navTi tö Toov Demokr.
B 102 (405, 8) km itäv dq)Tx8ai Diog.
B 6 (335, 22) -jrdvTiuv K€xiupiö|Li6vov 35
Herakl. B 108 (77, 18) dEirj Demokr.
B 216 (424, 8) KdKiOTov B 178 ;418, 8j
Kdxiov (var. lect. xo^eittÜTarov) B 78
(402, 18) dnopiwTaTOv B 106 (406,12)
out' CK ncpaivdvTUJv ttdvTtuv [lauter] 40
cdvTa out' €g dnei'ptüv -rrdvTiuv Philol.
B 2 (240, 8) - ndvTa . . . jiftio? dpxei
Parm. B 12, 4 (123, 21) kotu ndvTa
<Ta)Tn (666?) B 1, 3 (114, 9) — xaOTa
irdvra Xenophan. B 2, 10 (46, 2) Em- 45
ped. B 17, ^7 (179, 4) 22, 1 (181, 14;
110, 3 (204, 2) räbe irdvra B 35, 5
(186, 81) 111, 2 (204, 18) irdvxo oaa
{oaaa) Xenophan. B 11 (48, 18) 29(61, 5)
Parm. B 8, 38 (120, 17) Emped. B 21, 9
(180, 28) 89 ;197, 20) rOXXa oaa 6ei
irdvTa Pherekyd. B 2 LOS, 6) oaa . . .
ndvra Hippon B 1 (226, 8) Tot<; itdöi . . .
oaoi Demokr. B 235 (427, 8) u. ö.
Paronomasie; ndvTO öid trdvrurv
Herakl. B 41 (68, 12) b\a nawö^ ndvTa
Parm. B 1, 32 (115, 14} «pucrii; cEapKci
ndvra ndöiv Hippokr. 12 C 2 (86, 42)
<ppov€€i ^eXewv cpuoi^ dvBpuinoidiv Kai
ndoiv KOI iravTt Parm. B 16,4 (124,15)
Ttö dnopouirevu) iravTÖc, xai dYvoou-
tiiviu TtavT( Philol. B 11 (243, 9) ev
Toi^ . . . Adtoi^ TTdai iravTä xai Kaxd
The, 6ii)uioupT(a^ . . . irdcFaq (243, 19)
^v navTi ndvxa Anaxag. B 6 (316, 1 1)
ndvTo itavTÖ^ )uoipav [iciixex (316, 12)
YvuJMnv irep» TtavTÖ? nööav (<Jx€i B 12
(318, lo) vgl. B 3 (314, 9) 4 (316, 2)
11 (318, 1) 12 (318, 10) irdvTa nept
navTÖ^ ;kt€Iv€iv) Demokr. B268(431,6;
ndvT' ex€i koi udaiv evöd B 296 (438, 9)
)ir\ ndvra enicfTaffeai • . . jufi n'avnuv
di^aöriq Ytvrji B 169 (416, 11) (piuvcövra
ndv inoc, Kf\v novTi ftj^Muui Anaxarch.
B 1 (458, 8) öv ndvT6(; cpoßoOvTai, ndv-
Ta? (poßeiToi [Demokr.] B 302 (445, 40)
Stellung: to €v aiöepi ndvra aiifioxa
Parm. B 10, 1 (122,21) aXXo 0 ti ioxu-
pov öoKci cTvai ndv Meliss. B 8 (148, 7)
dnö ToO Kivou|Lievou navTÖ? Anaxag.
B 13 (319, 20) Tot ^v auTutt ndvra
Philo]. B 1 (239, 38) to edvTa djiev
ndvra B 2 (239, 35) vgl. (240, 8) —
TÖ ndvTUJv vöfjifiov Emped. B 135, 1
(213, 1 7) aber tCui Euviüt ndvTu»v He-
rakl. B 114 (78,8) €v Tiöi navTt xp^viut
Meliss. B 7 (145, lOj ol ndvT€? av-
epuunoi Demokr. B 264 (432, 10) ev
ÖKTiü Tat? ndoriioiv i^^cpi^ioi Protag.
B 9 (540, 2).
Doxographie. tö näv. TTep'i
ToO navTÖ? angebl. Titel eines Xöto?
d. Herakl. A 1 (54, 43) Tit. [Axchyt.)
(264, 9) TTepi t^c, toO navTÖ? q>6a€w<;
(T6v€a€u;?) Tit. Okkel. 3 (264, 24. 30.
38. 40. 43; ^ ToO novTÖ? h»ux»i Herakl.
471 tra?
472
A 17 (60, 40) 1^ ToO navTÖt; öqjotpa
Pythag. 32 A 15 (237, 11) koria A 16
(237, 14) 17 (237, 28) — t6 ttöv u6u»p
Anaximandr. (?) 20 A 6 (139; 975i> 23)
<iepa Anaximen. ebend. TCTTopeq KU- 6
ßiKoi dpiGiuoi, eE «Bv . . . tö näv auv€-
ördvai Pythagor. B 16 (273, 34) tö ttöv
KOI Tcx Ti&vxa Tol^ Tpioiv uipiaTai B 17
(273, 36) eK tüjv öjuoioncpOöv iniKpoiv
ouJuaTuuv TÖ iTäv <TUYK€Kp{(j6ai Anaxag. lo
A 1 (293, 42) TUJv ijiuxpiwv koi ßapewv
ditOKpivoiuevuJv toö TravT6<; A 12 (296,
40] ölvov dno toO navT6<; diroKpt6t^vai
Demokr. B 167 (416, 7) Prädikate.
TÖ növ 6jLnj;uxov, öainovwv nXf^pc^ 15
Thal. A 23 (10, 40) dneTdßXnTov Ana-
ximandr. 1 (11,39) Demokr. A 39 (359,
43) TTCwepaaiuevov (iretrepdvOai) Hipp«s.
1 (29,24) Xenophan. A 36 (42, 24) Xe-
nophan. Parm. 18 A 8 (107, 21) = 20
64 A 8 (345, 1) ctireipov Parm. A 25
(109, 25) 27 (109, 38flf.) Melisa. A 1
(136, 24) TÖ TCÖv aireipov, töv Koöfiov
ireircpdveai Meliss. Diog. 20 A 9 (142, 9)
= 51 A 10 (330, 1) atreipov Archel. 25
A 1 (323, 25) Demoki-. A 1 (343, 1)
Metrod. v. Ch. A 4 (451, 11) änetpov
öict TÖ nif)öaf4U)(; Oito tivo<; outö öeörj-
Miouptf^öeat Demokr. A 39 (359, 43)
€v TÖ ttäv 20 A 5 (139; 97ö»> 24) vgl. 30
(136; 974a 11 ff.) Xenophan. A 33 (41,
26) 35 (42, 20) 36 (42, 23) vgl. A 35
(42, 10. 11) Hetftkl. B 50 (69, 10) Parm.
A 7 (107, 13) 23 (109, 3) 26 (109, 26)
Xenophan. Parm. A 8 (107, 21) e= 64 A 8 35
(346, 1) Parm. Meliss. 18 A 49 (ll2,
31) ^ 20 AU (142, 31) Meliss. A 1
(135, 24) 8 (141, 20 ff.) 12 (142, 24) Iv
0U|a<pOvTa TÖ näv Emped. B 26, 7
(183, 4) TÖ ev m\ näv Ocö*; Zenon A 30 40
(132, 38; TÖ h/ KOI TÖ iröv «« ouaia
Meliss. A 6 (141, 12) vgl. ♦Iv tum \6-rün
Ttäv* Antiph. B 1 (591,16), vgl. t^ novTa
Sp.472,26, n<SvTaZ.47, &\o<;, clq —
PriWikate wie ffcpatpoeiöl«;, ou y^1t6v 45
(dtrfivrxrov), ä(5iov, äKlvtytov, (d€i) ö^oiov
(EauTdii) Xenophan. A 32 (41, 11) 36
(42,23) Xenophan. Parm. A 8 (107,22)
=» 54 A 8 (346, 1) Parm. A 7 (107,
11 ff.) 22 (108,43) 23 (109, 3 ff.) 25 (109,
25) 29 (HO, 19) Meliss. A 8 (141, 20 ff.)
auch dvaX\o(uJTOv, irXf^pc^ A 1 (136, 24)
d{öiov, ancipov, oüöc kiviiO€uj<; ^eTCxeiv
Metrod. v. Ch. A 4 (451, 11) (iviot)
npo(TTie€aOi K{vr|Oiv tcw«BvT€^ Y€ tö
iröv, oÖTOi bk dKivTjTov elvof <paöiv
Pythagor. 45 Bö (271,47) voOv Kivf^oai
TÖ näv Anaxag. A 55 (305, 4) vgl.
Archel. A 18 (325,18) ou5e ti toO
navTÖ^ K6v€Öv . . ou&€ rrepiaoöv Em-
ped. B 13 (176, 81) ToO iravTÖ? 6'oööev
Kevcöv B 14 (177, 2) toOto b' kitavlri-
acie TÖ növ t( K€ . . .; B 17, 32 (179, 9)
TÖ ttäv Kcvöv KOI ■itXf^p6(; Leuk. A 1
(342, 35 vgl. 343, Iff.) — ex his quae
videntur nihil esse universo Parm.
19 A 21 (130, 37) — ÖTioöv tuiv ^o-
pfuuv (= T«iiv ö^oiojucpurv) elvai öinoiiuq
T«X)i TravT( Anaxag. A 45 (303, 4 vgl. 9)
— McXsTtt TÖ ITäv Periandr. 73» 3 (523,
16) 6X{yov toO navTÖ? iöövTurv Em-
ped. B 39,3 (187, 6). Vgl. tö öv (etvai),
TÖ ÖXOV.
TCl TrdvTOU €K NuKTÖq KO! Top-
Tdpou, ii "Aiöou Kai AlBepo^ ktX. (Mus.)
B 14 (486, 28) kl 4vö? . . . cl? toutöv
dvaXÜ€06at A 4 (483, 24) tö TrdvTC £v
{unum omniä) Xenophan. A 1 (34, 40;
= 33 (41, 42) A 29 (40, 7) 35 (42, 2)
21 A29 (168,20) vgl. Sp.471,30. 473,
20 ff. Tdirdvra Mcveiv aiixuviux^ (Thea-
gen.) 2 (611, 21) to TrdvTa oiaKßÜci Kc-
pauvöq Herakl. B 64 (71, 8) -nvpbq
dvTapoißr) to itdvTa B 90 (75, 4) ttjv
TU)v ndvTUJV q)uaiv ck öcpjioO, »j/uxpoö,
Sripoö, frfpoO Zenon A 1 (127, 4) vgl.
Trepi «piioio^ Tdrv dTrdvTuiv öiödOKcv
Dialex. 8, 1 (647, 16) tö näv koi tö
irdvTa Tol^ Tpioiv uipiOTOi Pythagor.
B 17 (273,36) Kiv€io6ai tö wdvTO Diog.
A 1 (329, 22) TÖ n. direipa kci €l<;
dXXr]Xa neToßdXXciv dist. tö näv Leuk.
A 1 (342, 35) Wechsel mit irdvTa s.
Sp. 473, 6.
irdvTa. das All (= tö wdvTa) Xe-
nopiian. B 25 (60, 20) vgl. (?) ä^tpX BcOiv
473
naaxeiv
474
T£ Kai aaaa Xifw ncpi itdvrtuv B 34, 2
(61, 28 vgl. Nachtr.) ndvruuv biaxA-
KTopa Orph. B 13(477,22) ircivTa ouöev
eXdööu» €OTiv oi)bk irXcfu) . . . dXKix
■n&vra laa äd Anaxag. B 5 (316, 5 ff.)
vgl. auch B 1 (313, 33 ff.) "Wechsel v.
■rrdvTa und xä "rrdvra: €v toütiui ndvra
cvi ... irdvra oidiJeTai . . . ra Ttdvxa
öia<pe€(p6Tai Demokr. B 252 (429, 19 ff.)
irdvTa Zeü^ lauöeiTai koi navQ' oöxo^
oI6€ . . . KOI ßaoiXeüc; outoc; rtöv irdv-
TU)v (des Alls?) B 30 (337, 20 ff.) €k
Ta(ri<; Trdvra xai ei^ y^^v ir&vra t€-
XeuTäi Xenophan. B 27 (50, 26) dafür
TÖ udvTa A 33 (41, 30) — irdvra €k
BepiioO Km i^uxpoO Farm. A 1 (105,
36) Y»vo|ievuJV iravTiuv Karct töv Xö^ov
t6v&£ Herakl. B 1 (61, 33) irdvxa kot'
epiv B 8 (63, 4) 80 (74, 1) €k trävxiuv
ev KOI cH €vöq -rrdvxa B 10 (64, 2) vgl.
xd?>€ irdvxa öuvepxcxai €v ^övov clvai
Emped. B 35, 5 (185, 31) Iv dvx(a
udvxouv Herakl. B 29 (66, 17) ^v itdvxa
B 60 ;69, 13) dafür xö uäv (69, 10)
Trdvxa ev Zenon A 22 (130, 44) vgl.
*ev xu)i XÖTDUi TTÖv* Antiph. B 1 (691,
16) ndvxo xauxä koi ou xct adxä Hip-
pokr. 12 C 1 (81, 16; irdvxa rpfa Ion
B 1 (222, 1) — Trdvxa x6 nöp Kpivct
Herakl. B 66 (71, 13) eKußepvriöc itdvxa
bid trdvxuiv (yvoimi) B 41 (68, 12)
öaimwv f\ Trdvxa Kußepväi Parm. B
12,3 (123,20) vgl. Anaximandr.(?)16
(14, 40) Hippokr. 12 C 1 (83, 22) Trdv-
lac, KußcpväöGai, irdvxiuv Kpaxtlv,
Trdvxa 6jaxi0evai . . . Diog. B 5 (335,
20 ff.) Trdvxuiv voO? Kpaxet Anaxag.
B 12 (318, 16) (€ß5o|iiä(;) Vit^mJjv koi
apxuuv dTrdvxwv Philol.(?) B 20 (247,9)
^t6Xe^0(; irdvxiuv |li^v Traxi^p, irdvxtuv bk
ßaöiXeu? Herakl. B 53 (69, 19) irdv-
xiuv, fixldjuaja Emped. B 6, 1 (175, 8)
avvoboc; B 17,4 (178, 1) u. ö. ev dpx«
irdvxiuv Philol. B 7 (242, 18) ^v iravxi
Trdvxa, Trdvxa Travxö(; liotpav fiexexei
Anaxag. B 6 (316, 11. 12) ^v iröai
iroXXd eveoxi (316, 16) vgl. B 11 (318, 1)
12 (318, 6. 10) oiruiöirep dpxrjv xai vOv
Trdvxa 6fjtoO (316, 16) vgl. B 1 (313,88)
4 (316, 17) vgl. yipf\na. Trdvxo eöxiv,
ö dv xk; voiiffai Metrod. v. Ch. B 2
(453, 18) — ei irdvra xct ovxa kottvöi;
6 tevoixo Herakl. B 7 (63, 1) xd ^övxa
el|üi€v irdvxa r\ irepafvovxa kxX. Philol.
B 2 (239,86) irdvxa xd övxa dTrö xoö
auxoO exepoioOaeai Diog. B 2 (334, 8)
xuiv övxiuv Trdvxujv XeuoaeOKev eKOöxov
10 Emped. B 129, 5 (211, 18) vgl. övxa
(elvai) irdvxa xP»lMaTa 8. XP*i^"- unum
omnium rerum creatorem Thal. (?)
71 A 5 (606, 34) — üjpa^ a1 irdvxa
(pepouöi Herakl. B 100 (76, 12) —
15 Xöxiu» fxev diravxa, epfiux bk oOöev
^pöovxeq Demokr. B 82 (403, 6) Trdvxa
X^T^iv, ixr\bkv eöeXciv dKotietv B 86
(403, 14).
6id iraadiv (aufiq>ujv(a) Hippas. 14
20 (32, 1 ff.) x6 6id iraoäv ftiirXöov Philol.
B 6 (242, 1) (dpie^oi) xfl^ bia naawv
ß Ka\ ä Pythagor. 36 A 17 (256, 1)
oujLtcpwvöv eöxiv 1*1 6id iraauiv, öxi
xai5x)i<; xd dvÖMOia ev (256, 17. 20) Xö-
25 to? ToO 6id iraoiöv Pythagor. B 18
(273, 41).
irdöxeiv. ouinqpopd? (Trdaxeiv) auxou<;
Thrasym. B 1 (676, 24) & Trdoxoumv
Demokr. B 191 (420, 18. 421, 8) Trd-
30 öxoi (xö dv) Meliss. B 7 (145, 6) rraöetv
opp. Moeeiv [Demokr.] B 302 (446, 28)
iraeeiv xi Demokr. B 263 (430,6) f\y xi
Trdeni B 278 (435,9) ttaewv tö TrdOima
Orph. B 20 (481, 10) ireirovedxa? . . .
35 öirep dvdxKT) . . . irdcJxew Thrasym. B 1
(577, 14. 15) irdöxeiv eu Demokr, B 248
(429, 6) KaKU)(; B 265 (432, 17) bpdoeiv
. . xouq ireXa<; KaKui?, ircfoeöeai b' ou
Antiph. B 68 (601, 18) vgl. & ^&6koov
40 ToT^ ir6Xa<; iroiiioeiv, iraödvxe^ xaOxa . .
auxo( (601, 21) &(kt]v Xaxövxo^ löv liöii-
vTixai Ka\ xaKd)^ TrerrovOev Demokr.
B 159 (413, 30) — xö xoO KuXfvöpou
ireirove(b(; 6 xdivo^ B 155 (413, 1).
45 Trdöx€iv u. TTOietv iid xiviuv Trdpuiv
Emped. A 87 (171, 15. 20] vgl. Leuk.
A 7 (344, 30 ff.) TTOieW xai Trduxeiv ^i
xuTXQvouöiv dirxd^eva (344, 26) cl ^xii
475 Ttaxeioeai 476
i5 evöq T^v änavTa, ouk «v i^v t6 iroi- iraueiv. irauwXöyQv Parm.B 8,50 (121,
«Iv KOI TÖ TT. un dA.\r]Xiuv Diog, A 7 11) nauöeK; dv^jjuuv |itEVO( Emped. B
(329, 29] = A 19 (331, 5} t6 outö koi 111, 3 (204, U) iraüovT£<; tö a<ppov
ö|iOiov ctvai TÖ T€ iToioöv KCt TO TTö- (tt^c; pui|LHiO Go^g- B 6 (567, 8t} ÖTO-
oxov Demokr. A 63 (363, 44) vgl. A » aiv eirauflcv Archyt. B 3 (282,12) roix;
135 (373, 24) — 6 alerjp tö troioOv, ifj cniöToincvouq . . npiv dfeiKclv ♦Inayoev
Tfl TÖ nd0Xöv Pberekyd. A 9 (507, 6 (262, 19) xä mcv vööou tö i>k ß(ou
vgl. 3). nauei Gorg. B 11 (659, 18) — nauoi
TtaT£i<Teai. ßoÄv endaavTO Emped. (?) jli»v iKV€ia8ai Parm. B 8, 46 (121, 7)
B 154'» 2 (217, 83), lo TtaOöat nr]bk iiamZe Xenophan. B 7, 4
TittTTip. (tö növ) iraTtpa uiöv Herakl. (47,22) oi> iraucrcöGe qwvoio ; Emped.
B 50 (69, 12) nöXeMoq navTiuv itotiip B 136, 1 (213, 28).
B 53 (69, 19) TU)i YfvvnöavTi iraTepi rcaOpoq. waüpov Z;u)n(; jiepoc; Emped.
Km irimoupTÜJi [Philol.] B 21 (248, 12) B 2, 3 (173, 20).
9€U)v iidvTUiv iraxpöc; eSeqpuv Krit. B 15 naqpXdZeiv. aiBrjp iraqpXdZiuv Emped.
16, 6 (618, 7) — |uri iraTpör be^ov 'vgl. B 100, 7 (200, 21).
Anm.) rö q»aöXov Thal. 73^1 3 (522, 2) Ttdxoq coni. ^if^Qoc, (oyKO^) Zenoa B 1
TtaTepa 6€i aiSeioBai Kleobul. 73» 3 (133, 7 vgl. 21) ei exoi Tf.axoc^ cxoi dv
:520, 11) itOTrip q)iXov uiöv de(pa<; öqpd- jiiopia (tö ov) Meliss. B 9 (149, 3).
Zj^i Emped. B 137, 1 (213, 34) noTep' 20 ^Taxu^epri<;. tö fraxunepr^ Leuk. A 17
it\b<; eXuJv B 137, 5 (214, 2) iraxpö^ öiu- .346,36) jueraßdXXeiv tt^v UTpdTTiTa €ni
(ppoouvn nifiOrov -rrapdif-feXMa De- to TiaxuneptöTepov Hippon A 11 (224,
mokr. B 208 (423, 10) Ähnlichkeit d. 33, t6 iraxvJinepeöTaTov froö itupö^;
Kinder ?ann. A 54 ;113, 7 ff.) Emped. Herakl. A i> (58 15).
A 81 (167, 16) utrum ex patris tan- 25 irax'ivetv passiv, v. ö.r\p A,naximen. A 7
fummodosemincpariusnascaiur Diog. (19,3) 17 20,13) Metrod. v. Chi A18
A27 (338,84) vgl. auepua, qpuTeüetv (452,13).
— itttTpi^^ 'Axpou ;Eraped.] B 157, 1 na^vc,. tö ttukvöv koü rraxö (— diip),
(218, 9)r H/uxpöv opp. Xenrdv Anaxag. A 70
itdTO«;. eKTÖ<; udTou Parm. B 1. 27 30 (307,15) = 55 A 135 (3.75, 4) vgl. tt«-
(116, 9). X'JTTi^ . vecpoq Traxu Anaximandr. 24
naxpiKoc;. x&nov Demokr. B 228 (426, 4). (16. 23/ TraxuTaxa Leuk. A 25 (348, 12)
iidTpiO(;. noXiTefa Thrasym. B 1 (577. iraxeia (cpXeip) Diog. B 6 (338, 3. 4) ira-
18) vojuouq Demokr. B 259 (431, 12). xuTttTOv [alixa] Diog. ß 6 (339, 11).
■naTpK €Öp6i|»€ feXa [Emped.] B 166, 2 35 ■nax^xr\(, depo«; Demokr. A 135 (378,47).
(218,6) iraTplfto^ dKpoxdrri«; B 157. 2 ireöäv. (ov pavöv) tireötioev 'Avatio] net-
(218, 10) iroTpi? . . 'ApYO*; Krit. B 16, 5 poT exeiv Parm. B 10, 6 (123, 1) tö ff
(618, 6) Tf|v Tf]^ TCaTp{6o^ auHrjöiv ev Molp' eneöricrev ouXov . . €^eval B 8.
\)Oxkpü}\ ecjicvov V. Kimon Krit. B 52 37 (120, 16).
(628, 7) öuv uaTpCftt (= ci^ TraTp(6a) 10 ireöapTäv (= vouBeTClv) Pythagor. B 6
eßri Antiph. B 114 (606, 23) - TtaTpi^ : (285, 11). Vgl. irtödpraöK.
oüpavö«; Anax*g. AI (293,30) li^uxf^q ireöaptaai? (= vouBeTriOK;) Pythagor.
dyaSflc; iroTpi^ 6 2\j|Ltna<; Koöjuoe; De- D 9 (290, 88). Vgl. ueöapTÖv.
mokr. B 247 (429, 2). nibr]. bUr] xdk&aaaa ueöiiiöiv Parm.
TraTpOKTovia 55 C 7 (449,18). 45 B8, 14 (119,11; aiftoO^ dxoXKeuToioiv
(naxpOüioO- patrimonittm Demokr. B ..ireöaK Krit. B 20 (619, 20).
28 (396, 28). ireftiov. ötoitov cv ^e-r<iXuji rtebiwi tva
♦uoTiup Krit. B 15, 4 (617, 6). axdxov Y£VTi6f\vai Metrod. v. Ch. A 6
477
iTc^nro^
478
(461, 23) auf cieXnvii Anaxag. (Demokr.)
46 A 42 (302, 4) 77 (308, 11).
ire]l6<;. ttetov nöXXov r\ iroiriTtKÖv töv
XÖYOV V. Parm. A 18 (108, 17) ncZÜJi
Xofun TtpüjTOv a\)Tfpaqti-\v ^ScvcyKeiv
Pherekyd. A 2 (504, 28 vgl. 505, 7] t«
'Höioiou ^€TnXXa5av ei^ veZbv \6fov
V. EumeloB Akusil. A 4 (512, 15).
It6i6apx6tv. ou n. v6|l(0k Demokr. A
166 (383, 39).
ir€(9€iv. überreden, überxeugen. v:dQnv
Tf|i pHTopiKf^» Gorg. A 22 (650, 4] uü^
ri Toö TceOeiv noXu ftmqpepoi itaowv
T€xvOüv A 26 (050, 24) vgl. Nausiphan.
B 2 .;464, 17 if.) irefeciv . . . roXiHf^i xa-
Kf^i Krit. B 15, 6 (617, 7j irelaai B 25,
42 (622, «) ireiöov Parm. B 1, 16 (114,
22) neCöa^ Xdße, mh ßia(J(i(i€vo(; Bias
73» 3 (623, 8) neiöa^ oti Archyt. B 3
(262, 19) — auTo ^ovov iret06tvT€5
ÖTUJi npoöCKupatv Emped. B 2, 5 (173,
22) — tr£Troi6ÖT€<; m. Inf. Parm. B 8, 39
(120,18) — nti'eeaeai folgefi. ixcfee-
öeai ßouXfji Herakl. B 33 (67, 13) doi-
bo\(; Trei'eovTai B 104 (77, 1) toiöi tt€i8o-
nevoiöi Demokr. B 248 (429, 6). Vgl.
TTClöui.
n€ieu>. \6fwi TTCiBiJu (eEei^ Bias 73* 3
(523, 12) TTcieoö«; xeXeueo? Parm. B
4, 4 1116, 22) vgl. Emped. B 116 (207,
25} yi€'f((STr\ neieoOq äyiaindc, B 133, 3
(212, 12) löx'opÖTepo^ i^ TreiSii» Xo^o^
. . . xpy<Joö Demokr. B 61 (400, 6)
Kpci'ööujv €n äpcTTiv . . , xP'A'fievo^ Xö-
You n€i6oi r\Ttep v6^u>l Kol dvcixKT^i
Bi81 (418, 14.16) Tj TreiBu) irpoaioöcfo
TÜJi XÖYUii xm Tfjv V'^nv CTunaiöaTO
öorg.B 11 (658,30) {X6toi) neiBot rivi
KOKTii rfiv v^x^iv €(papfidK€U(yav (559,
16) TreiBoö? 6ri|itoupTÖ^ i^j pr]TOpixn A
28 (661, 3;. Vgl. irci'eeiv.
ireipäv. neipiuiuievoi (eneouv, ep^wv)
Herakl. B 1 (61, 84) passiv, oi trcipa-
elvTC^ (piXoi Demokr. B 100 (404,
20).
TTCipa^ s. Trepaq.
iicfpeiv. Ttetrapfievoi (äfKpi juoYOiaiv)
Emped. B 112, 12 (205, 10).
nctö^a coni, xXfi|ua Demokr. B 148
(411, 12'.
7t^XoY0(; ävaTTCTrra^evov Hesiod. B 8
(501. 14) irapoiftnöK; ircXoPfou^ Thal. A
5 16 (9, 36) ^K treXcrfou«; avciiiov <p€p€i
Emped. B 50 (189, 6) aVaTOc; 4v tre-
Xocfiaoi B105, 1 (202,17).
ueXdZciv transit. ir€XdoacJÖai Emped.
B 133, 1 (212, 10) intrans. eöv e6vTi
10 TreXdrei Parra. B 8, 26 (120, 4).
ireXa(;. tiIiv -niXaq Eu|Lt(popa( Demokr.
B 293 (438, 1) ro'ic, ntXa^ üv&dveiv B
153 (412, 8. 11) bpdöeiv . . toü<; -niXac,
xaKUJ<; Antiph. B 68 (601, 18) neiGeiv
15 Tou^ nkkaq Krit. B 15, 6 (617, 7) irpb^
TÖ^ (ou) ireXai; Ttopeuou Epich, Gn.
38 95, 19).
ncXciv xe xai oux elvai toutöv xoü
ravT6v nach Herakl. Parm. B 6, 8 (117.
20 21) 'Tr€X€iv xm l-xriTVtiov eivai B8, 18
(119. 15) TrdjiTTOv ircXcvm f\ ov%i B 8,
11 (119, 18) ireXevai B 8,45 (121, 6}
neXci Xcncphan B 2, 18 (46, 10) Em-
ped. B 13 (176, 31) ireXoi Parm. B 8,
25 19 (119, 16) ntXcoeai Xenophan. B
38, 2 (62, 111 <B If), 2 (49, 12)) reXe-
Toi Emped. B 81 (195, 29) TreXovrai
B 21, 7 (180, 21) 110, 7 (204, 6) 146, 2
(216, 27) eitXeTo B 21, 2 (180, 16) 42,3
30 (187, 29) 67 (193, 1) 68 (193, 7) 71, 1
(193. 16) 134, 4 (212, 24).
neX€xu(;. ou . . cmoKeKoirrai ireXcKCi (xa
^v TÜJi €vi xoöjouji) Anaxag. B18 (317, 8j
. . . viovetur malleus a fabro ad seeu-
36 ris generationem Demokr. A164 (383,
15). ^
TreX€|ui2eiv. ueXciniZcxo Tula 6€Oio Em-
ped. B 31 (184, 23).
TTcXjxa. X« TreX|iaxa dvaiö8iixa, öxi ajioi-
40 pa uTpdxr]xo<; Hippen A 11 (224, 28).
it€|LiTreiv. önepxoiaxo Treniteiv . . . eiq
q)do^ Parm. B 1, 8 (114, 14) ittttoi xai
MC (pepouoiv . . . trtfinov B 1, 2 (114, 8)
— TT6|Lnt€ . . . äpfia Emped. B 4,6 (174,
45 14; ireuTTQUö' äpotvi 9tIXu |liiti> Parm.
B 1 2, 5 (123, 22) irf ^ij/a^ xiuXf^v ^pi'qpou
Xenophan. B6, 1 (47, 11).
ntuTtTo.;. öw^tü Pbilol. B 12 i244, 10)
479
itevriq
480
oiyaia [quinta essentia] Fythag. Hip-
pokr. V. Ch. 4 (232, 36. 36). Vgl. it€vt€.
TT^vri? "^ irXouaioi^ fifj imxipLa Bias
73» 3 (623, 6) ouxe irXo»5(«o<; <6) iv-
biwv ouT€ uevTi^ 6 HY\ ivhiwv De- s
mokr. B 283 (436, 14) ol w€vtit€? opp.
ol 6uv<iM€voi Archyt. B 3 (262, 15) —
XpiUüwiTiuv ttXoOtov irapaöxubv, toö
KoXuj? qppoveiv (bk) ncvriTa uoii^öa^
Antiph. B 64 (600, 29). lo
irevriTcöeiv. ömüara . . . n€vT)T€»5ovTa
>i€TiCmiuv Emped. B 67, 3 (190, 9).
itevOoi;. ircpi xa itev9rj > . . koi t6 aKkr\-
pöv äq)eXtbv xat tö ßapßapiKÖv v. Epim.
A4 (492, 7) To eauToO irev8ea ^ppiu- 15
)uevu)(; qjepovTO (v. Perikl.) Protag. B 9
(640, 6).
TT€v{a nii^TT]p Eöfiaiou Domokr. B 24
(396, 8) TT. TrXoOTo? övöjuara evöefii?
KOI KÖpou B 283 (436, 13) öjaiKpa öpe- 20
El«; ncvi'riv iöoöOcvIa irXoiiruji noiiei
B 284 (436, 17) xPIMOtiüv öpeHi? n€-
vt'ri^ e.axarr\(^ . . xakemxrvkpr\ B 219
(424, 18) n. ^nieiKeui^ (pepciv B 291
(437, 19) ^itnv ei e6itop(»i^ €i^ itevi'nv 25
ILieTaireöujaiv B 101 (406, 2) 1^ ^v &tj-
|joKpaT{iii irevdi Tf\c, irapa Totq b\)v&-
öTTiiai KaXeojiievri«; eOöaipovfri^ ... al-
periuTepri B251 (429,12) (To<pfl? rrevfaq
öKaiÖTriTtt TtXouöiav Kpeiaaov öi5voikov 30
. . . €X€iv Krit. B 29 (622, 18) ruiv . . .
W€v(aV €XKO|a€VU)V XÖXÜJV KCKpOTTIKlvat
Tcxvrji V. Thrasym. 74 A 26 (635, 9) =
78 B 6 (678, 18 vgl. 24) KaraXtitOjv
TTctpov biä it€v(av kci diropCav (v. Ar- 35
chiloch.) Krit. B 44 (626, 28).
itevTaeX€ii€iv. -eöuuv Xenophan. B
2, 2 (46, 16).
itevxaeXov Protag. A 10 (629, 27).
ir€vx<4^. troiöxrjxa Kai xP*öiv €v ttcv- 40
x<i6i PMlol. A 12 (236, 9).
Ttevxe. ^ekoöi irevxe x€ irpö? xdic, Xe-
nophan. B 8, 3 (48, 6) Kpif]V(iu)v ätro
nevxe xcMÖvxa Emped. B 143 (215, 14)
xä r&c, ccpaipac, aihyiaxa irlvxc Philol. 46
B 12 (244, 8) vgl. xä (xiliv SXuuv) n^pii
irevxc Aegypt. 60 B 7 (460, 24) - äp-
jxoyia nevxe eirÖYÖoa koi 6uo ftieöie?
Philol. B 6 (242, 2) 1^ bih nevxe avu-
(pwvia Hippas. 13 (31, 40 ff.) vgl. Py-
thagor. 35 A 17 (266, 6. 18. 20) XÖToq
((Jup<pu»v{a<;) 6m irevxc 46 B 18 (273,40).
ir6vx6Kai&eKOirXdoio<;. Z(öia xo iiA
aeXi^vTi? Philol. A 20 (237, 44).
rrcvxeiiiuxo^ (Y€ved) Pherekyd. A 8 (606,
32). Vgl. avxpov.
TCCvxenou? Theodor. 4 (233, 13).
Tr6vxr)Kovxd6paxno5eTr{6€iEi?Prodik.
A 11 (664, 35) 12 (565, 7).
nlnXo^ Pherekyd. A 11 (607, 14) vgl.
B 2 (508, 1 Anm.) 'Aenvö? B 6 (609,
21) ninXoq orph. Schrift 7, 4 (29, 12)
66 A 1 (470, 2).
iT6Trvöff9ai. n€nvupevT]v {i>f\aw] Ana-
xarch. B 1 (468, 6).
TC€pa{v€iv. intrans. d \ir] ev dr\, ttc-
pav^ trpöq aXXo Meliss. B 6 (144, 13)
vgl. TT^pa;. d (puai( d ^v xtlii Koaiuuit
dpM6x6r) €£ ditcfpiuv x€ Kai ncpaivöv-
xu)v KOI 6\oc, 6 KÖ^iiio^ KOI xd ev auxüui
irdvxa Phüol. B 1 (239, 52) vgl. B 2
(239, 85 ff.) 6 (241, 7) A 9 (236, 1) xd
|Li€v (x«Öv epTwv) ^K ir€paiv6vxu»v ircpat"
vovxi, xd b' €K nepaivovxiuv x€ koi dncf-
piuv ir€pa{vovx( xe koi ou nepafvovxi
B 2 (240, 6) öx^2^">v tov<; Xörouq . . .
xi&v TtpaYMdxwv tujv x€ dtteipiuv koi
xiöv nepaivövxiuv B 11 (243, 16) — tre-
piööou^ nepaivoiiaa^ ttpbq dXXi^Xa^ Kai
€<yiu koi IHu» Hippokr. 12 C 1 (83,
17 ff.) — Tr€Trepaö|aevov Koxd nX^Go?,
Kaxd pl^töo? opP- cwreipov 3 A 6 18,
16) Treircpaojievov (= irepixxdv) koi
dtreipov : dpxa( Pythagor. B 6 (271, 16)
8 (272, 10) vgl, nipac,. xö dtaGöv xoO
■neitepaaju^vou B 7 (272, 4) — el uoXXd
^öxi, xd ouxd Tteirepaöp^va koi diretpa
Zenon B 3 (134, 13) ei xoaaOxd eoxiv
ocro ^öx(, itenepacTpeva dv dt] (134, 17)
— nenepaopevri dpxi^ Thal. Hippas. 1
A 13 (9, 16) ireirepaöinevov Hippas, He-
rakl. 8, 7 (30, 43) = 12 A 6 (58, 8)
Tieirepaöfi^vov (tteirepdvöai) xö rcdv Hip'
pas. 1 (29, 23) (Herakl.) 7 (30, 46) He-
rakl. A 1 (56, 20) Parm. A 8 (107, 22)
23 (109, 8) 20 A 6 (139; 976» 7) xov
481
iTcpiI^tvetoeoi 482
KÖöfiov A 9 (142, 9) TÖ ju^v iröv oTrei-
pov, TÖv bk K6ö^ov nenep(iv6ai Meliss.
Diog. (142, 10 anders Z. 9) = 61 A 10
:330, 1) vgl. Metrod. v. Ch. A 6 (461,
26) TÖV ecöv 8. eeö? 8p. 279, 30 ff. — 6
d^iSvarov iv ftenepaa^ivwi xpoviui
dnt€{pu)v äniaoBcti Zenon A22 (130,41)
vgl. A 26 (131, 29 ff.). Vgl itipaq.
iTcpaioOv. TÖ d^€T(ißoXov dirö Tä<; tö
öXov it€pj€xou(Ta^ V^XÖ«; l^txpi öeXrjva^ lo
TtcpoioöToi [Philol.] B 21 (247, 24).
n e p ö V. 6iä Travröq irdvTa ncpuivra Parrn.
B 1, 32 (116, 14).
irepa^ (netpa^. Sehranke. fiCYaAuiv ^v
neipoai btapuStv (rö i6\>) Farm. B 8, 26 15
(120, 6) iTcfpaTo^ ev öeainolcnv B 8, 31
(120, lÖ) — Ende. dist. TcXcim^, ioxa-
Tov Prodik. A 16 (566, 88) toO ämU
pou oOk loTiv dpx»*!' dr\;fap &v aOroO
nipat^ Anaximandr. 16 (14, 37) ^T]öev 20
elvai TTCpa^, el d€i irepafvciv äv6rfKr\
CTcpov npö^ €T€pov (14, 48) vgl. auch
Archyt. A 24 (267, 18) ei b6o eir) ouk
äv biJvaiTO dneipa elvott, dXX' Ixot äv
mipcna npö( aXXr|Xa Meliss. B 6 (144, 25
84) vgl. A 6 (136; 974* 12 vgl. 139;
975»> 38 ff.) irlpoTa ttjv Tfj? Y^veoctu^
dpxnv T€ K0\ T€X£UTt^v (139; 976«> 37)
TÖ ircpa^ Tr€poiv€tv &v npö^ tö kcvöv
Meliss. A 8 (142, 4) itkpa^ Ka\ änetpov so
äpxa< Philol. A 9 (234, 46) tö 6v ^k
TilpoTO^ Kai dne(pcu B 2 (240, 9) vgl.
Pythagor. B 6 (271, 19) 22 (274, 29)
26 (276, 14) aihtxjoTO^ nipara: oiaiai
B 23 (274, 46) vgl. B 24 (276, 3) vgl. 36
TTcpafveiv. in€i trcTpo^ miiiaTov Parm.
B 8,42 (121, 8) o\ ndvToeev loov, 6m«ju«;
^v n€{paai Kupct -B 8, 49 (121, 10} k6-
o^ou nepa^ Emped. A 60 (161,37) -nei-
por' ixtw aOTpujv (oupavöv) B 10, 7 40
(123, 8) TTcTpa^ (To^n^') ^"vu) — kotu»
Xenophan. B 28 (61, 8. 8) ~ Euvöv
dpxT) wA iT^pa^ ^m KtixAou treptqpepefa^
HeraW. B 103 (76, 28) —vuxfi^ *ml-
para B 46 (68, 18) xrefpara fiuOuiv Em- 45
ped. B 17, 16 (178, 18) — ir^porra rhetor.
Pythagor. E 2 (292, 44).
^irep{. m. Genet. wepl T«Jt»vÖ€ XmöEu-
Diela, Fngm. d. Toisokr. III .
Xo<; . . . iriOTK Emped. B 71, 1 (193,
16) YVWMnv wcpi TtavTÖ<; -ndoav ißjißi.
Anaxag. B 12 {318, 16) ouöev lö^iev
TTcpi ovhevöc, Deinoki*. B 7 (388, 9) ntjÄ
qpuoio^ ... iBöe €X€i Philol B 6 (241, 8)
KTe(v€iv irdvTa it€p\ itovröq Demokr.
B 268 (431, 6) OKox6eaoa eeur^ irepi
bö&x Emped. B 132,2 (212, 7) m. Da-
tiv. Ipfo . . wepi xtiktat ^tytioaoQai B
139, 2 (214, 14) dncXemc . . ditaXf)i
tt€pi itoiT]> [it€plrcoia Hdss.) B 101, 2
(202, 6) Tct ir€p\ TOiq ciöcoiv . . . Ar-
chyt. B 4 (263, 9) ireptppnTMtvi {nk&te-
TOi) Emped. B 20, ö (180, 8) m. Ak-
kus. TOI v€p\ Tt» ^a61^^aTa Archyt.
B 1 (268, 4) iTCpi döeXqped toi . . . dbea
TÖv dvaoTpocpdv €X€» (268, 12) ai it€p(
Ti . . dpeScK Demokr. B 72 (402, 6)
in d. Nähe Diog. B 6 (337, 17. 339, 1)
adverb. aq){fYWv ncpi kiSkXov diravTa
Emped. B 38, 4 (187, 2) vgl. ncpidtciv,
ireptcXtoaeiv. Xp6vo^ ircpi t' devduit
^eOfiOTi trXi^pin qwjiTäi . . . Krit.B 18,1
(618, 81).
TTCpidxfiv. {y\\\o<, 6p6Mov) nepi b[k)
HTOT« «ööii; ÖTTioouu Emped. (?) B 164, 1
(217, 5).
ii€piatu»T»^ (köomuiv) V. 1. rrEpioTaoi^
Anarimandr. — Epiknr. 2, 17 (16, 31)
u. ö.
nepiaXyetv. ncpioXYurv Tfjt au|U(popdt
Antiph. B 64 (600, 1<).
TTcpißdXXciv Perioden bilden 81 A 19
(612, 18) — Tdxot ourrnpfriv ncpißa-
X^oOat To1<; ysirf\nxaa\ xai toI( ot6)ia<nv
Demokr. B 280 436, 8).
TTcp^t^iOQ. uvö rSix odpovti)! Td irepf-
TCia Farm. A 37 (111, 16) Entstehung
Emped. A 49 (161, 33) tö äitotfcXiivov
Kod nepffciov M^po( «s o{>pavö^ Philol.
A 16 (237, 23).
ircpiT^TvcoOtti. ir€piY/v€TOi (6 Scio^
v6^o^ Herakl. B 114 (78, 6) itXoOto^
dnö KOKf^q ^pyadrj? it€P»t»vömcvo^ De-
mokr. B 218 (424, 14).
irepttpa^T) toO ircpoTO^ toö K6<m&o
Emped. A 60 (161, 37).
Tr€p»6iv€t<jeai, xt(.p\h{yr\<n<, d. kö^
16
483 TCep{6pofio^ 484
aao^ Anaximandr. Anaximen. 3 A 12 = tö uepiexov änav Krit. B 18 (618,
19, 38) d. aiei^p Anaxag. A 71 (307, 28 vgl. 619, 2).
17' ir€pir)YeTö9a«. pass. köOjuo^ irepiaxeö-
nepibponoc, rjXfou Emped. A 50 (161, mcvo«; ec dpxi6fou- [Philol.] B 21 (247,
37). Vgl. öpö^oq. 6 22).
K€pieivai. ÖvrjTiuv irepieiiLii .. dvöpuj- itepiriTH«;- Movirii irepirj^t» Y^fiuv (Ecpai-
TTuuv Emped. B 113, 2 (205, 22) ck toO po<;) Emped. B 27, 4 (183, 26) « 28, 2
iTtpieOvToc; T€veö6ai (rnv \xovaiKr\v) De- (184, 4).
mokr. B 144 (410,21). nepiKcipöio?. al|ua Emped. B 106, 3
cpitXiööeiv. Tiepi fotav €X(a<J€Tai .. lo (202,19) eep|Li6vHipponA 10 (224,20;.
q)ü)<; Emped. B 45 (188, 18) vgl. äpiua- irepiKaTaXaiußdveiv. iT6piKaToXo|Lißa-
To<; . . *n6pi xvoir] eX(aff€Tai* B 46 vdneva Archyt. Bl (258, 18).
1 188, 28). nepiKXäv, -nepiKXaai^ v. Atomen
!r€picpTa2e(j8ai. tov tö uXXörpia we- Leuk. A 24 (347, 22 ff.),
piep-jaco^evov fxiaei Chilon 73* 3 (521, 15 TTcpfKXiaiq (öeXrivri«;) Herakl. A 12 (69,
23). 12) Alkm. A 4 (101, 11) Antiph. B 28
tT€pi€px€ö9ai. trepiepxcToi Krit. B 37 (Ö96, 3).
! 624, 34). *Tr€piKUKXixaK (toO 6*to^) Magier 60
nepiex^iv. (tö äircipov) itcpi^x^tv toü<; B6 (459,36).
K6<J|Liou<;'äuavTa) Anaximandr. 11(14, Ij 20 ucpiXajußdveiv. (trveö^xa) ir6piX»i<p6€v
15 (14. 40; TÖv Koaiuov nveOna kcu drjp veq>ei Anaximandr. 23 (16, 22} vgl.
ntpiexei Anaximen. B 2 (21, 19) (tcv Demokr. A 93 (367, 33) (aörpa) uepi-
ovpavöv) TÖ TTupOüÖ€(; Km depÜ)6e^ . .-. XT}q)6evTa utrö depo^ Anaximandr. 11
TTcpiexovTo Emped. A 51 (161, 42) (tö (14, 9) -- vöu)i TrepiXTitird Emped. B
TTUpAftec;; 6 är\p kv eauxiLi ir€piexiwv 25 2, 8 (173, 26).
A 52 (162, 11) (tov TJXiov) utro tf^t; ircpiXueiv t6 inerpov Epich.(?) B 6
TT6pi€xoööii<; acpaipac; Ku»Xu6)Lievov Aö8 (92, 13).
102,37; Töc; tö oXov nepiexouöa^ niv- -nepiobiKÖc;. irOp Herakl. A 8 (58, 30).
xuq I^Philol.] B 21 (247, 24) — tö ne- -nepioboc,. dXXoxe dXXov Yivöjucvov \Ku-
ptfcXov ou SrjXoT Herakl. A 1 (55, 31) 30 öjliov} Kaxd Tivat; xpovuuv irepiööoii';
TÖ TT€piexov XoTiKÖv (<ppevf\p€<;) A 16 Anaximen. Herakl. Diog. 3 All (19,30;
(60, 1. 34) r| irpöi; xö it. <Tu]L;q)u(a (60, Yevväö9at, eKiTupoOaöai KaTd Tiva^ tre-
12 ff.) TÖ TTcpiexov OTcpcov Parm. A pi66ou<; evuXXdg Herakl. A 1 (65, 81)
37' (111, 7) «Op Philol. A 16 (237, 16) nepiöbou Mexpov T€TaT|Lievri<; A 8 (58,
TÖ dvuJTaTiu Mepot; toö TrepiexovTO«; *= 55 35) Trepfoöo^ r\Klov Thal. A 17 (9, 41)
öXuiiTTO«; [237, 20) töv xpovov ttjv öcpai- — Tpiaom toO ev tOüi ou)|LiaTi rrupö^
pav ToO Tr€pt€xovTO<; elvai Pythagor. Hippokr. 12 C 1 (83, 4. 17) — rhetor.
B 33 (277,20) drjp t€ Ka\ aiOrip diro- irpuJTO^ Trepioöov KOTeöeiEe v.Tlirasym.
KpivovTCi dno ToO noXXoO toö uepi- A 1 (573, 12).
exovTO^ KOI t6 ye wcpicxov dTieipöv 40 nepiox»!- irepioxcti ufieviwv Demokr. A
caTi TÖ TtXfieoi; Anaxag. B 2 (314, 5. 6) 93 (367, 39).
ö voO(; . . . ev t&i iroXXdii ircpiexovTi trepiTraXaEic;, TrepntaXdocreoBai (V.
coni. Tct itpocJKpiöcvTo, Tct diT0K€Kpi- Atomen) Leuk. A 15 (346, 23) De-
M€va B 14 (320, 7) öxav ei(; txifa k€- mokr. A 58 (362, 44) = B 168 (416, »;
vöv CK TOÖ Tt€pi€xovTo^d9poi<j9f^i TtoXXd 45 A 135 (376, 13. *1B). Vgl. itepmXeKctv.
öa»|biaTa . . . Leuk. A 10 (345, 25] dö86- irepiiteXeiv H€pmXo|Li€voio xpövoio Em-
veoTcpov TÖ inedn^ißpivöv toO irepi- ped. B 17, 29 (179, 6) 110, 8 (204, 7)
cxovTOt; Demokr. A 96 (367, 47) iröXoc kukXoio B 26, 1 (182, 23).
'^'
485
TTcpKpepi'iq
486
ncpinXeKEiv. TrcpmXtKeööai ^v. Ato-
men) Leuk. A 10 i345, 27) 14 (346, 15)
24 (347, 32) Demokr. A 37 (359, 18)
49(361,30; 57(362,32) öT€<p(ivai nepi-
TrenXef Mcvai Parra. A 37 (111, 5). Vgl. 6
nepmaXaSi^.
ncpiTrXeu|Liovio Hipparch. 55 C 7 (449,
12).
trcpinXoo? Plur. (Demokr.) C 6(448,32).
ucpiiToXetv. irepmoXei [Philol.J B 21 lo
(248, 1).
Tr6pipp<xvTripiov. oÜK iic, Tr€pippavTt^-
piov ^)izßdTtT£iv Pytbagor. C 4 (280, 34).
TT € p i ö e (€ i V. ♦irepieöeioev ävOpiuTroi^ cpö-
ßou<; Krit. B 25, 37 (622, 1;. 15
Tr€pi0ö6(; s. irepiTTÖi;.
nepiöTacJK; v. 1. •nepiafDJfr[ s. d. ircpi-
Gxaaxc, ToO |LieY<iXou eviauroO Oinop. 1
A 17 ;9, 40) = 29, 7 (230, 13) — ucpi-
öTctöCK; opp. euqppoouvai .Demokr.] B 20
302 .445,33).
TrepiOTtXXeiv. nepiöxeXXouaa x'tCüvi
(oapKÜJv) Emped. B 126 (210, 6).
TtepiöTepa. nepiaTepai TT€piöT€pai<; (<Juv-
aTeXaJ:ovTai) Demokr. B 164 (414, 28) 25
EuXivj^v irCTOfievi^v eTrofr^ae y. Archyt.
A 10* (253, 17 ff.).
irepiöTeqpeiv. raivfoK; uepi'öTtTrro^ Em-
ped. B 112, 6 (205, 13).
Kcpiöxpocpfi (toO depo^^ Philol. A 18 3ö
(237, 34).
irepiöqpiTT^'v. (€k yr^i;) ctf av TrepiaqpiY-
YOjuevTi(; dvaßXuöat xö vbwp Emped.
A 49 (161, 31) vgl. B 38 (187, 2).
n6piaxiö)nö<; toö öTrepjuaxo^ Emped. 35
A81 (167,5).
TTepiT€iv£iv. xitOüvo . . Kot u|Lieva ncpi-
xeivouöi TUJi KoOfiwi V. Leuk. Demokr.
54 A 23 (347, 19).
TT€piTi0evai. loxüv eauxOüi itepixiOe- 40
Mcvov Demokr. B 252 (429, 17) — trcpi-
T10€>I€VU)V XtJÜV YVU)H6VU)V TlCpi TO €V
(xfji Movdfti; Pythagor. B 28 (276, 22.
25) — Tov Tr€piK€{fi€vov olöeptt irüpi-
vov Anaxag. A 71 (307, 16). 45
irepixpoTTti Demokr. A8 (353,28).
rrepiTT^ii. ovbi xi xoO iravToc; K€V€6v
. . oiibe ncpKJöov Emped. B 13 (176,
5J1) ouöev f.xu;v trepiTTÖv (6 ßfoO coni.
ILieT«, <Je|uv6v Antiph. B öl (699, 24)
7T6piTxü;<; eiTtcTv v. Thrasym. A 12 (575,
28) rip^iiv€ue opp. eXXmilx; v. Hippas.
A 2 (579, 26) — opp, äpxio<; , 6 dpiB^öi;
l\ei bvo . . i'öia dbr\, irepiaabv Km
opxiov Philol. B 5 (240, 10) Verhältnis
zwischen ihnen (Speusipp. nach) Phi-
lol. A 13 236, 30 fr.) Pythagor. B 2
(270, 18. 20) Ttepixxöv koi apriov : dpxctf
B 5 (271, 14. 20) 22 (274, 30) xö äpxiov
dlT€ip0V, TO TtCpiXTÖV iT€n€paö|Lievov
B 6 i271, 16) xö öpxiov utrö toö ircpix-
Toö irepaivöiLicvov wapexeiv . . . xr^v
dneipiav B 28 (276, 21 vgl. 30) coni.
xö cuGu, xö i'öov B 27 (276, 8) eiiQv :
6|aaX6v : trepixxöv : XeuKÖv (276, 14)
ToO TTEpiTToö Tevcöiv oü qpttOiv B 26
(275, 16; 0 TrepiTxö^ (dpiGiiö^; opp. 6
euXoYioxo^ B 27 (275, 19) Tfii Movdöi
xu»v €q)eHfjc; trcptooOüv yvdujiöviuv ncpi-
xi86jxevuuv ö Tiv6|i€vo(; dei xexpaTiuvo«;
B28 (276,25).
•iT€p(xxuj(ia. irepixTU»naxo (Kapitof) Em-
ped. A 70 (164, 16).
TrepiTTUiiLiaTiKÖq. (Zuiia) yir\b€v irepiT-
TtufiaxiKÖv diTOKpivovxa Philol. A 20
(237, 46).
■nepiq>iff€ia riXiaKrj Anaxag. A 86 (309,
17).
Tr€piq)epeia. im ki>kXou -nepiq>cp€fa(;
Herakl. B 103 (76, 24) nXeupm öiä
amKp6xr|Ta eq>ap|Li6oou0i Tf^i toö ku-
kXou TTcpKpepei'ai Antiph. B 13 (694, 7
vgl. 593, 26 ff.) |bi€YaXiiv elvai t^jv ttc-
piqpepciav xrjv dvuiöcv toö öp(ZovTO?
llippokr. V. Ch. 5 (232, 30).
ir€piq)6peiv. uirö toö kukXou ircpitpe-
p€xai (nXiO(;) Anaximandr. 21 (16, 12)
Tr6piq)€pouor]<; auxöv öivi^ocw^ Demokr.
A 89 (367, 7) nepicpipeadai v. -pl Phi-
lol. A 17 (237, 29) 21 (237, 46).
irepitpepii^. dxona Lenk. A 24 (347,
27) ax^MOTO Demokr. A 136 (376, 2
vgl. 367, 7. 17. 377, 30. 378, 17. 31)
xd^ ouvöeoeiq ov» itepi^cpcit; dXXd irpo-
Kp6aaa<; (378, 35) al uepitpcpelq xal<
TT€piq>€p€(nv {ei<; xöv aOröv xöirov
16*
487 H6p{<poiTo<; 488
uüöoOvrai) so. (ptiq>16€^ opp. €inMi^K€K tr^Tpou^ dwö Tf)q T^t; kci KaTaq)\(^EovTa
B 164 (41Ö, 7). ToijTouc; i^OTepuiKevai Anaxag. A 71
itep{<poiTO<;. ?pTO u€p(qK>iTa oeXi^v»]? (307, 18) doTpa n^rpou^ Demokr. A
Parm. B 10, 4 (122, 24). 8ö (366, 31) fiXio^ = n€Tpo<: (miöpog
ir€pi<pop(4. rYiv klün6xw rf\q, f^^ cTvai 5 bidnupo<; s. r)XtO(.
t6v oupavöv Anaximen. Farm. 3 A 13 Tr4TT€iv roxi» Tfjv Tpoq»i^v (t. öpviSa^)
(19, 36) (pößout övi^ffCK ^K Tf\<; uncpee Diog. A 19 (331, 46).
Tr€piq)opä^ (» oupavoO) Krit. B 25,31 tr€TT€ii£iv. Trai«; ira(Ziuv Trtrreiiuiv He-
(621, 19) (Tö 0€p|Ltöv) eSexti&pTjffev eU rakl B 62 (69, 17) vgl. C 6 (86, 43j.
Tf|v dvurr<ÄTUi ir€ptq>opf|v Ka\ . . . bo- lo ir€TTÖ<;. ävaQiaQm uiancp ireTTÖv An-
K^cialecpaTot^iraXmo^clpftöÖaiDiog. tiph. B ö2 (699,27).
C 3 (341, 18) (»iXiov, ae\r(vr\v, &arpa) nt6QeaBai b. iruv6dvea6ai.
\{6ouq (TuntrepiXiitpe^vTai; 6it6 Tf\^ ai64- ircÖK»! coni. ^X«4Tri MeneBt. 6 (219, 39).
po? n€pi<popä<; Anaxag. A 42 (301,41 tii^iic,. rä^ ■ni\^ei<; rf\c, Tpo(pf)^ öi^ij/ci
vgl. 47) vgl. Leak. A 24 (347, 37) i» Emped. A 77 (166, 2) vgl. A 76 (166,
(ifjX(ou) Omop. 10 (230, 44) i^iXtoKii Ana- 41) (koiX(t)) bxoiKeovaa t^v iT6<|»tv ;De-
xag. A 90 (310, 2) (tt^O Emped. A 49 mokr.) C 6 (448,36) — itl»|iK toO utpoö
(161,31) eetot ir€pi9€pa{ Pythagor. B2 ^fitpurou Menest. 7 (220, 10) opp. ßXd-
(270, 16;. arr\axfi, aih\(n<; (avmtib/ov) 4 (219, 33).
-itepicpiictv. 9<paTpav ncptcpuf^vai twi 20 iTT)Yn ßictro^ (6^ao0a) Xenophan. B
w€p\ Trjv T^v ä^pi Anaximandr. 10 80, 1 (öl, 8) ^k . . 6<y{u»v öxoiuwiTUiv
(13, 36). Kaöapfjv 6xerevaaxe m]fY\v Emped. B
ir€pix€lv. 1^ ^n^€Xf^ (rot^ ^Xdcpoi^) iSui- 4, 2 (174, 11) evriruiv . . . Tr»iT>lv B 23,
e€v iT€ptx€lTai Demokr. A 153 (381, 10 (182, 8) troTov dcvciou (püoew^ Py-
23) TÖ TrepixeÖMCvov uöuip vSn veqiei 2fi thagor. B 16 (273, 28).
Anaxag. B 19 (321, 10) töv depo it€- nritviJvol. il iliv (Elem.) ö|Li|LiaT' ^titj-
piXuef)vaiici}KXu)i Emped. A30(168, 30). Ecv Emped. B 86 (197, 12) passiv, v.
ncpixopeuciv Herakl. b. Luk. 12 C 6 vbiup Anaximen. A7 (19, 6) Herakl.
(86, 42). A 1 (65, 26) dr^p Emped. A 30 (168,
ir€pixu)p€lv. »ipEccTO irepixuipeiv, ^ni so 37)60(162,41) vcqpo? Anaxag. A 86
6i irX^ov irepixujpet koi wcpixuipi^oei (309, 11) Metrod. v. Ch. A 16 (461, 47)
eni nX^ov Anaxag. B 12 (318, 19. 20) riXio<; A 4 (451, 17) ß6peia Leuk. A 27
1^ iT€pixwpir]<TK f^v vOv it€pixiup^€» Tot (348, 16) öd' low . . . ITUKvd, TÖ 6' Ik-
darpa ktX. (319, 8) vgl. ncptxuupf^aai to9i fiovä nimyftv Emped. B 75, 1
(318,18) toOtujv ittpixwpoiivTuiv t€ 35 (194,6) iretn^Toöiv dpMOöBevraB 107, 1
KOI diroKpivo|yi£vujv B 9 (317, 21). (203, 2) ax« kn&r^ B 56 (189, 29) ird-
Tr€pixtöpTjöi<; Anaxag. B 12 (318, 17. ycv (ßpotoO opp. X<ie6v B 15, 4 (177, 8).
819, 2. 5) 13 (320, 1). itJ^TvuöK [Thal] B2 (11, 21).
TTtpuiöto^. itepicdöia elöiö? Emped. B ni\t Emped. B 4,9 (174, 18) 17,33 (179,
129, 1 (211, 14). 40 10) itf^i iröecv Parm. B 8, 7 (119, 4).
ncpövn* «cpövTjiffiv dpnpÖTE (dlova<;) iTi^Xr)E äpp€v Protag. A 28 (636,20).
Parm. B 1, 20 (116, 2). tmXiKO? Xenophan. B 22, 6 (60, 11;.
it^ToXov. (doTpo) n^TaXo itöpivo «&anep nrjXö?. cf ti? cU injXov e^i^hc, miXuii
Zurrpacpi^lLiaTa Anaximen. A 14 (19, dnovfZotTO Herakl. B 6 (62, 16) töv
38) uXoTuv un «^ToXov TÖV fiXtov A 4S Tiinov iv t&i miXuii 2iipavöf)voi Xe-
16 (20, 6). nophan. A 33 (41, 38) ii f^ KaT€v€-
itixpa, iT€Tpo?. Entstehong Emped. xQ^aa €i<; Tf|v edXoTTav iir\\6<i (41,
A 69 (164, 4. 9) olBlpo . . . dvopnÄaovrö 40) miXof ursprüngl. auf yn Emped. (?)
489
irivuTÖ^ 490
B 164 (217, 8) vgl. trnXoOv — otov iv
ovux» 6 niiXb? fkvr\rai Polykleit. B 1
(229, 16) noXöv öeOciv x^pöi Dialex.
2, 17 (639, 23).
■JTr]Xoöv. ndvra €ir»i\ui8riaav ndXm Xe- 5
nophan. A 33 (41, 38). Vgl. m]\6<^.
rtr\\{hbr\<i. dTopniTÖ? Pann.(?) B 20
125, 16)
irimatvetv. rä nnMofvovTO ttopct 6(Kriv
Demokr. B 258 (431, 5). lo
irrjpoOv. inipo0(j6ai Erklärung 4-lkm.
A 5 (101, 25) TToXXot<; öu|Lißa(v€i irewir
putodai xa\ ^ir]bkv aio6dvco8atTheopbr.
gegen Empcd. A 86 (170, 38).
Ttr\pijjai<i. 6k6Kkr\poi; Demokr. B 296 is
(438,8).
niaiveiv. oO maivei . . . ^uxou^ iröXciu?
Xenophan. B 2, 22 (46, 14).
irCGriKo? koXXioto^ Herakl. B 82 (74, 7).
tri0o^ =s Tf\<^ H>vxf[<i €v d&i a\ kmQvyilai 2ö
Philol. (?) B 14 (245, 8) cum in dolio
cantant Metrod. v. Ch. A 21 (452, 25).
TiXKpia (OoXdoani;) ^'^- ctXiitupÖTri^ Ana-
xag. A 90 (310, 3).
ItlKpÖ^. f^UKU, iriKpöv ^vaVTlÖTTlTeq 25
Alkm. A 3 (101, 1) = 45 B 5 (271,34)
tXvkü t^UKÜ f»(ipnT€, niKpöv ö' km. tii-
i^öv opouae Emped. B 90, 1 (198, 1)
\6\jm\ TTiKpöv, vömjui xXukO Demokr. A
49 (361, 18) B 9 (388, 18) 125 (408,17) 30
cxfüia A 129 (372, 36) 135 (376, 9) o
■i\\k\y/ yXuku, toOt &k\o\c, iriKpöv A 130
(372, 47) 135 (375, 38. 376, 35. 47 ff.)
)ik\\ |LMiT€ yXuku fiiiT€ inKp<5v A 134
(373, 18) aber tö irixpöv /aoipav Ixeiv 36
öuveo€iU(; A 135 (377, 3) — tö niKpov
(dXjiupöv) BoXcirniq s. 6dXaTTa.
inX€iv, TrfXricri^. et \a\ cöti imavöv koi
nuKvöv, oufte auvievftt ^ai iriXeToGai
oI(Jv TC Xuthos (220, 15) vgl. {eivai 40
Kcvbv) oTi (pa{v€7a> evia opviövra koi
niXouucvo Leuk. A 19 (347, 7) v. dnp
Anaximen. A 6 (18, 25) 7 (18, 38j v.
uxp6v(?) Xenophan. A 46 (43, 22) ye-
<po5 ifCTnXTjibieyov A 43 (43, 12) är\p = 43
•ff^C TrfXrjöi; Parm. A 37 (111,12) mX^-
©nvai €K Tujv aXXuuv tu ncpfYCiot Bm-
ped. A 49 (161, 33} (OaXaTrav) löpÄra
Tf^<; Y^^ . . . &iä "rtjv im tö itXüov n(-
Xriöiv A 66 (163, 25 vgl. 23) ditoppo(a(;
TtiXouiu^va^ [kxix Tf|? eiTi<pov£{aq toö
KaT6nTpou)A 88 (171,31). VgLniXoOv.
itCXn^a. (Ta aOTpa) triXi^noTO d^po?
Anaximandr. 18 (15, 89) nupö; He-
rakl. Parm. 12 A 11 (59, 1) = 18 A 39
(111,25).
iriX^ai^ 8. itiXciv.
iriXiov. luffncpci ircpt Tf|v i'i|ii€T€pav kc-
(paXf)v OTpeq>€Tai tö mX{ov Anaximen.
A 7 (18, 47).
iciXoOv. vltpfi ir«\oeff8öt Demokr. A 99
(368, 29).
trtjLieXii opp. Icrxu? Tf^<; Tpo<pf)^ Demokr.
A 153 (381, 23).
ni|nnX<ivai. irfiuuXavTai dcppoaovrj^ Kol
ep(i<J60<; Demokr. B254 (430, 10) nXf^-
Tci euphpoic; Parm. B 1, 13 (114, 19}
trXfjvTO irupo? B 12, 1 (123, 18).
invaKoiriüXn«: Krit. B 70 (629, 8).
ir{vaS Tf^s olKOU^ievii? (Y€urrpa<P"t6^)
Anaximandr. 6 (12, 37. 41) tP^voi ti
0Ü|LxßoXov €vn(voKi Pythagor. D 7 (286,
30 ff.).
Tr(v€»v. it(vuiv Mri iroXXä X^y^ Chilon
73» 3 (521, 18) n(v€tv önöoov xev ex^v
dq>(Koio otKaÖ€ ktX. Xenophan. B 1, 17
(45, 5) vgl. loeeiv koi irfvciv oiümiierpa
npöq tö <ppoveiv Krit. B 6, 26 (616, 4)
nCvouoi ToaoÖTov, uiöt€ <pp€v' €l? iXa-
pdv kktAhxi . . dY€iv B 6, 15 (615, 24)
vgl. irdoi^, irpoTioaK. Tjöoval . . . 6x6-
oov &v xpdvov iadiwaw f\ n(viuotv De-
mokr. B 235 (427, 5) iaQkv, irivcv,
dqppoöiöidZcv Dialex. 1, 16 (637, 24)
noXXd irfvovTO firj |i€Sikiv [Demokr.]
B 300, 19 (445, 11) ttjv irap' aOTtlii cko-
öToq ir(v€i Krit. B 33 (623, 20) it(v€iv
TT|v auTrjv oivo(p6pov xuXiKa B 6, 2
(615, 11} oivetv . . hc, kaQXa muiv dvo-
cpaivrit Xenophan. B 1, 19 (45, 7) —
ir{vovTa Y^WKUv oTvov Xenophan. B
22, 3 (50, 9) iroXXdKK dvdYxii uöiup ui-
vciv ou KoSapöv Krit. B 34 (623, 28)
TC ööoTa nivdjacva irdvTa ix xr\<; 6a-
Xd<y<j»)i; Hippon B 1 {226, 8 vgl. 6).
irivuTdg .pOOoY Mus. B 11 (486, 16).
491
•triTTTeiv
492
■trfuTCiv. (ar]^if\ia) öKopirCou el^ a\a
TTfiTTei Kleostr. B 1 (602, 19) äjuaHiTÖt;
de, <pp€va rtimei Emped, B 133, 3 (212,
12) depo^ ÖYKO<; . . . ireoOuv eui rpn*
fjuna B 100, 13 (201, 2) (iftovjv Karä
TaT«v) dvaöTpeqpojLiai B 119, 2 (208, 21)
ctpaiÖTata Euv€Kup0€ 7r€ö6vTa B 104
(202, 18) ireöovTa yir\ dvaipeiaGai Py-
thagor. C 3 (279, 85).
Triffreü etv. |af) irSoi maxeve Thal. 73=* 3
(522, 9) |Lif) itäöiv, dXXd ■ro'ic, 6ojci|aoiai
iriOTeüciv Demokr. B 67 (401, 18) m-
öT£ÜovT6(; m. Inf. Fut. Archyt. B 3
(262,17).
iri'ffTi^. Treue. öepAireue itföTiv Pittak.
73a 3 (622, 19) |u»i ae öiaßaXXerw \6to<;
•npbc, TOU(; mareiuq KeKoivujvrjKOTa^
Thal. (522, 2) eüaeßeli; irpöq rovq cpi-
Xou? Tf^i it{(JTei Gorg. B 6 (557, 32)
TclOTiq CK rf\(; €uvo|Li(a(; Anonym, lambl.
6 (633, 21) €i))ueTäßoXov . . ttiv tt]^
b6ir\c, ir{öTiv Gorg. B 11 (559, 9) ...
eXarrovi iti<jt£i tüüv dve|niuv ftcftcxai
[Demokr.] B302 (446,23) — Vertrauen.
öifiiv exujv irföTei Emped. B 4, 10 (174,
19) Olaubtoürdigkeit. Y^dwv idöriv
€puK€ B 4,13 (174,22) Glaube, Über-
xeugwng. ttiotk; oXrierjc; Parm. B 1, 30
(115, 12) 8, 28 (120, 7) TtföTioq iöx"«;
B 8, 12 (119, 9) 6pM»i Emped. B 114, 3
(206, 4c) TTcpt TUJv6e Xi^oHuXoi; euXero
m'öTi? B 71, 1 (193, 16) n(OTic KaXei-
xai (i^ &€Ka<;), öti ... bcKd&i . . . rri-
<mv ^(.^aiav exo^ev Philol. A 13 (236,
21) Beiceisstück. itap' iwxkxuv XaßoOöa
tck; Tr{öTei(; (qpprjv) Demokr. B 125
(408, 20).
TTiOTÖ? defiu. Herakl. A 16 (60, 23) Tti-
öTov XÖYOv r|6e vÖT^^a Parm. B 8, 50
(121,11).
iT{öTiu|ia. irap' i\\iexkpr\c, . . iriOTDuiLiaTa
Mouan«; Emped. B 6, 2 (175, 6).
nföTWOi^ KOI ^Trm((JTUJOi<; rhetor. Theo-
dor. 74 A 26 (534, 28).
TTiouvo? (N€iK€i) Euiped. B 116, 14 (207,
20).
■in(pai5<iK€iv. iriqjaiiaKujv Ttefpara inO-
eiuv Emped. B 17, 15 (178, 12).
it(u)v. ök^Xo? Xenophan. B 6, 1 (47, 11)
|ueXiT0<; B 1, 10 (44, 26) — uieipa -^ ou-
5€vi 2u|uq)^p€i q)UTU)i Menest. 6 (220,4).
TTXdftii. Schwammigkeit. trXdöric; tuxövto
5 Emped. B 75, 2 (194, 7).
itXdZeiv. oKÖao iv6aXM0'iat öiaXXdöaovTO
dvd TÖv T^epa irXdZIci i\\xka^ Demokr.
C 5 (448, 3) — KUT dpxct? TrXdZcöSai
xfiv Yflv A 96 (367, 46) uXdZieTai dv-
10 6ix' eKoara Emped. B 20, 5 (180, 8)
ööa KU|aaToei6u)<; . . . -nkSLexai Demokr.
B 126 (408, 28) tumvoi knX&Lovro ßpa-
Xiovec; Emped. B 57, 2 (190, 8) rf^Xe
ludX' ettXdxenoav Parm. B 8, 28 (120,7)
15 TrXaKTÖv voov B 6, 6 (11 19'. Vgl.
irXdTTeiv.
TcXaväv. (6 Y^w^^^ X^^ot;) bmftuvuuv
irXavdi tu dXXa koi uTpctivei Demokr.
A 135 (376, 4) — 6|U)iaTa . . . €irXa-
20 väTo Emped. B 67, 3 (190, 9) Yu'ia B 58
(190,11) ^v löi Tr€irXavri|Li€voi eiöi Parm,
B 8, 54 (121, 16).
rrXdvTi. ßioTO<; . . . irXdvr] Krit. B 15,8
(617, 9) dYKupTißöXiov odXou koi ixXd-
2.5 \y\<^ Demokr. B 148 (411, 12).
TtXdvriq. TTepl x&v TrXavriTujv Tit. De-
mokr. A 33 (367, 22) = B ö^ (387. 24)
Touc; OTcXaveTc; . . öuv&ebeoeai T«Jüi xpu-
(JToXXwi, Tou^ TTXdvrjTOC dveioöai Em-
30 ped. A 54 (162, 13) itXdviiTe? = kuv€(;
xf^^ TTepöeqpövTig Pythagor. C 2 (279,
24) Stellung im All Anaximandr. Me-
trod. V. Ch. 2, 18 (15, 42) Philol. A 16
(237, 18) Demokr. A 40 (360, 17) 86
35 (366,33) xoT<; dtrXavemv dvxKpepeofÖai
Alkm. A 4 (101, 9) suspicari ee pliires
»Ullas esse quae currant sed nee nu-
merum illarwn posuit nee nomifia
Demokr. A 92 (367, 30 vgl. aber
40 Z. 26) (xöv Komixriv) cva xüjv nXaviixujv
doxpojv Pythagor. 30, 5 (232, 13) auch
Hippokr. V. Ch. (232, 34) x. KOMnxac;
öüvoöov TrXavtixuiv Anaxag. A 1 (294, 6)
öu|Li<paoiv Anaxag. Demokr. 46 A 61
45 (308, 34) vgl. 35 A 92 (367, 25;.
itXuE. irXdK«^ aujLnrdvxwv öaXuoafiuv
Xenophan. A 33 (41,37) r\ evxö(; xü»v
K0TX"X(a)v Demokr. A 135 (377, 28).
493
TtXnTn 494
nXda^ia. nkaanara tüüv nporepuiv Xe- '
nophan. B 1, 22 '46, 10).
tf k da Tifl i\ xa^KoO Q\rfaTr\p Krit. B 1
(613, 22).
irAoTOTn Archyt. A 2 ;2öl, 10) 10 [253, 5
14).
TlXäTO^. lOT] ILlflKOc; T6 TlXctTOc; T€ ;'<l>lA6-
Tf)«;) Emped. B 17, 20 (178,17) ]unKo<;
TtAdroq ßdöo^ => ömjia Gorg. B 3 (553,
26) lUQ €üeu €v ^iHKCi, ouTWt; €v TrAatei 10
TÖ ö^ioAöv Pythagor. B 27 (276, 13)
31 mxa ■nkÜTOc, Texvri iDemokr.] B 300,
18 (444, 33) — Toö uv|;ou<; toö dito xf\c,
fns tk TÖv oüpavov . . . TiXeiova elvai
Trjv KfflTa TÖ TiXaro^ öiaöraaiv Emped. 16
A 50 (161, 35) Trjv f^v .... koi to
aöTpa TidvTa euoxeioGai rdii depi biet
itXaTOc, Anaximen. A 7 (18, 40) vgl. A
20(20,34) TtXdTot; •{?[<; opp. ßdöo^ Ana-
xinaandr. 10 (13, 34) tö irXdTo; aiViov ^o
clvai TOÖ neveiv (Triv yfivj Anaximen.
Anaxag. Demokr. 2, 20 (20, 28) vgl. A
6 (18, 26) Anaxag. A 42 (301, 33) fti-
öKoeiöfi TujinXaTei (Trjv xf^v) Demokr.
A 94 (367, 41). 25
irXdTTeiv. (= TrXdZeivj f|v (ööi»v) irXoT-
TovTai Parm. B 6, 5 (117, 18) bilden.
TuxTi«; eifcujXov citXdaavro Demokr. B
119 (407, 23).
TTXaTÜ(;. ... dvoKiuxcueiv Tct irXaTta tüjv 30
•XÖvTuuv ßapöq opp. to OTCvd Demokr.
A 62 (363, 39) — f^ irXaTu^ a. itXdTo?.
TiXoTÜv li)^ ireTaXov töv f]Xiov Anaxi-
men. A 15 (20, 5) irXaTca [axr\^iaxa.)
Demokr. A 135 (377, 33) ~ -rrXaTeo^ 36
itap' opKou Emped. B 30, 3 (184, 20)
nXaxUaoi . . opkok; B 115, 2 (207, 8).
n\(.i&q [Vergiliae] s. Reg, II Plejaden;
dazu cirrci al uXeidbei; Pythagor. B 27
(276, 35. 37) praevisa olei cariiate fu- 4o
iura ex vergiliarum ortu Demokr. A
17 (364, 38) xopeweiv dnö löimepiaq
iapivfl^ €iuq TrXeidftoq dvoToXf)^ Hekat.
B 5 (459, 29).
TrXcfuiv 8. TTOXu^. 45
irXcKC IV. nXelavra . . vjibd<; Krit. B 1, 1
(613, 14) TrXcKToix; öTeqpdvou^ Xeno-
phan. Bl, 2 (44,17).
nXeovao^o^ onepjuaTO^ Emped. A 81
(167, 2. 5) uTpaöia<; Diog. A 30 (333, 10'.
TrXeoveEia opp. iaoTac; Archyt. B 3
(262, 13) nXevefci'r] t6 irdvTO XeY^iv iurj-
bev be eSeXeiv ctKOuciv Demokr. B 86
(403, 14) trX. verwerflich Anonym,
lambl. 6 (632, 23 ff.) ßaoiXea, Tupawov j
eS ävon(a<;, nXeoveHkic; 7, 13 (636, 4).
ttXco^ 8. TrXeuj^.
irXeuiiuiv Anaxag. AlOö (312,16) 'irXcu-
ILiova' KctXtüv TÖV NauOiq)dvnv v. Epi-
kur. 62 A 7 (463, 24) 9 (463, 38).
irXeup« Mi^tthem. Pythagor. B 19 (273,
44 f.; 21 ■274, 7) n. ö. ai uXcupai 'tto-
XuYiuvou) öm ö)LiiKpoTtiTa eqpapnöoouai
Tfji ToO kükAou TTcpt^epeCat Antiph. B
13 (594, 5 vgl. 693, 24 ff.).
TcXcupöv. ox«2ovTat . . . eni tö irAeupov
((pXeßeO Diog. B 6 (338,8) xoXtiv dirop-
pafvetv npöq ... tu irXeupd Ana^a;?.
A 105 (312, 16).
xrXcupTTK Hipparch. 55 C 7 (449. 12).
nXivjq. TiXfi «= TrX€ri Diog. B 10 340, 6
tö TrXeiov' feuo örmai'vciv trap' "O.uri-
pu)i Metrod. v. L. 5 (326, 27) — tuv
irXeov Parm. B 9, 3 (122, llj ttXhuv
€Ot(v (tö öv) Meliss. B 7 (146, & vgl.
147, 3) TÖ dpaiöv ouk dvuOTÖv iiXtujv
elvai o^xoiwc, t&i ttukvuh (146, 11) Kp{-
öiv TauTT^v xpn tionfioaGÖai toO TrXeu)
KCl ToO ^i] itX€U) (146, 13 vgl. 147. 1.
2. 3) qppovTiöuJv irdvTa -nXka, Antiph.
B 49 (599, 16).
•reXriY*!. dvdfKr} = irXriYn öXrj^ coni.
dvTiTvnria, q)opd Demokr. A 66 (364,
14) plaga A 47 (361, 11] <puoet dKivr]Ta
To OTOiua TtXiTf n» KiveloGai (361, 13, vgl.
Leuk. A 24 (347, 29) KivcioSai rü öo»-
laOTO ^f\xe UTTÖ fi&pOVC, ^»^T€ wXllYfj^,
dXX* uirö öei'a«; bwa^iewc, Ekphant 1
(266, 33) ai dtrö tAv irveujidTiuv nAnT«'
Leuk. A 24 (347, 40) vgl. Metrod. v. Ch.
A 15 (451, 46; — uXT]Yf\i (sc. Ofou)
v€|Li€Tai (Herald. B 11 (64, 7) vrcb nXr\fr\t
(KepauvoO Ato^) . . irdvT' £ppiTa(öiv)
Kleanth. heraklitis. 12 C 4 (86. 32 —
ou öuvaTov eöTiv f\pLev ^»öqpov ^ir\ ft\r\~
6e{0a^ TTXiTfä<; tivwv ttot' dXXoXa, Ent-
495
TrXfjGoq
496
stehung v. irXaT« Archyt. B 1 (268, 14.
16 ff. vgl. 259. 3. 8. 11) — änocmaTa»
TrXr.Tfii Tivi luiepiZöjLievoc; (äv0pumo<;;
Deraokr. B 32 (398, 2).
trXfiöo^. (öToix€la) d(6ia irXi^Gei koi öXt-
YÖTTiTJ Emped. A 28 (158, 6) — ort«-
pov Karä irXr^6o<; opp. Karä \i€f€Qo<;
3 A 5 (18, 16) TÖ KOTct irXf^eoi; Zenon
B 3 (135, 4) vgl unten Z. 18 ff. 28. 31.
37 — Iv Kai ■itXi^8o(; : äpxal Pythagor,
14 A 3 (100, 33) = 4ö B 6 (271, 21)
dvdtKI »1 t6 ev elvat t^ t6 irXfiOo?,
äbvvaxov trXf|9o5 clvai €v rot? oOoiv
Zenon A 21 (130, 31 fif.) cnreipov tö
uXf^eo^ tOüv övtuiv : trotXaioi aoqucxai
25 A 6 (221, 28; = 76 B 1 (552, 6;
6|aoO irdvxa xp^l^axa i^v, äireipa Ka\
iTXf|eo<; Ka\ OjuiKpörrjTo Anaxag. B 1
(313, 32; artip^xaxwv ducfpurv TrXf^eo«;
B 4 (315, 21) TÖ . . irepicxov oireipöv
6<jTi TÖ wXf^eoi; B 2 (314, 6) tuiv dnro-
Kptvoju^vu)v jufj €löevai tö irXi^eoq B 7
(316, 21) (dj^p, ale^p) ^liftaxa eveöTtv
€v Toi(; (Jdpmaai koi itXt'jOet Kai ix€fi'
Oei B 2 (814, 2) laov uXf\9oq B 3 (314,
19) foat ncilpai . . . iTXr\Qo<; B 6 (316,
11) loa ■n\f\6o(; (316, 16) rä |U€v trrojua
aiictpa Tüii irXiiOei, tö bk k€vöv ätrci-
pov Tüll nefiQei Leuk. Demoki'. 54 A
15 (346, 19flF.) tac, ätÖihoix; amelpovc,
€Tvai Kaxä fxbfeQoi; koi irXfJöo? Demokr.
A 1 (352, 26) axtj.ußTwv aircipov tö
TtXi^eoi; Leuk. A 8 (345, 4) u. ö. elvai
TÖ irXfiÖoq (Turv irpOuTUJv 0a)|LxdTUJv)
ujpiafifevov KCl oüK (?) Sweipov Ekphant.
1 (266> 31) (KÖöjltOl) «1T€ipOl KOTCl TÖ
nKfiQo^ Metrod. v, Ch. A 6 (451, 24)
vgl. aireipoc; — utrö toO TrXrjOeo^ tujv
€T€poit&C€UJv Diog. B 5 (336, 15) —
TÖ wXfjöo^ Tü)v dtaOuiv Thraaym. B 1
(577, 6).
wXrjöueiv töv NeUov Thal. AI (6,13)
16 (9, S3).
itXt)ktik6(;. öuvamq Leuk. A 24 (347.
29).
ItXflKTpOV. XajbllTpÖV trXf^KTpOV 1^X(oü
q)<io<; Skythin. heraklitis. 12 C 3 (66,
' 17 C).
nXi^|i|bieXeia. qpepeiv npaeuK; ■akrit^xi-
X€iav Demokr. B 46 (399, 18).
irXnMMeXi^i;. ipöeiv ti irXrmjueXeq De-
mokr. B181 (418,17).
5 nXimoxör)- irXri|uox(ia^ • • ■ Trpox€U»|uiev
Krit. B 17 (618, 16).
irXiiv m. Genet. Anaxag. B 11 (318, 2)
12 (319, 10) adverb. Demokr. B 176
(417,11).
iottXt^pti?. Xpövoq irepi . . dcvdwi f>€u-
luoTi nXiipti? Krit. B 18, 2 (618, 82) —
tö irXf]pe^ (u. K€vöv) Bedingung der
Bewegung, toutujv tö txkv ouk dv öe-
Saadai, tö be ouk elvai oüöev Meliss.
15 A 5 (136; 974* 17), aber tö ttöv uXfj-
p€? A 1 (135, 25) TrXtip€(; {plenum,
= öv, &6V, vaöTÖv, öxepeov, adnxa,
ciTOiuoi) u. Kev6v (inane, = ouk, |nfj öv,
oüöcv) dpxaC öToixeta (tö ttöv u. ä.)
20 Leuk. A 1 (342, 35. 343, 2) 6 (343, 45)
(ttjv dT^iLtuiv oüöfav voottiv koi irXiipii
inTOTieeMevo<;) 8 (345, 7 ff.) 10 (345, 24)
11 (345, SOj 12 (345, 36) (tö Kup(u.'(; öv
Tra|UTrXinpe<; öv) 7 (344, 23) Demokr. A
25 38 (359, 33) 40 (360, 8) 44 (360, 41) 45
(360,43) 51(362,3) 60 (363, 18) u. ö. Me-
trod . V. Ch. A 3 (461 , 7) B 1 (453, 12) dafür
döiafpcTO A 2 (451, 4) vgl. kcvö?. tö
irXfipe? depo? kcvöv etvai : ol dvOpiüiroi
30 64 A 19 (346, 47).
irXripoOv. oeXjivnv ttot^ rt\r]povfxevr\v
iioT€ |U€iou(ievnv Anaximandr. 11 ^14,
11).
TrXripu)<Ji<; opp. k^vujok; Pythagoi\D8
35 (290, 7. 288, 20).
TTXYioidileiv. avBpaxe? TrXriffiäaavTC?
TU» TTupt Herakl. A 16 (60, 17).
•n\r]a{o<;. dvexou uirö tüüv irXrjöfujv ni-
Kpd eXaTTOU|i€vo(; Pittak. 73» 3 (522i
40 15) — adv. irXriaiov irou Antiph. B 49
(598, 24) libv km töv ttXtiöiov (vgl.
TTcXa?) KOKü/i; noiiiöujv B 58 (601, 12)
^XT\ KaKoXÖTCi Toix; uXtiöCov Chiion 73*3
(621, 20).
45 itXi'ymö TvüJvai Gorg. E 8 (558, 10;.
(■nrX{v0O(;\ latere fabrieafa maeeries
Demokr. B 28 (396, 28).
rtkolov. TrXo(uJv dwocfTaöiv 6€txvC»vai
497
TcveOiua
498
Thal. A 20 (10,22) tou^ eiri tuiv rrXof-
lüv q>aivo^^vou(; olov dcrr^pai; Xeno-
pban. A 39 (42, 42).
irÄ.oK€u?. Handwerk Hippokr. 12 C 1
(84, 39) TrXoK€uq = TrXoKctv (jitaBuiv} 5
Epich.(?) B3 (91, 8].
irXoKi^. irXoKäv (moöiöv) Epich(?) B 3
(91, 8).
iT^ouöto^. ouT€ itXouöio<; (Ö) €v5€IW
ouT€ uevri? 6 txi] evbeiov Demokr. B lo
283 (436, 14) ck irXouöfou rtiv^<; u.
umgek. Anonym. lambl. 3 (631, 19)
ir6vii<; Ouv tÄquoioi^ |nf| emTiVo Bias
73» 3 (513, 7) Ol trXouöioi 5i66vti toI?
b^otxivoic, Archyt. B 3 (262, 16) — 15
ävdxKti (töv depo) oTreipov ctvai koi
TTXoÜöIOV ölä TÖ |Lir]66TT0T£ CKXc^Trciv
Anaximen.] B 3 (21, 31) OKajoTiTra
trXoitöiav ouvoiKov €X€iv opp. aotpf)
n€v{a Ki-it. B 29 (622, 18). 20
nXouxetv. ^möiov Thal. AI (4,6) 10
(8, 28) fir) trXouT€i KaKiü<; Thal. A 1
(6, 11) 73a 3 (622, 1) tmc, koköv t6 .irXou-
reiv Km öiriu^ dYoOöv Prodik.(?) B 8
(672, 16). 25
irXoöTo^. ttXoOtiui <piX(av (iEet^ Biaa
73» 3 (623, 12) dvdSiov dv&pa mh ^nal-
vei öid ttXoOtov (523, 8) — nXoOToq
Ursache d. Verlotterung Herakl. B
126» (Nachtr. z. S. 79, 15) nevirj ttXoO- 3ü
To^ övöiuara €v6€ir]q koi KÖpou De-
mokr. B 283 (436, 18) öM»Kpä SpeSK;
n€v(tiv iöooöevea nXoiJTUii troieei B 284
(436, 18) b6ia koi TrXoöTO(; dv€u Huvl-
öioq ouK äa<pdkia KTrijuara B 77 (402, 35
16) vgl. ndvTO xd ToiaOxa (wie ttXoO-
xoc, b6ia) cXdxxovi iriaxci xüjv dvemuv
fceftexat [Demokr.] B 302 (446, 22) ouk
ccrxiv . . doqxxXrj«; uXouxou -auXeibv . . .
B 288 (437, 11) 6 xujv ä^aQdjv nXoO- 40
xoc opp. a\ xu)v Tteiraj&euiLievuiv eXirC-
&€<; Demokr. B185 (419,15) xp^Motiuv
irXoöxov irapaaxwv, xoO KaXtöq (ppovdv
(hk) irevirra troinöa^ Antiph. B 64 (600,
28) nX. dtrö KaKf\c, eptaair]<i irepiTivö- 4S
Mcvoq Demok:-. B 218 (424, 18) öiriveicTi«;
cm iräöiv . . . itXoÖTOu £-5n9u|Lifa [De-
mokr. 1 B 302 (44Ü, 1) iräc; dvrjp xoO
itXouxou 6p€Y€xai Anonym. lambl. 4,4
(632,8) 6u)na? irXoiixou Km xiixi? kö-
XaKa<; Antiph. B 66 (602, 25) ttXoOtov
ZKoirdöurv Krit. B 8, 1 (616, 14) —
(jj^Kiöxov TtpaTrCöuiv iKxrjöaxo itXoOxov
Emped. B 129, 2 (211, 16) « 132, l
(212, 6).
nXuvxp((; Menest. 6 (220,6).
irvfTv. iaa (ppovoOvxac; loa irveovxas
Antiph. B 49 (598, 18).
TTveujua. Luft. itvcOjua (rtOp, uYpövu.a.)
ILiepn xiiiv öXiuv Aegypt. 60 B 7 (460, 26)
= Z€ii(; (460, 30) ^k xoO tövou (Zdv-
xo<;?) nOp, iiv€0|LUX, uöuip Pherekyd.
A 8 (606, 31) oXov xov kööiuov trveöiaa
Km drip it€pt€X€t (Xetexai ouvuivi5mu^
dfip KOI TTveOfia) Anaximen. B 2 (21, 18)
irveö)Lia Ursache des Gewitters usw.
Anaximandr. 23 (16, 22) Anaximen.
A 7 (19,6) Herakl. A 14 (69,18) {spiri-
ius) Diog. A 16 (330, 16 ff.] de» Erd-
bebens (spirittis) Anaximandr. 28 (17,
11) Demokr. A 98 (368, 9) kl dirXoö
Km MovoeiöoO^ depo^ K0^ irvciijuaro^
xd Zuim Anaximen. B 2 (21, 20) —
döKÖv ßaTTxioai TtXnpri iTve«}|itaxo^ Ze-
non (?) A 18 (130, 2) itvei5|naxo? cUcf-
TTOvxoq, ^junfirrovxoQ b. d. Wasserohr
Emped. B 100, 15. 21 (201, 4. 10) xnv
dKorjv Y{veö9m Kaxd upöoirnuaiv nv€u-
Haxo? A 93 (172, 26) — (beim) Atem.
xö Trv€0|ita x6 pev iXjcei, xö 6e lüeet
Hippokr. 12 C 1 (84, 16 u. ö.) ä^a x&i
dvaTiv€tv dvdfovxa xö irvcO^a npcx; xöv
CTKeqpaXov Alkm. A 6 (101, 19) xö
twiQM ^TTlÖlTäxm xö €KXÖ? TTVeOfiO
tj;uxpöv öv, €lxa ^ktc6htt€i kxX. Philol.
A 27 (239, 4 ff.) beim Sprechen, Singen,
Flöten Archyt. B 1 (260, 7. 12) Onö
loxupui rrv. (260,2) aqpobpfii (259,16)
q)wvfi<; aixiov iiveO^a (Demokr.) C 6
(448, 30 f.) sommcm indigentiam Spiri-
tus Demokr. A 136 (379,17) — rhetor.
irvۆ|Ltaxo(; f^pEe v. Gorg. A 1 (644, 9).
\g\. irveuinaxtKÖ^, ■nveuMaxui&Tic;.
pr4n«?(itv€Üfiaxo). dv€|iiurv nv€Ojua
Emped. B 84, 4 (196, 82) irveöMO (sc.
dvcMOu) xÖJi H€v ^lyöVT» Hn;xP<^v, tüii
499
nvCUMQTlKO^
500
6£ lur) ou Protag. B 1 (636, 25) — tö
trpuiTOv uypov biartiiaai ■nveü^ata
Anaximandr. 27 (16, 42) Entstehung
V. nveuiuata Xenophau. A 46 (43, 22)
Herakl. A 1 (55, 41) (Anaximandr.) 5
Diog. A 17 (330, 24) Diog. A 9 (329,
4ö) iraXfvTiTa irveuuaT' eitalac, syn.
av€|Lioi Emped. B 111,5 (204, IC) örav
TevujvTai . . . o|jßpoi re Kai iiveuiaaTa
unevavTl'a dXXi^Xoit; Antiph.B29(ö96,8 lo
vgl. 1 1). Vgl. dnp, äveiaoi;.
Hmtch = Seele, causam motus
aqttae spiritu?n insidentem Thal. 71
A 5 (505, 32) \a7tima} principium
mundi Epich. Enni 49 (97, 9) Iev inr<ip- 15
Xeiv Trv€ö|na tö 6iä novrö^ toO köö|uou
ftifJKOv vuxf)<; Tpöttov ktX. Pythag.
Emped. 21 B 136 (213, 22) m^uxi] =
Spiritus inserius atomis Demokr. A103
(369, 32) imuni nohis de coelo spiritum, 20
altcrum terrcnis soniinibus cornpara-
tum Pherekyd. A 5 (506, 1) i\ »jjuxri
trveO)tia Xenophan. A 1 (34, 20) y«
M€v £}? Yäv, irv€0|Lia &' ovcü Epich. Gn.
9 (93, 3) KaTÖavuiv • ävuu tö Trv€ö|ua 25
6ia)aev€i kqt' oupavov 22 (94, 7) [plan-
tam) habere spiritum Anaxag. A 117
(313, 25).
Oeist. ^€T evBouaiaöjioO koi iepoO
. . cv'ifirtTo^ Pemokr. B 18 (394, 3). so
1TV€U|HaTtK6q. X'ÖVu OTUV ÖU|U7r€piATl-
(pef|i Ti TAI utP*i Trv€U|LiaTiK6v Ana-
ximen. A 17 (20, 15) KO»\(a ir\<^ Kop-
ö{a<: nveuMOTiKi^ Diog. A 20 (332, 11)
\)\r\ ai|iaTixfi koi irveufiaTiKri Nahrung 35
d. Embryo Emped. A 79 (166, 29) n
öuvam^ (toO 0n6p|uaTO(;) nveujuaTiKii
Demokr. A 140 (379, .36).
nveu^OTOuv passiv, v. äiip Leuk. A 24
^ (347,35).^ ^ 40
TEVcu|iaTu>6ii<;' TÖ onepiLia Diog. B 6
[336, 19) vgl. spiratione adductiis Spi-
ritus sanguifiem suspendit, semen =
sperma sanguinis spiritu coUisi (337,
7. 9). 45
nveuiiUJv. raXq dvoTTvoaTt; tcRc, ottö toO
iTV€\5|4ovo(; Emped. A 94 il72, 28) tö
6€pj*6v .. Trpoxu0evToe toO ßpccpou^
TÖ \j)uxpöv ei<; töv ttveuuova €q>eXK€-
öBai Diog. A 28 (332, 39) Oamvai irveu-
jLiöviwv orlpafre«; ... <piüvfi(; avriov
iTV€ö|ua TiKTouaiv (Demokr. C 6 (448,
30).
iTVo(i)yi. Wehen. ineia&feoQai (so. em
TÖV oupavov) CK ToO OTreipou xpövov,
iivo»iv, TÖ Kcvöv Pythagov. B 30 (276,
43) (nvoiai dveiitoio) Xenophan. B 30,2
(51, 9) (dvejuoi) nvoiaiai KOTaqpOivvj-
öouoiv dpoüpa^ Emped. B 111, 4 (204,
15) Atem. Ttvoii^c; XeXöyxoöi ndvTO koi
ööMUJV B 102 (202, 8).
nobafpa Hipparch. 55 C 7 (449, 12).
troöelov Krit, p 65 (628, 8;l).
TTo6iTf€T€iv (Tdfaöd) Demokr. B 173
(417,1).
Tro6iaiO(;. miKei ov öumueTpoi tj^i iro-
6ia{ai (xpinoui;, TrevTeirou? usw.) Theo-
dor. 4 (233, 14).
TTOÖoxtJÜv Antiph. B 96 ,605, 24).
TToeelv. uoBeovTa (pi\r\v erri y^wov
iKeoeai Emped. B 110,9 (204, 8) dXXri-
Xoiai iToeeiTai B21,8 (180,22) iroe»!-
TÖ^ laöXXov f\ {poßepoq [Demokr.] B
302 (445, 39).
uöeev Emped. B 17, 32 (179,9) ir. ouv
B 14 (177, 2) Tic; noGev Xenophan.
B 22, 4 (50, 10) Trni TröGev Parm. B 8, 7
(119, 4) aXXoGev TToGev Hippon B 1
(226, 6).
nöGoq Emped. B 64 (192,16) ö uöGoc
ou öuvaireGavev Gorg. B 6 (557, 32).
TTOi'a. OTTaXfit irepi iroir)» (irepiTtoia Hdss.)
Emped. B 101, 2 (202, 6).
Ttoieiv. aktiv, dist, npdrreiv, ip-jaZt-
<jGai (Prodik.) A 18 (566, 18 f.) —
AÜanep KoGeüöovTa^ iroieTv Kai \ifnv
Herakl. B 73 (73, 1) dXriGea Xetctv
Ka\ TTOieTv KaTÖ qpuöiv €itaiovTa(; B 112
(77, 20) vgl. TÖ öeov . . . koi iroielv
(koi eäv) Gorg. ß 6 (557, 18) ö lueX-
XcK Ttoieiv, \xr] Kife. Pittak. 73'' 8 (522,
11) ouTw TToieovT Herakl. B 5 (62, 1 7)
oÖTW . . KOTa dvGpiuTmjv . . . irouiv De-
mokr. B 259 (431, 11) KaKiI»^ iroiiiötuv
Antiph. B 58 (601, 18) Demokr. B 265
(432, 18) vgl. Sp. 501, 13 ff. — woiei
501
noiTiTri(;
502
«päpoc; Pherekyd. B 2 (508, 8) öiu|uaT'
enoi'ouv Xenophan. B 16, 4 (49, 8) (kö-
öMov) €no(riöev Herakl. B 30 (66, 21)
äve^ov cnoftioev (ubiwp) Anaxag. B 19
(321, 11) noi€iv vyöqpov Archyt. B 1
(269, 1) Tov TOMOv uoieööiv Pherekyd.
B 2 (608, 7) TrapaWayc«; inoiovv Krit.
B 36 (624,25) — ßinv i^ raxurfic; iroiei
Anaxag. B 9 ^317, 14) 6|ao<ppoaüvr]
q)i\{nv noiei Demokr. B 186 (419, 16)
lieZoveq öpileic, nilovai^ evftcfa«; iroi-
eööiv B 219 (424, 19) — oaa- vi^eaäic,
Tiüi irXiiöi'ov, auTÖ<; )Liri ' itofei Pittak.
73a 3 (522, 13) & eftÖKouv Tojq iieAa?
TTOinöeiv, Tra66vT€(; raOra . . ainoi An-
tiph. BÖS (601,21) ÖKÖaa etepOevTei;
Troioö0iv Herakl. B 1 (62, 2) |iri&ev
TTOieiv dv6ni'ni6£iov Demokr. B 264
432, 12) lUi'i Ti äxTipöv iroxetuöi B 279
(435, 16) TU» TÖ biKöia ttoieOvTi B 266
'433, 5) t6 KeXeu6|U€vov iroieiv Antiph.
B Gl (602, 12) TOÖTO TTOieiv Krit. B 37
(624, 33) raöra 6 itoiOüv Demokr. B
258 (431, 0) TOÖTO TTOioOvTa Antipb.
B 64 (600, 15) — (TCoXciuo^i toü<; laev
feouXouc; eiToi>iO€ kt\. Herakl. B 53
(69, 21) Toüc; q){Xou^ €x6pou^ irotf^oai
Antiph. B 49 (598, 18) . . . toO köXujc;
<ppov€iv irevJiTa Troiri<Ja(; B 54 (600, 29)
Tioioööiv Tct oIkio noXXd xe Koi ineToXa
Pherekyd. B 2 (508, 4) voöoo^ \)fieir\v
ciroi'riöev i^&u ktX. Herakl. B 111 (77,
18) öupeTpuJv xdan' dxav€^ Troirjöav
Parm. B 1, 18 (114,24) ouöcv civ neiZov
TTon^oeiev Zenon B 2 (133, 23) vgl.
Tibovf]v kitmdZova Ttorel Demokr. B
211 (423, 17) ßapüv Troinöci töv »jjöipov
Archyt. B 1 (259, 11) öHuv iroiel, ßa-
puv TÖV äxov (260, 10) drcXca^ nouT
TÖ? TrpiiEia^ Demokr. B 81 (403, 8)
öpeEi(; Trevirjv iöoo6eveo nXouTim uoi^ei
B 284 (436, 18) töv nTTiu Xotov KpcCxTiu
Ttoieiv 8. KpeiTTUjv, X6fO(; — m. Inf.
£no{€i öiaKpfveöGai Anaxag. B 13
,320, 2) i-nolr]aev dTroKpivtöSai B 12
(319, 6) — medial, aOXa uoietoGai
Gorg. A 1 (544, 24) opKou^ . . TroicovTai
Demokr. B 239 (427, 17) Kp(oiv iroin-
aaoQai Meliss. B 7 (146, 18) exatpouc;
iToioOvTai Antiph. B 65 (602,26) naXba
Troir\aaaQai (ck tOüv q)iXujv) Demokr.
B 277 (434, 14) fjv bi ri? tTOintai diTÖ
5 etJDUToö (434, 19) — otov . . . rr\v dp-
Xrjv 6p6u»q rrouioriTai Antiph. B 60
(602, 3) — Kaivöv . . . tov Xö^ov iroi»i-
(jo|nai Hippias B 6 (584\23) lOov ttoi-
oövToi TÖ ftidöTTnaa Archyt. B 2 (261 ,
10 21) Aiovuaoui ironuriv eTTOJoOvTO He-
rakl. B 15 (64. 23) enoiiiöaTO eauxoO
ao(pir\v [Herakl.] B 129 (80, 16) XÖtov
TT0i€Tö9ai ('i^uxn'i. öuJ^axo^) Demokr.
B 187 (419, 18) TTOieiToi (mu|Licojnevu)v
15 rpXaupiuv) B 48 i399, 23) — öooi dnö
Y«aTpö^ Tcic; rjbovct^ iroieovrai B 235
(427, 2) €1 Tt<; }ii] km toi«; 6vTiToiai
Tci^ f\boy/a.c, TTOioiTO B 189 (420, 6) —
passiv. vo|uiZ;ov iretroiriTai Demokr.
20 B 278 (43Ö, 10) Tu)v eu ircTrouiMtvtuv
opp. tOOv i^iuapTrmevuiv B 265 (432, 14).
Doxographie. -rrdoxetv u. -rroiciv
öid Tiviuv TTÖpiuv Emped. A 87 (171,
15. 20) vgl. Leuk. A 7 (344, 30 ff.) irouTv
25 KOI Ttdöxeiv fii Tufxotvouoiv d■Ir^ö^eva
(344, 26) ci |nfi ti kvbc, i^v dTravra, oük
dv f^v t6 noieiv Km tö ttuctxciv utt'
dXXnXuuv Diog. A 7 (329, 29) = A 19
(331, 5) TÖ aiiTÖ kcA oiuoiov elvai tö
30 T€ TTOtoöv KOI To Tcdöxov Demokr. A
63 f363, 44) vgl. A 135 ,373, 24) — 6
atGrjp TÖ TTOioOv, •f\ ff\ xb irdoxov
Pherekyd. A 9 (507, 6 vgl. 3) tö ttoioöv
aiTiov dvaipujv opp. uXr) v. Anaxi-
35 mandr. 14 (14, 32) vgl. B 2 (21, 22)
Parm. A 7 (107, 14) Anaxag. A 46
(303,38), uXii, 'troiiiTiKÖ<;.
Ttofrma. öid TTOiTiindTUJv q)»Xocroq)€Tv
Parm. A 1 (103, 3) eptpaivciv A 48
40 (112, 29) TTOiriiaaTa exiuv : cmi, Tparfwi-
biac, öiOupdußou? opp. KaToXof<iSilv
Xofovc, Hippias A 12 (582, 18).
iioir]aic,. TTepi no\r\oio<i Tit. Demokr.
A 33 (357, 44) = B 16» (393, 20) tto-
■«5 XiTe(a: Txoir\aic, Emped. A 1 (152, 7).
ito»TiT»i<; getadelt Herakl. A 23 (61,24)
döovdv, oü TTOT dXdöctav ttoi€övti
Dialex. 2, 28 (641, 2) vgl. 3, 17 (643, 1)
503
irotr)TiKÖ<;
504
öötk; (kc) irXcItfTa ^EatraTf^i oöxo?
apiöToi; 3, 10 (642, 6) negat sine furore
quemquam poetam magnum esse posse
Demokr. B 17 (393,21 ff.) iroinrn«; aaaa
&v fp6i(pr]x m€t' ^vBouataaMoO xai Upoö 5
TTvcu^oTo^, KoXd B 18 (394,2) tö Oirö
•növ TT. X€xö^6va oxjvikvai a tc öpOiS)^
ircnodirat xat & |li)^ Protag. A 25 (Ö84,
12) TCoinTvtiv (wie Orpheus, Musaios
u. a.) Hippias B 6 (584, 20) n(ivT€<; ol 10
-rroXaioi xarä Tf)v biddcotv 6.nobib6aai
TÖ qppovctv Theophr. 55 A 135 (377,
15) TTepi iroirjTuJv Tit. aogebl. Antiph.
A 6 (590, 28).
TT 0 1 Tj T i K 6 5. öuvafitq Einped. A 28 (158, is
10) no»)'nKÖv Kai eiöiKÖv opp. rtaQry-
TiKOv Kai »iXiKÖv Pythagor. B 15 (273,
15) — uoiirnio^i ^iriöcaöai v. knxa.
aoqtoi Anaximen. v. Lamps. 73^ 1 (518,
13) KaTO<p€i5T"'v T«juv ^k uoiryriKf\i; dv6- 20
fxaxa V. Hippias A 2 (579, 27) \biav
ToO x6-fou (oi>) KOTocpeuYouöav €^ rä
€K Tf^^ TtoinTiKfjq öv6|LiaTa V. Krit. A 1
(608, 7) ÖTraiTfcXfa ennvöiöjaevri noiii-
TiKotq öv6|Liaoi V. Antiph. B 44» (597, 26
21) iTOir}TiKf| <ppd(Ji(; Gorg. A 4 (546, 18)
X€Sk -Ä. 29 (551, 9) iTOiT}TtKun:lpoi<; \6-
Yoi? Xifiuv V. Anaximandr. 9 (13, 9).
icotKtX{a axt\yi6xiuv, txeffß(xiv (Lenk.)
A 24 (347, 25). 30
TtoiK(XX6iv. ^v auTwi (d. h. tulii qxipiut)
iTOiKfXX€i rf|v . . . Pherekyd. B 2 (508,9)
Ypaqpee«; dva9ii|uaTa noiKiXXuicri Emped.
B 23, 1 (121, 25).
irofKiXjio. oupavoO bepLac;, Xpovou Ka- 35
Xöv Ko{KiX|iia Krit. B 25, 34 (621, 22).
itoikCXo^. TToiKiXov Ti KCl TTcXuiraSc? . . .
Ta)Lti€tov Demokr. B 149 (411, 18) —
axofioi Leuk. A 24 (347, 33).
iTOivi^. T€{ffou0i uoivtjv Mus. B 22 (488, 40
29) Poena deus Demokr. A76 (365,31).
iroi6^. Karo ttjv ttoichv K(v»iatv (Xeno-
phan.) A 39 (42, 43) it&vxa |H€T€X€iv
fVvyii\<; woiä; (Demokr.) A 117 (371,
22) tOöv ZiwHjuv Tot ikvr\ bicKpiÖnvai 45
*!« Tä5 iroiot!; Kpdaeit; (Emped.) A 73
(165, 7) trjv i)fdav Tr|v oumueTpov t&v
iroiöW Kpaffiv (Alkm.) B 4 (104, 12).
TCOtÖTn^ cv Trerrdöi PhiloL A 12 (235,9)
i&ipa) Tal<; noi6Tr)<Tiv uipioji^vov Ana-
ximen. A 6 (18, 28) — Tct^ noiornra?
iKßoXXet Demokr. B 117 (407, 1) noiö-
TrjT€q v6pum A 1 (352, 36) 4E dnciuiv
Tüw XÖYWi GeujprjTiöv th(; aioöfjTO^
fCveoeai TOiÖTHTac A 124 (372, 11).
troiTrvu€iv. l'öca woiirvuouaa (Ktinpt;)
Emped. B 73, 2 (193, 20).
iToXe)Li€iv. Mn X6fiui dXXä Töi^ epTOiq
Pythagor. D 9 (291, 1).
iioXcfitO(;. adjekt. iroXlfiiov (Tai q>u0€i
TÖ n>€ö6o5) coni. 4xöp<iv opp. oikcIov
Ka\ ffi}|üi(puTov Phüol. B 11 (244, 4)
ir€pi Kivaö^ujv T€ Kai ^pncreiuv . . .
Tiiv iroX6fi{u)v Demokr. B 259 (431, 10)
Bubstant. töv toö öi^jio" cxöpöv iroXc-
Miov voMiZciv Kleobul. 73» 3 (620, 17)
KCTC» VÖ)iOU^ TOÜ? iraTpfou^ KT€(v€lV
TToXeiuiov ^v iravTi KÖapuui Demokr.
B 259 (431, 12) ö tiöv noXcinfüuv xpeia-
(Ju)v opp. Tu»v Vjöovtltv B 214 (424, 3)
xpöiraia tuw TroXcjiiiuv Gorg. B 6 (567,
26).
nöXcfioq. ctvTi €Jpiivn<; ^ttoXcilmüi t^-
v^aeai Thrasym. B 1 (577, 2) tö KaKci
iiifiaxa Tol^ dvöpiuiroK; iropßov, nöXe-
jiov . . .,, Kai toOto dvofioOai iLiäXXov
^nepxeoöai ktX. Anonym. lambl. 7, 6
(634, 10) 6 tr6X€no<; €Huje£v nöXXov
^ndtCTai 7, 10 (634, 21) iy t&i noXe-
fiwi & vt'xa . . . dYaBöv, Kaxöv Dialex.
1, 8 (636, 23) Tou<; noXcnou^ KaTcpYd-
ZiaQai Demokr. B 250 (429, 10) —
ir6X€|uo<; Kai ?pi? tö etti Y^veaiv drov
Herakl. A 1 (55,23) irdvriüv iroTiip,
ßaöiXcug B 53 (69, 19) töv itoXcmov
covra Huvöv B 80 (73, 28) iröXeiao?
eipnvn {Qe6c,) B 67 (71, 15) Beüum . . .
ad deum, revocat Parm. A37 (111,20).
■?joXi»iTri(; 8. iroXiTr^q.
noXiq. Singul. . . . €v euvo(iir|i nöXi^
€\r[ Xenophan. B 2, 19 (46, 11) voniui
toXi^ (iaxupCrcTai) Herakl. B 114 (78, 3)
Einteilung Hippodam. 1 (227, 17) 2
(227, 40) TTÖXtc; €u ayoiuev»! nefiOTi]
öpQiuaic, Demokr. B 252 (429, 18) ^u-
Xou? rt6X€u}<i Xenophan. B 2, 22 (46, 14)
505
iToXXaiiXaoCtuOK
506
<fir<x biytioalwv KT6<ivun' €k nöXeuii;
B 2, 9 (46, 1) ajLiiKpöv itöXc» xoPM« i^
Tu)i, £1 tk; deeX€Üu»v viKU« B 2,20 (46,
18) ÄXi^ T^MÜöouöi TTÖXiv Mus. B 22
(488, 89) &aa ttjv ttöXiv dvniaci tö s
X(up(ov Epim. B 10 (496, 13) eiiauröv
TtöXiv ^K nöXeui^ (p€pu»v Xenophan. (?)
B 46 (63, 14) Tr|v nöXiv KaToXiirclv
Herakl. B121 (79,1) irpööxvopov ir<SXiv
Krit. B 14 (616, 88) to Korä Tfjv iröXiv lo
Xpcvirv . . . nifiara i\y€\a9ai Demokr.
B 2Ö2 (429, 16) tüw iTp€0ßuT^piüv öp-
fli&^ Tf|v tröXiv ^inTpoiT€u6vTu>v Thra-
sym. B 1 (576, 81) <eTepu>v . . dpxöv-
Tu>v) iffj4 nöXciu^ oKouciv (676, 28) 15
Ttt |iiv äxaöd dpdüi^ btödoKCv ttjv
ItÖXlV ItpdffOCV, TO be KOKiS TlOq KU)-
Xöciv Dialex. 8, 6 (647, 25) — uoXk
Orvoir(u»vo? Krit. B 2, 7 (614, 7) —
Plural, tr6X€i<; Entstehung Protag. 20
C 1 (542, 7 ff.) T€VTi bH^ui Tr6X£a)v(?)
icai dnoiKCac; Hippias A 2 (597, 14) iro-
Xfujv 6€<m62ou<Ji, "nivoifi öouXeöouöiv
Demokr. B 214 (424, 5) dicö ö^ovo{1l^
. . . Tttlq nöXeoi Tou? noX^nou«; öuvaxöv 25
KOTtpToreöeai B 250 (429, 10) vgl.
(ofiövoia) ^iri rc6\nfi koi oi;KOu^ . . . im-
nop€Ö€Tai lambl. 80 B 44» (697,25) t6
ToTq TUxoOöiv äpKfXaQai . . . kv clpi^vrii
KOI 6^ovo{ai biaTTip€t xd^ iröXci? He- 30
rakl. A S^ (57,33) v6moi koi t6 6(koiov
TÖ xd^ it6Xci5 . . . 0UV6X0V Anonym,
lambl. 3 (631, 24) xot<; dvepiunoiöiv
IeTvoi Km TTÖXcic ouvujiKTm^vat Anaxag.
B 4 (315, 10) . . . a»ax€ öTpaTT]Y€tv ir6- 35
XciQ KOI 6uvdoTa? Hippias B 4 (584, 9).
iroXiTcia. ou ncpi q)u(T€UJ^ elvai xö
a)rr^paM^a dXXd Tr€p\ itoXix€(a? v. He-
rakl. A 1 (56, 20) 4>aX4ou noXixcfa
* Phaleas 1 (227, 2 ff.) irpunro^ xüiv liri 40
iroXix€uorievu)v . . . mp\ iroXtxe(a(; cIttcTv
xf\<i dp{öxii^ V. Hippodam. 1 (227, 17)
TTcpi iroXix€{aq Tit. [Hippodam.] 1 (227,
38) Protag. A 1 (526, 27) vgl. B 5 (538,
4. 6) (639, 6) Thrasym. B 1 (676, 2) 45
noXixetoi cMfiCxpoi Krit. A 22 (613, 1)
(616,4) TToXixeCa AaKcbaiM0v(u)v B6ff.
(616, 6 ff.) 'A6r|vduiv, eerxoXuiv, AaK€-
baiMoviuiv B 30 Ö. (622, 22 ff.) ndvT€<;
sc. ol ewxd (ptX(S0oq>oi) lr\\wra{, ^pa-
öxo{, fiaöipai rfj^ AaKE&ai)iov{uiv tto-
XiX€{a^ 73a 2 (519,26) ndxpio? noXireia
Thrasym. B 1 (577, 18).
noXix€«j.€ö0ai. Trpoatpi^0£a6at xöv öo-
q>öv j^r)Xop€Ü€iv t) it. Nausiphan. B 2
(464, 12) 0€|iiöxoKX£a irpiv f[ aplaaBai
iroXtxeu£06ai xp(a xdXavxa €%<e.iv ktX.
Krit. B 46 (627, 2j.
KoX{x»}q. iToX(xaiq xd ßfXxioxa <JU)ißou-
X€ii€iv Kleolul. 73» 3 (620, 14) vgl.
Solon (521, 13) iToXix£(a . . . Koivoxdxr]
xoi? noX{xoi<; ndaiv Thrasym. B 1 (677,
80) 6€tv ifftt«; etvai xd? Kxriaci? xüjv
TroXixu»v Phaleaa 1 (227, 5) xb ... Toi»^
TtoXii^xaq d^ov6ou? €lvoi Demokr. B
255 (430, 16^ Ttoietv dvöpoK droöoüi;
noX(xa<; Protag. A 5 (529, 2).
TToXixiKÖ? Tit. eineö \6yoq d. Herakl.
A 1 (54,43) Tit. Antiph. B 72ff. (603,6
vgl. Anm.) TToXixiKÖv av^fpanna d.
(Pythag.) 19 (28, 1) |b(£d6pta «ptXooöcpou
x€ dvöpö? Km noXixiKoO Prodik. B 6
(572, 4) noXixiKÖc; coni. ^t^xu^p Nausi-
phan. B 1 (464, 7) xfiv iroXixiKTiv T£xvr|v
(d. Parm. Meliss. u. a.) }xexi<ycr\v oöoav
^K&i&doKeaeat Demokr. B 167 (413, 16)
Xe^civ xfjv iroXixtKf|v x€xvtiv Protag.
A 6 (529, 1) 1^ TCoXixiK^ aotpia Ent-
stehung opp. /j n€p\ xöv ß(ov (Protag.)
C 1 (541, 28. 542, 13) tioXmKal b€ivö-
Tr\rt<; Nausiphan. B 2 (464, 14) ttü»?
dXXou^ |ii€V i^YO^TO itoXixiKOu? irouTv,
aOxöq 6' oi) TTpdxxoi xd -iroXtxtKd von
Sokrat. Antiph. A 3 (590, 6).
TioXiTOKOir€iv Antiph. B 113 (606,
80).
iroXXdKi Emped. B 63 (189, 88) iroX-
XdKK; Demokr. B 182 (419, 4) Antiph.
B 68 (601, 14) Krit. B 34 (623, 27)
37 (624, 88).
noXXanXdaioi; und unoTroXXaTtXdmo?
(dpt6|Li60 (Speusipp. nach) Philol. A 13
(236, 37 ff.) iroXXairXadu»? xaxu Ana-
xag. B 9 (317, IG).
iroXXairXa0(u)0i<; Plur. Pythagor. B 27
(276, 23).
507
noX\äx»^i
508
r,o\Xa%f\\ Demokr. B 10 (389, 2) 51
(40Q, 5).
nokXax^q Diog. B 2 (334, 14).
noXoTpacpin Tit. Demola'. A 33 (357,
41) = B 15» (393, 13) C 5 (448, 2).
TTÖXoc;, irapä BaßuAiuviiuv cfiaOov oi
'EX\tiv€<; Herodot. 2,4 (12,26) kot«
Kopu<pfiv rr\c, Yn<i TÖv dci (paiv6|Li€vov
TTÖXov Anaxag. A 1 (294, 4) Toiiq ueja-
ßdXXovTaq äaripac, luoei ömvef^pa^
d(pa,\\oMevou(; Tiveaöai tK Tf\^ kivi]-
ö€uj<: ToO it6Xou A 42 (302, 7) t&v ck-
Kaiofievuiv irpöc; töv itoXov UTtox*«-
pouvTUJV (302,8) — tröXov ot naXaiol
oux 'w«; Ol veuirepoi ar^juetöv ti kci
irepat; äEovo^, dXXä t6 itcpiexov äirav
81B 18 (618, 27) 'ApKTot ... töv 'AtXöv-
xeiov TTipoOffi iToXov Krit. (619, 2) vgl.
animo rotundum percurrisse polum
Archyt. A 3 (251, 18).
uoXua{|iiaTO(; fjnap Ernped. B 150
(216. 9).
TToXuTWvio^. öxt^MO Demokr. A 135
(376, 7. 18) ~ dpiefiö^ (Speusipp. nach)
Philol. A 13 (235, 18).
troXuT'JU'Vov beim TCTpaYiwviauö^ kv-
kXou Antiph. B 13 (593, 16 ff.).
TroX\}6nP»<- eXe-fXov Parm. B 1, 36
(115, 18).
TToXu€i5n<;. Xöf ov coni. koivöv Hippias
B 6 (584, 22).
TToXuöpuXriTOi;. xä iroXuGpuXrjTa T6T-
xapa (sc. OTOixeia) [Thal.] B 2 (11, 19).
TToXuKaMini*;. 6 öSuc (sc. >f}Aoc,) x&i
(S\r\\xiXT\ TroXuKa|Lnni(; Demokr. A 135
(375, 46) nicht 6 dX^upö? (376, 12).
TtoXuKevo^. dpaiaijuaxa Demokr. A 93
(367, 35 vgl. 38. 39).
TToXuKXauTot;. dvöpüJv x€ woXuKXauxuiv
xe YuvaiKüjv . . öpmiKa^ Emped. B 62, 1
(191, 17).
TroXuK»5|iiuJv. TTÖvxoc; Emped. B 38, 3
(187,1).
TroXuXnXo<; opp. q)iXiiKOO?Kleobul. 73*3
(520, 12).
TtoX»5Xoto<;- dXii96)nv)6ov xpn oü troXu-
XoTov Demokr. B 44 (399, 14).
TroXu|ia0ri(; opp. dfiaSi^i; Kleobol. 73^ 3
(520, 12) TToXXoi itoXuiaaeecq voöv ouk
Ixouaiv Demokr. B 64 (401, 12).
■iroXu.ua6{a. TroXu|Lia9(ti voov ex^iv ou
ftibdoKei Herakl. B 40 (68, 8} ttoXu-
5 Ijaüei'nv, KOKOxexvfnv [Hei-akl.] B 129
(80, 16) TroXuvoiriv ou TroXu|iaeiiiv
döKceiv xp^l Demokr. B 65 (401, 14)
^ToXu^ae(a des [Demokr.] B 299 (439.
12) TT. Kdpxa \ikv uKpcXcl, xdpx« hk
10 ßXdTTxei Auaxarch. B 1 (468, 1).
TToXuMepcia Emped. A 70 (164,20).
•ao\\)\x\'^r\c,. x6 TroXu|LiiYe^ Demokr. A
93 (367, 40) uoXuMiTeuiv £vu)Oi<; Philol.
B 10 (242, 19).
15 TToXuiuvriaxo^. Moöaa Emped. B4,3
il74,12).
TToXujiopqpOi;. uoXüfxopq)Ov KOi äf,iop-
<pov (Xi'eov) [Demokr.] B 300, 18 (444,
30).
20 iroXuvoia. noXuvotriv opp. TroXujLia6i»iv
Demokr. B 65 (401, 14).
TToXuoZ[oq. noXüoZx)i (<pXe߀(;) Diog. B6
(337, 22).
TroXuTTae»^^. uoXu'jTaSc? kokwv xa|Lii€lov
25 coni. TTOiKiXov Demokr, B 149 (411, 19).
TToXuTtcipoq. cOoe; Parm. B 1,34 (115,
16.
TToXüirXaYKXo^. neXeuuv Pann. B 16, 1
(124, 12).
30 iroXÜTTOivo^. AiK^ Parm. B 1^ 14 (114,
20).
iroXuTrpaYMOveiv. xd Ö6veia noXuirpaY-
jioveovxa Demokr. B 80 (403, 1).
^noXO«;. uoXXi&i indXXov Anaxag. B 13
36 l320, 1) fioöov Demokr. B 279 (435, 19)
noXi» ioxupoxepuj«; Herakl. B 114 (78,3)
juctXXov Demokr. B 244 (428, 11) Xujiov
B 225 (425, 18) fciacpepew Archyt. B 4
(263, 0) €Ö6ixo Antiph. B 64 (600, 12)
40 TtoXXöv dqpaupoxepo^ Xenophan. B 9
(48, 8) TXuööova B 38, 1 (52, 10) yu-
XPÖT6po<; Diog. B 5 (336, 7) xc^^ttuu-
xepri Demokr. B 219 (424, 18) cpeiöö-
xepoi B 279 (436, 16) iuvtito Protag. B 9
45 (540, 3) TToXXd oSuxepy] Demokr. B 273
(434, 1) eui TtoXXöv [lange] B 100 (404,
19) Koxä woXXd Antiph. B 29 (596, 9)
u)^ xa, TToXXd [meistens] Demokr. (?) A
509
iroXu? 510
152 (381; 16) — (iitoKpi'vovrai dttö toO
noWoö Toö itepiexovToq Anaxag. B 2
(31.4, 5) €v Tuii noXXOüi irepiexovTi B 14
(320, 7) — ou . . (ppov^ouöi ToiaöTO itoA-
Ao( Herakl. B 17 (65, 8) ol noUoi B 2 5
(62, 6} opp. oXlfoi B 104 (77, 2) opp.
Ol Gpiaroi B 29 (66, 18) rrjv ev toi<;
Tto?Ao"töi ööEav Protag. B 9 :o40, 4) —
fio'ipai TroX.Xai iroXXüüv Anaxag. B 12
(319, 8: uoXXd T€ Km iravTOIa B i (315, lo
5. 12) iToAuTpotra . . . Kai iroXXct (tö
Z(äia} Diog. B 5 (336, 14) a\Xa . . .
■»roXXd Emped. B 5ü, 3 (190, 20) B 110, 4
(204, 8) oAXai itoXXai Diog. ß 5 (336, 4)
€Ö ndXa TtoXXiLv 'icSTopac, Herakl. B3ö 15
(67, 16} iToXXü txaXa Parra. B 8,3 (118,
40).
Tct TToXXd Entstehung, Vergehen
Emped. 20 A 5 (138; 97öf'13ff., ^kö-
<jTov Türv iroXXtüv Taiixo öv pu6|ixOJi 20
biacpepciv Demokr. (139; 975»» 26) —
TÖ 6v noXXu T€ Kai €v Herakl. Emped.
21 A 29 (158, 22, rfii m'Eei ttoXXci koi
Tf\i ötaKpi'aei, rfli öe q)uaei TtTxapa . .
11 ev Emped. 20 A 5 [139; 975>' 15) 25
vgl. Emped. Anaxag. 21 A 46 (161, 2)
Sp. 510, 34 ff. €V TÖ öv KOI (1. KttTO) TÖ
ei&o!;, CK (öe) Tf^g evapfdac, ttoXXö
Parm. 19 A 15 (129, 36) vgl. 18 A 24
(109, 13) Tct auTot ev koI iroXXd Zenon 30
A 13 (129, 15) Tct TToXXct ■ttXf\6o^ evd-
fcujv A21 (130, 25) eKaarov tujv iroXXuiv
eauTuji toOtöv koi ev B 2 (134, 9; nav
TÖ öiaipeTov TToAXd Xenokrat. nach
Zenon A 22 (131, 1) — tüjv |uev a\aBr\- 35
tOüv eKaöTov TroXXa \ifi.aQai, rrjv 6e
OTiYMOv Mn^^ ev Tiöevai A 21 (130, 18)
— Y^Xciötepa ndoxci av 1^ uTr68eöi<;
el iroXXd eöTiv f\ i\ xoO tv elvai A 12
(129, 9) = 23 (131, 8) ou iroXXd rd 40
övra. (Bewei») A 16 (129, 26) 21 (130,
26 ff.) B 1 (133, 12ff.) B 2 (134,12. 15.
135, 1) Meliss. A ö (137 ; dU^ 4 ff. 20 ff)
B 8 (147,8. 148, 11. 13. 18). Weiteres
s. el^. (öeö^) (€•<;) ec, dei ötajievei ... 45
rd 6c . . t'vdjueva Kai ^öeipöneva
TToXXd [Philol.j B 21 (248, 10) — itoXu
opp. oü&tv Archyt. B 1 ^259, 7) noX-
Xoix; Kivbuvout; . . . öXiya rd eüÖTiXeovxa
Demokr. E 276 (434,10) t^v un noXXu>v
€Tn0u)Li6r|i<;. Tct öXifa toi iroXXd bdEei
B 284 (436, 16) ... xpn Mn iioXXd
Tipr,(TO€iv B 3 (386, 14).
TtXeiuiv. TtXeujv \6to<; Herakl. B
39 (68, 7) trXefu; xP^vov Krit. B 42
(626, 16) TÖ 'TiXeiov" b\)o <jr]iLia(v^iv
wap' 'Ofinpuji Metrod. v. L. (?) 5 (326,
27) TÖ . . TrXtov €(JTi vorjiua Parm. B
16, 4 (124, 16) »^ ToO TtXeovoq eTriÖu-
(ni'n Demokr. B 224 (426, 11) vgl.
iiXciövuJv €met')U€ovTi B 191' (420, 20)
jUTj irXtuj TrpoödTTTeoOai tuiv feuvaru-'v
B 3 (386, 18) ööirj^ rrXeov eiirelv Em-
ped. B 4, 7 (174, 16) TÖ auTÖ TtXtov
KOI eXa(J0ov Dialex. ö, 3 (644, 10) —
,^n) TrXeov rj Emped. B 4, 10 (174, 10)
(neuöeai) oü uXeov r\i B 2, 9 (173, 86)
nXeov T« n ÖTi Philol. B 6 (241, 4)
oiibev ouT€ irXeov ouxe eXoöaov ßXd-
irrcTai Antiph. B 54 (600, 26) ^tri
•rrXfcov uepixwpei. irepixmpi^oei Anaxag.
B 12 (318, 19. 20) eiq tö irXeov unn-
Y€0|aevn<; (Tf^*; tvx'r\c,) Demokr. B 3
(386, 18) Plural. itXeovec; Demokr.
B 242 (428, 8) nUiovc, i\ Krit. B 9
(616, 17) ToaaöTa elva öoa ecfTi kc.i
ouTe uXeiova aüxujv ouTe eXoTTova
Zenon B 3 (134, 16) TrdvTa oufttv
eXdööuJ eöTiv oöbe nXciw (ou xdp dvu-
öTÖv trdvTuuv irXefuu elvai), dXXd ndvTa
loa det Anaxag. B 5 (316, 6. 7) Toje
|H€v ev . . . 6K trXeövuüv, totc b' av . . .
TtXeov' eg ev6<; Emped. B 17,1.2 (177,
8 7 ff.) = 17,16.17 (178, 13 f.) ähnl.
B 17, 9. 10 (178, 6 f.) = 20, 8. 9 (183, 6 f.)
vgl. B 17,7 (178,4), €t^. Td ^xkv TtXew
dXXa b' eXdfföuj (fiefHavxe) B 23, 4
(182. 2) *itX€Öveaaiv eXdaöujv B 98, 4
(200, 1).
irXeiöToc;. irXeiOTov . . . biixovai
Emped. B 22, 6 (181, 19) tö nXeiOTOv
TH«; ri,uep»i<; Antiph. B 62 (602, 14;
fciödöKoXo*; tiXeiötwv Herakl. B 57
(70, 7) ai TrXetaTai (cpXeßec) Diog. B 6
(338, 16') ujq iTX€?<TT(a) eipGefEavro . . .
IpY« Xenophan. B 12, 1 (48, 18; nXeiOTO
511 woA^örmo^
512
€l6^vai Herakl. B 67 (70, 8) Stujv
■nXetaxa €vi, toOto . . Iv lKaox6v eori
Anaxag. B 12 (319, 12) xä rt\€iara
opp. ßaid Demokr. B 119 (407, 24) die,
nkelaxa €ij6ujut]9^i opp. iX^cmiara 5
B 189 (420, 4).
TioXuar)|Lio^. övofia Demokr. B 26 (395,
SO).
noXuaTr€p4?. iro\uöir€peu>v Ka|jacn^v(uv
Emped. B 74 (194, 4). lo
rcoXvatecpavoc,. Mefiartiö Emped. B
123, 2 (209, 20).
TToXuox^MU'v- ofxoiopi€pf\ Anaxag. A
öl (304, 34).
Tco\x)OwnaTO(^. iroXuöuiiuoTUJTepuji m»p{ 15
Anaxag. A 84 (309, 4).
iToXuTeXeia d. Aegypter Hekat. B 10
(461, 21) Tpuq)fiv Kai woXureXetav d.
Perser Krit. B 31 (623, 8).
noXiiT£Xi^(;. rp6meZav iroXurcX^o De- 20
mokr. B 210 (423, 14) noXmtKiaranov
äv<4Xiü(ja = xpovo? Autiph. B 77 (603,
21) TtoXuTcXcöTaToi ol 0€TTaXo{ Krit.
B 31 (622, 2«).
iroXuT{niiTO(;. 'Aq»po6(TT]? Parm. (?) B 25
20 (125, 17).
iroXuTiiüio^. TÖv axiiLiov Ka\ itoXiiriiüiov
(Xfeov) [Demokr.] B 300, 18 (444, 30).
iToXOTponog. di^p Diog. B 5 (336,2)
TroXuTpötrou kö6ar\fi Tf\? iTepoituato; 30
TCoXÖTpona xaV rä ZÖJia (336, 18) ttoXu-
rpcmuTOTo^ ^Ob\)aaeiq Hippias A 10
(581, 23).
tT 0 A i5 <p im o ^. e^ 6hov iToXöq>r)tiiov Farm.
B 1,2 (114, 8). 35
itoXuqjöcp»^^. iroXuqpOepItuv dvOptInnuv
Emped. B 113, 2 (205, 22).
7roXii9paOT05. Iimoi Farm. B 1, 4
(114, 10).
noXuq)poat:>vr|. iroXuq>po(n}vY)t (cO&at- 40
jiovoOatv) coni. dp8o<njvT)t Demokr.
B 40 (399, 8).
TToXOxäXKO«;. SEova^ Parm. B 1, 18
(114, 24).
itoXuxpou?. TroX<5xpoa qxipfiOKa Em- 45
ped. B 23, 3 (182, 1).
TToXuuuvunfa Demokr. B 26 (395,23).
iroXuujvufAo?. iroXuüiJvunov Ka\ äwb-
vuMov (A{eov) {Demokr.j B 300, 18 f444,
31).
it6|Lia Krit. B 34 (624,1).
TTO^nri Tdw navaörjvai'iüv 71 A 5 509,
21) Aiov^Gwi iroiutnTjv Ittoioövto He-
rakl. B 15 (64, 28).
itOiX(po\vfiZeiv Anaxag. A 45 (303, 20).
Trov€iv. ihu rl kw^ i\ wovclv iralfte^
dtvievre^ Demokr. B 179 (418, 6) npbq
TÖ q)pov€tv Km TÖ TTovciv dvai öuva-
ToO^ Krit. B 6, 27 (616, 6) orav (bv
€iv€K€v TCOveouot 'nifX<ivuKyiv Demokr.
B 243 (428, 7) ^v k<ioTiii dttorox^n»
TÖ (tcovcTv) Ttäv 6fxoi\u<i dvtiipöv (428, 8)
d€i itov€tv TÖ Ziibiov 6ia T«i»v a\aBr\aewv
Anaxag. A 94 (311, 9fif.). Vgl. n6vo<i.
iroviipeOcöÖoi, ^SeXer^otode nov^-
peuö^cvoi Herakl. B 126» (Nachtr. z.
S. 79, IS).
tTOviip(a. iroT\ tcoyr\pbv övXov ä irov.
Epich. Gn. 32 (96, 4).
TTOVTjpö?. oöftei? Ikwv irovrjpö? oiiö'
äxav 6XU1V Epich. B 6 (92, 19) ^toi-
v€tv & ni\ xpn KOI v^T€»y . • irovi^poO
Ttvo? ffdovc, Demokr. B 192 (421, 18)
woTi iroviipöv öffXov 6 iTovY)p{a Epich.
Qn. 32 (96,4) irovr)P<i'. xPl^fd Protag.
A 21» (632, 36).
irövo?. Arbeit, ttövo^ öuv£x^? eXaqppö-
Tcpo? 4ouroO auvixOcfri* Demokr. B
241 (428, 1) vgl. 01 CKOömot irövoi ttjv
tOl)v äKOUoCtuv {|Tco|Liovriv ^Xa<ppoT4pr)v
itapaaKeu<iZouat B 240 (427, 20) änd-
veu6£ iT^voto Xenophan. B 25 (50, 20;
trövuDi ifKp&x^iav {'Hai) Bias 73* 3
(623, 11) dtaOöv ol irövoi opp. i^6ova(
Fythagor. C 4 (281,44) vgl.Sp. 513, 5.
Tfl5 i^av%ia<; itavrec, ol irövoi i^öfove^
Demokr. B 248 (428, 7) timoi ko\ aeXa
. . . M€Y<iXu)v Ttövwv Ka\ löpturiuv ci?
äv&pia^ KaBiOTdotv Antiph. B 49
599, 4) T«öv növuiv nuiXoOotv . . .
T&fdQ' ol e€o( Ei^ich. 6n. 36 (95, 18)
xb, kaXix xpi^M^To Tot^ növoi^ 1^ fiaGrjOi^
ilepfiZexai, xa b* aioxpa av€u irövwuv
. . KapiroOrat Demokr. B 182 (419, 4)
XOXjq tt6v0V? ÖMÜKCIV, d<p' &V TOI |U€-
T<SXa ktX. B 167 (413, 17) vgl. auch
513
•nop<pupeuctv
514
(Protag.) B 12 (540, 16; Letd{en). iräv
TÖ dvö|HOiov diTiTÖincvov irovov TTopexci
(Anaxag.) A 92 (310, 33) iraoav aiaOr]-
aiv nexä növou A 94 (311, 15) vgl.
1T0V61V, X^-nr]. öiKoXoueoööiv (rai^ r\bo- 5
vai<;) Kvjiai koi ttövoi Antiph. B 49
(598, 26).
■Tr6vT0^. iLieyac; TrovToq Y^vexujp veqpeiüv
dvemuv T€ KOI TTOxamliv Xenophan. B
30, 5 (51, 12 vgl. 10) Tr6vToc itoXuku- 10
mjuv Emped. B 38, 3 (187, 1) aleepiov
nivoc, novTovbe öiuGkci (sc. tou(; bai-
yLOvac,), TTÖVTO? 6' €<; x6ovö<; ouöa^
äitiinvae B 115, 9 (207, 15) — növ-
To<; euHeivoq: Pontus in infcrmim 15
mare ussiduo fluit rapidus Diog. A 18
(330, 43). Vgl. Q6ko.aaa.
TTovTOc; Land s. Reg. II.
ironoi s. u).
iTope(a Toö riXiaKoO ki^kXou opp. qiopd 20
Oinop. 7 (230, 20) dva Tr]v -rropefav
TTAdrerai Demokr. B 126 (408, 28).
TiopQ\x6c,. auXoO iropö|Liöv Emped. B
100,10 (200, 24) Ttopenoö (xaXKoO) coni.
TTÖpoio B 100, 17" (201, 6). 25
nopiZeiv. XP'IMOTO Demokr. B 78 (402,
17).
•rröpo«;. iröpoio (xoXkoO) coni. TtopeinoO
Emped. B 100, 17 (201, 6) iropo? vorjöai
B 4, 12 (174, 21) €X€Uöo|biai k<^ nöpov 30
öiLivujv B 35, 1 (185, 27) — i^ iiHx^
Tfji au|nueTp{ai tiuv ir6pu;v Emped.
A 86 (169, 10 vgl. 13) 87 (171, 20) ird-
ÖXCIV öld TtVUlV TTOPUJV fclÖlÖVTO^ TOO
TroioOvTO(; ktX. A 87 (171, 15 ff.) 54 A 7 35
(344, 30 ff.) TTÖpoi als Terminus Leuk.
unbekannt (344, 36) rropoi «U ohc, Km
61' Äv ai dnöppoiai Emped. Gorg. 21
A 92 (172, 18) = 76 B 4 (556, 33) nö-
pou^ auXui&€t^ (darpujv) Anaximandr. 40
11 (14, 9) duievai t6 irOp (i'iXfou ?) 6iä
•nl»v iröpujv Gorg. B 5 (556, 16) nöpoi
a\hr\po\) Demokr. A 165 (383,23) uöpiuv
au|Li|Li€Tpia Ursache v. uapaiieveiv t6
(püXXov Emped. B 77 (194, 22) euOu- 45
Tr]Te<; tü)v irdpwv (Pflanze) Demokr.
A 162 (383, 3) — TruKivai<; TCXprivToi
äXoEiv ^ivuiv €ax<XTa T€p6pa Emped. B
D i e 1 8 , Fr»pn. d. Yorgokr. Hl.
100, 3 (200, 17) nöpoi €v Tal<; uarlpai»;
bei i^m'ove^ [Demokr. A 149 [380, 27).
Psychologisches. Tiöpoi 61' div
al aio6r)ö€i(; Alkm. A 5 (101,26) irapä
Toi^ {JU|i)ii€Tp{a(; tOüv itöpiwv xa«; . . .
a\aQx\aiic, Parm. Emped. Anaxag.
Demokr. Epikur. Herakleid. 18 A 47
(112, 23) Koxä xrjv 6icx xüjv TrXeiöxiuv
iröpuJv öu|Liq)umv öfioioeiöii^ xiJui öXuii
KoOCaxaxai (rj CTnEcviueeiöa xoTi; i'iinc-
xepoic; otjüjiaaiv diro xoO ncpiexovxoc
^oTpa) Herakl. A 16 (60, 20) ev to'k;
iiirvoi^ iJUödvxujv xOuv alaörixiKÄv ird-
puA' (60, 12) xuji €vapfi6xx€iv de, xou?
tröpou^ xou? eKotöxTi^ (sc. a\oQ^af.\x)<^
aiöedveaSai {a\}\i\xexp\a xOüv uöpujv)
Emped. A 86 (168,8 ff. 36. 169, 13 ff. 35)
87 (171, 16 ff.) TTÖxepov ol u6poi xevoi
r\ nXrip€i(;; A 86 (169,18) vgl. A 87
(171, 23 ff.) 54 A 7 ■344, 34 ff.) Gesichts-
sinn, intimum motum porrigi per oen-
lorum meatus Herakl. A 16 (16, 38)
duas cmgiistas semitas qiiae a cerebri
sede ad oculorum eavernas meent
Alkm. A 10 (101, 42 vgl. 102, 9) Ent-
stehung V. 6ij;i^ Emped. A 86 (168,
13.24. 169, 24) 87 (171, 16 ff.) B 84
(196, 24) Entstehung d. Farbe A 92
(172, 23 vgl. d. Vorherg.) vgl. Gorg.
B 4 (565, 33) anders Demokr. A 135
(377, 37. 378, 40 ff) eTKaxaßuööoOcreai
xa eiöujXo bia xiiiv Tröpiuv ei? xä ouj-
yiara A 77 (365, 36) feQcic,, äq)r\ Em-
ped. A 86 (168, 36. 170, 24) €l<; xoü?
TTÖpou? 6 XUMO? 6|LiaX0u? rravxaxou öuv*
(oxaxot 55 C 1, 29 (447, 26).
TTÖpuaE. ilaipCi . . . xfj? äanlbot; töv
iTÖprraKa Krit. B 37 (624, 82).
TTopouvetv. €i6€a . . . iropayvouffi Em-
ped. B 23, 5 (182, 3).
uopqpupa. ^irförjijov xoOßaöiXiKoO fe-
vovq Vit. Herakl. A 1 (57, 3) nepi
uop<pi5pa(; Tit. [Demokr.] B 300,15
(443, 35) 16 (443, 41) 17 (444, 4).
TTopqpupeo? s. TToptpupoOc;.
iropqpupcueiv. iropqjupeuöfjvm xö öe-
pa? dtrö xf)? QaX&aar]c, Akusil. B 29
(516, 12).
17
öl^
iTOpq)upo€i6»i<;
516
nop(pupociöii(; Demokr. A 135 (378,
16).
•jiop<pupoö^. TTopq)upf ov dist. CpOlVtKCOV
('Ipt,;) Xenophan. B 32,2 (51,18) to
•nx)pq)upoOv deün. Demokr. A 135
(378, 9 vgl. 15).
uöciq. Tiööi^ au)|Li«Ti T ai<ptXi|LiO(; fvw-
jn»1i Te . . . Krit. B 6, 18 ,615, 27) dirö
TOiouTUJv TTÖdeiuv -fXiuooac, . . Xxiovaw
€1^ a\csxpov(;, inuöüuc ktA. (615, 18) rpo-
TTOi nöcff u)V B 33 (623, 15' OirepßeßAii-
Küxe^ Tov Kaipöv ETTi ßpiuoeöiv r\ iiö-
oeaiv Y\ dqppoöiaioKnv Demokr. B 235
(427. 3] vgl. eiTiiLieXei; ßpoiöio*; t€ Kai
TTÖaioq K«i äqppo6iai(juv Dialex. 1, 2
(636, 5) vgl. 1, 16 637, 24;.
TTOcroq. €1 fhp 6V tÖTlV, t'lTOl uoö6v
6ÖTIV f\ (Juvexf <^ €öTiv kt\. Gorg. B 3
(553, 22).
TTOTCtfOpO!; 8. TtpOöllTOpOC-
TroTajuöi;. irotauoi KeXctfeovTe«; Ent-
stehung (Orpb.) B 16 (479, 36) ("ßKcd-
vovi KOI Tnö'JO';) Yivovxai rpioxi^ioi
iTOTa|Lio{, 'Axi-XOüio^ bk auxtiv irpeaßu-
TOTO^ Akusil. B 21 (515, 1(J) iroraiuoi
als eeo{ Prodik. B 5 (571, 24. 30) tia-
Tcpa 'Ofiripuji TvoTajuov elvai Krit. B 50
(627, 30) — it6vto<; Ttveriup . . . itOTa-
laüjv Xenophan. B 30, 6 (51, 13) vgl.
poai TtoTaiauJV B 30, 4 (51, llj yr\
ußpiöTO iroTamltv ^KßoXal^ üraKTOK;
Emped. (?) B 154 (217,8) ti'iv QaXaaoav
vn&piai . . . diTO tiuv Karappeuadvrujv
iTOTa|LHjJv Anaxag. A 42 (301, 36) niger
in fimdo fluvü color exsiat ab umbra
Emped. B 94, 1 (198, 24) — peiv to
oXa uoTOinoO öiKHv Herakl. A 1 (56, 19j
TTOTaimJüi ovK eOTiv ^^ßfivai hXc, tOui
aOrdii B 91 (75, 7) vgl. A 6 (58, 24)
oüb' äiras Kratjl. 4 (342, 15} uoTa-
jiotcriv Toiöjv aipxoioiv ejLißaivoucriv
exepa koi €T€pa ubara CTrippei Herakl.
B 12 (64, 11) TroTafAoi<; toI; auroTq
€|ußa(v9M€v T6 KOI ouK ejaßaivojuev
B 49» (69, 7),
^•nn-xk. Kof iTOTe Xenophan. B 7, 2 (47,
20) 61 troxe Parm. B 8,20 (119, 17)
r^ÖTi . . . TTOxe Emped. B 117, 1 (208, 2)
«V noxe Meliss. B 2 (143, 12. 13) oOk
ctv TTOxe Demokr. B 50 (400, 4) ovbk
Ttoxe Parm. B 8, 5. 12 (119, 2. 9; Em
ped. B 16,1 (177, 17) xö ^n &Cvöv
6 Trox« Herakl B 16 (65, 6) ou \xxi troxe
Parm. B 8, 61 (122, 5'
itöxepov ^ Metrod. v Ch. 15 1 (453, 14).
TTOXripiov xpuöoOv d. Sieben "Weisen
1 A 1 (4, 35).
10 Tr6xi|u»0(;. OdXaaöa . . . ixöucri yvkv ttoxi-
|uov . . . , dv6pa)iT0i(; bt äitoxov Herakl.
B61 (70, 21) €5 'ßK€avoö x6 Tr6xi|uiov :
<puffihoi (Hippon) 26 B 1 (226,3) xOii
d\)Liupuji x6 TcÖTijuov YvuipiZeiv Anaxag,
15 A 92 310, 27).
TTÖx|uo<;, KöivoO Tr6x|uou (apxei) coui.
Kaivoö ba(]uovo<; Antiph.. B 49 (598,
15; övja6ai,uova •rt6x^ov Emped. B 9, 4
1176, 1).
20 TTÖxvio ^. Taia Orph. B 13 (478, 8) "Hpav
Epim. B 2 (494, 24).
•rröxoq. oivOöoai 0<u\il dfjiexpoiai xroxoii;
Krit. B 6, 28 (616, 6).
TTOÜ. hx\ *Trou Hippon B 1 (226, 4} eöxt
25 TTou veuuv Euveoit; Demokr. B 183
(419, 8) TrXT]ö{ov irou Antiph. B 49
(598, 24).
■Kovc,. eupo<; Troöö^ dvOpwirei'ou Herakl.
B 3 (62, 7) xei'voucfiv ei^ . . . xöv iröba
30 (ai qpXeße^j xai em xöv laprsov roO tto-
6o<; KaenKouffi Diog. B 6 (338, 6. 7)
Ol) irööe«; (dioaovxai) Emped. B 29, 2
(184, 12) = 134, 3 (212, 23) xaxoxfixi
TTOöüüv Xenophan. B 2, 1. 17 (45, 14.
35 46, 9) oöo' dTr^X€iTT€ TrobOJv Emped. B
101, 2 (202, 6) x6 i'xviov inoOvov Xe-
Xcnrroti xOJv ttoöujv Demokr. B 228
(426, 3) trapaXXaYdi; uoXXä^ xoT<; ttooiv
erroCouv Krit. B36 (624, 25) rrapct iroa-
40 oiv opäxai Xenophan. B 28, 1 ;51, 2
€v0a bei xou(; nöbai; dpetcrai Demokr.
B 228 (426, 2).
TrpäY|LiO(. Tat. oxav . . xiq irpctTinaxoq
Kdv öxouoOv xfjv dpxrjv öpöiwq iroiTiöii-
46 xai Antiph. B 60 (602, 3) TrpdY^iax' dv-
öpö<; dYttSoO dtia Demokr. B 35 (398,
22) Z)«2^(vgl.Nachtr.z.S.669). auXri-
aiq XI TrpdYMa, ctvOpiuTro^ Epich. (?) B 3
617
irptdßu^ 518
(90, 32; . . . ti'ri TToXXd xe kci kivou-
ILieva €tc oXXiiXa tö irpafnara Meliss.
A 5 ,137; 974-1 25) u. ö. d eaxOu tu>v
TTpafMciTiuv Philol. B 6 241, 3. 6) ou
. . f\c, öfjXov ou6evi ouöev tü)v TrpoY-
iLidriuv B 11 (243, lOj jovc; Xöyou^ . . .
T'iv irpaY.uaTUJv tu»v T€ dneipurv KOi
T'Jüv TcepaivovTUjv ^243, l5j öuvaxu»Tdv
Ti exouöti^ Tüüv ■npaf}x&Twv xr\<i €v
TOÜTOi^ ofioiÖTTiTOc; Dcmokr. B 164 lo
(415, 8) TÖ dv9pujiTriia irptiT^OTa He-
rakl. b. Luk. 12 C 6 (86, 36) ev rot?
&ai)Liovioi^ Kai öei'w^ irpaYiuacn opp.
€v ToTq dvepuiinKoTc; epTOK kui Xo^ok;
Phüol. B 11 (243, 18) Oeächäft. xd 15
■npar(fjiaia KaraiueXelv Antiph. E 76
(603, 18; opp. epTO xn«; Zwif\c, Anonym,
lambl. 7,3 (633, 31 ff.) 7, 7 i634,15ff.)
Schicierigheit. eauxiui ttoXXü TrpaYMaxa
napexiüv Actiph. B 49 (599, 7) Ver- 20
hältnis. xüüv tipatjLidxiyv oük dva^Ka-
Zdvxiuv dyopeueiv Thrasym. B 1 (576,
20; xiiv eauxoö b/ xoioiööe TrpdfMaöiv
umixaviriv Protag. B 9 (540, 7) Ver-
mögen. iTpdYM«Ta (Eauxoö, xüJv cpi'Xiuv) 25
KoxripiaxTiKev Antiph. B 73 (603, 10).
irpaf^axeialtifttiüv) Archyt.B4;263,9).
irpaYiaax€Üfi0Öai d BeXci (6 XoT«crxiKdj
Arcbyt. B 4 ;263, 7).
irpöEig. oux€ Xofoc; eöBXoi; qpauXi^v rrpfi- ;vi
5iv d|LiaupiaKei oüxe ttpi^Hk; d-faGfi kxX.
Demokr. B 177 (418, 1; xöXm« Trp>iHi0(;
dpx»i B 269 (433; 10] rrpaHei öuvaoxeiav
'eEei^' Blas 73'^ 3 (523, 13 oO . . . ek-
TTopeuovxai eiii irpüHiv Antiph. ß 57 35
(601. 10; TTpö xOüv irpdEeaiv npoßon-
Xeueaear Demokr. B 66 ,401. 17) xö
dei laeXXeiv dTfXta<; Troiei xdi; Trpritiac;
B 81 403, 3; nprxlxac, dpexfi^ coni.
viTio Trpair(ft€öaiv epeiöaq Emped, B
110, 1 ,203, 34) upauiöwv nXoOxov B
129, 2 (211, 16) = 132, 1 (212, 6,^ trd-
oritöiv üpeHaixo irpani'fteatfiv B 129, 4
(211, 17).
Ttpdaivo^ defin. Demokr. A 136 (378,
15).
iTpdxxetv dist. iroteiv (Prodik.) A 18
(566, 18) npdaaci opp. ßouXexai De-
mokr. B 68 (401, 21) xd \xev irpiiöoou-
öiv, OUK o'ihaaw u. umgek. Hippokr.
12 C 1 (81, 18) xd 6(Kaia irpVioöeiv Xe-
nophan. B 1, 16 (45, 4) \a\ itoXXd irpri<j-
ö€iv . . . Miixe aad" dv np6,Q0r\\, uu^p
6iJva|Liiv oipeioOai xrjv euJUXoO Demokr.
B 3 (386, 14. 16) ou oumpepov . . .
dXXa trpnaaeiv B 253 (430, 2) irpriö-
öeiv dv»iKeaxov B 191 (421, 4) cö XeY€iv
Ka\ . . Trpdxxeiv ä öeT B 2 (386, 4) jui-jöev
dvdHiov (eeoö) -rrpdxxciv [Demokr.] B 302
(446, 3) epYO nrj irpdööeiv ß{ai, XdGpa»
6' tTTpaööov Krit. B 26, 10. 11 (620,
31 f. vgl. 621, 3) Meya xPt1m<4 ti trpda-
öuuv Emped. B 113, 1 (205, 21) xoT?
qpiXoiOi irdvxa Tipo^ xcip'v irpdaauiv
Krit. B 27 (622, 13) rdvavxfa wpriö-
öovx€<; Demokr. B 234 (426, 19) ol6|U€-
voi kyayTxa Xe^eiv . . . xd avixd updx-
X0VX6«; Thrasym. B 1 (577, 16) — voci
xö irpaxxoiaevov Bias 73» 3 (523, 6)
TTep\ XÜJV OUK öpQÜJi; xoi<; dvOpioiroi^
np(iöaoM€vuuv Tit. Protag. A 1 (527, 3)
- intraus. ßeXxiov irpnoaei x€ koi 6id-
•fei Demokr. B 191 ;421, 9) xOüv cpou-
Xoxepov (ßiov) Tipriööövxujv (421, 7) vgl.
Hipparch. 55 C 7 (449, 47).
Trpa0v€a9ai Kleinias 4 (267,18.
rrpau«;. q)epeiv tTpaeot!; Demokr. B 46
(399, 18;.
cpYO opp. Xöyouq B 55 (400, 14; trpd- 10 rrpeTreiv. mm convenit \q\3 irpeirei^) He-
Eei(; opp. YPöMMOi •Dt-niokr. B 302 rakl.(?) B 130 (80, 17) xö TrpGTTCv coni.
;445, 41). dp).iöxxov Pythagor. B 5 i284, 27; opp.
7Tpüo<; (Trpäio<;). xol^ öcauxoö irpäo^ xö öujuiqpfepov Gorg. B 6 (557, 22) tv
i'aGi Solon 73^ 3 (521, 15 xö irpätov uptTiovxt xwpfiui Krit. B 25, 39 (622.3;.
emeiKec; opp, auödöeq SiKotov Gorg. 4) Tipeößuq. irpeoßuxepov oeßou Chilon
B 6 ^557, 14), Vgl. Trpaü<;. 73» 3 (521, 22) oi wpeößuxepoi Tbra-
TcpairCc;. \x\r\\xoa\)-<ir\y -npanihw}» ^fKxri- sym. B 1 (577, 23) xOuv irp. öpöüj«; ttiv
KCl) Krit. B 6, 12 615, 21) döivvjiaiv itoXiv emxponeuövxuiv (576, 21; 'Ax^-
17*
519 TTpnaTiip 520
Xiüio^ (tiIjv TTOTOiaOüv} irpeößiJTaToq Aku- irpo5t&6vai. versagen, •npoftuiöeiv Xe-
8il. B 21 (510, 17). nophan. B 1, 6 (44, 20).
■npri(JT>ip. Wirbel- {Glut-} wind, defin. Trpo66Tri<;. Trpoööxai rf\(; uYieirj^ De-
Anaximandr. 23 (16, 21) HeraU. A 14 mokr. B 234 (426, 20).
(ö9,19) Anaxag.A 84 (309,4) Demokr. 5 npoeöpfa Vit.Herakl. A 1 (57,3) npoe-
A 93 (367, 38) Metrod, v. Ch. A 15 bp{r\v (pavepriv ev ä-fwax Xenophan.
(452, 2) eaXdöcn<; t6 ixkv f\[uav tri, xo B 2, 7 (45, 20).
bk r\nicv npr\arTf\p Herakl. B 31 (67, 4) irpoei&evai. Trpojiiöeoav Epim. B 10
Blasebalg, ajörrep öiä TtpriöTfjpoc; aüXoO (496,13).
Anaximandr. 21 (16, 10) 22 (16, 18). lo irpoepxeaGai. TrpO€X0€iv eirf bildl. De-
TTpieiv Hippokr. 12 G 1 ^81, 29. 82, 17). mokr. A 151 (381,2) upoeXelrw d ßio(;
Tip IV adverb. Emped. B 35, 14. 15 (186, ei<; t6 irpöoBev Antiph. B 49 (598, 13).
7. 8) Km irpfv B 17, 15 (178, 12) einTTO- irpoexsiv. voraussein, dei ti irpoexetv
Xiv n itp(v B 100, 20 (201, 9) — Kon- xo ßpaöuxepov Zenon A 26 (131, 39)
junkt. upiv udfev B 15, 4 (177, 8) irpiv 15 davorliegen. uepi xoO Trpouxovxo(; B 1
. . . YEvnToi Diog. B 5 (336, 12) m. (133, 8) irpoeHei auxoö xi (133, 9).
Inf. Präs. Archyt. B3 (262, 19) Aor. 7rpoeu|Li€iGeai. TTpoGuiUfcO m. Inf. De-
Eniped. B 139, 2 (214, 14) Meliss. B 1 mokr. B 169 (416, 11).
(143, 6) Anaxag. ß 4 (315, 17). Tip6Qv\xoc, coni. eOqpuric; Nausiphan. B 2
(Trp{u)v). scrra Demokr. A 164 (383, 15). 20 (464,24) irpoeufiöxepoi Kxäaöai De-
upo xüüv TipdEeiuv (TtpoßouXeuea9ai) De- mokr. B 279 (435, 16).
mokr. B 66 (401, 16). itpoievai. eiq otTretpov (t]Xiov) Xeno-
■npodteiv [iv 6bwi) Chilon 73» 3 (521, phan. A 41a' (43^ 7).
28). -Rpoil Plur. Phaleas 1 (227, 7).
irpoaipeiv m. Inf. irpoaipoO [Demokr.^ 25 irpoKaXciv. TtpoKaXeiaöai med. Krit.
B 302 (445, 40) irpornpriiaevo? Demokr. B 6 (615, 16).
' B96 (404,12). irpoKXriaK;. Plnr. v. Kronos u. Ophio-
■irpoßipeaK;. &öeKaxdTrpoa{p€(Tiv(€Tvm) neus Pherekyd. B4 (508,23).
opp. dvdxKri, ci|Liap|Li€vri, xö aux6|iiaT0v TrpoKoitri. itpoKOufj? etKOTni (oiriaiq)
Anaxag. A m (306, 9). 30 [Herakl.] B 131 (80, 19).
irpoßdXXeiv. 'irpoßdXXcxe' Gorg. A 1^* irpoKptveiv piu\xr\yi ... ao(^{r\^ Xeno-
(545, 6) vgl. A 19 (549, 14) 20 (549,25). phan. B 2, 14 (46, 6) xo . . cmejKe«; xoO
irp6ßXri|Lia defin., dist. ecaipima (Zeno- . . öiKofou irpoKpivovxe^ Gorg. B 6 [557,
dot. nach) Oinop. 12 (231, 11) irpoßXn- 16).
(«xxa Tit.(?) Demokr. A33 (358,13) = 35 TrpÖKpoooo^. (TuvbeöeK; Demokr. A
B 299h (439, 31). I35 (373, 85).
TTpoßouXeueööai opp. inexavoelv De- npoXeCtretv. irpoXnroööaiöai|naxaParm.
mokr. B 66 (401, 16). B 1, 9 (114, 15).
rrpÖTvujöK;. TTpoYviwöK; Tit. Demokr. ■npo\xy\Qe.i-(\. Geujv uponriGeiriv exeiv
A 33 (358, 4) = B 26b (396, 2). 40 Xenophan. B 1, 24 (45, 12).
npofviuöxiKÖ? V. Anaxag. A 42 (302, irpöiio^. irpöiuoi Stadium d. Seelen-
17) TrpoYvioffxiKiiJxaxo^ v. Epim. A 1 -Wanderung Emped. B 146, 2 (215, 27).
(490,21) TTpoYvujffxiKÖv t\uf\c, Koi Ga- trpovoetv opp. pexavociv Epich. Gn. 41
vdxou Tit. [Demokr.] B 300, 20 (445, (96, 4).
18). 45 irpövoia syn. ei|aap|nevri, dva^Kn, biKX\
TipÖYOvo^. xu)v irpoYoviuv (at b\ioi\isatx<^ Parm. Demokr, 18 A 32 (110, 29) (xbv
Emped. A 81 (167, 6) vgl, Parm. A 54 k<50juov) fitoiKetöGai uirö npovoia? Ek-
(113, 6). phant. 4 (266, 4) vgl. 1 (265, 33) k-^K\i-
521 Trpoo€ivai 522
Qr\vai nwc, töv kÖ0|uov ... iötuc; Otto [144, 24) irXriYÖQ tiviuv ttot' äXXaXa Ar-
irpovoia^ Anaxag. Diog. 46 A67 (306, chyt. B 1 (258, 15) in hexug auf, in
14) TTcpi eiftuJXiuv ti TTepi irpovofa^ Verhältnis xu. eEandrrivTai irpo^ tt|v
Tit. Demokr. A 33 (357, 29) = B 10» tv^öiv Herakl. B Ö6 (70, 2) wölexax
(389, 3) aber ou . . itpovoiai öiotKeiaGai 5 npo^ ö öv f^i kWmkc, Herakl. (?) B 126'^
(töv KÖöjaov) Leuk. Demokr. Epikur. (80, 4) irpöq itapeöv . . . deEexai Em-
54 A 22 (347, 16) ir\v irpovoiav dvai- ped. B 106 (202, 26) nach 5ia(pep€tv
pujv V. Antiph. B 12 (593, 8]. (ttoti tov aotpiav) Archyt. B 4 (263, 6)
TTp6o6o?. TTpöoöov voeuuv Emped. B uapaßaXXeiv Demokr. B 191 (421, 7)
84, 1 (196, 20). 10 uitouTO^ B 91 (404, 1) h\a,np^wl\<^. B
-rrpooimov Rhetor. 74 A 26 (634, 19) 195 (421, 20) — irpo^ eueöTOöv toOto
eE ttraivou r\ t|/öf ou Gorg. B 7 (558, 4) cpöeiv inäXXov ti lu^i B 257 (431, 8) —
ev Tivi TüJv np. d. Thrasym. B 4 (578, 7) rjKuj . . . irpo^ ß(av EupuöGciu^ Krit.
AtiiuTiYopiKct upooffna Tit. Krit. B 43 B 16 (618, 10) — erepov npö«; ?T€pov
(626, 16 vgl. 612, 19). 15 Zenon B 1 (133, 11) ou . . i^<; ftnXov
TrpOTr€|Lnr€iv. TTpoöirciaire veeööai Parm. ouöev tu»v itpaYMCtTiuv oure auTUJv
B 1, 26 (116, 8). TToG' auTo oure aXXui upoc; aXXo Philol
.TTponereia. €Tri<j(paXe<; Periandr, 73-^ 3 B 11 (243, 11) trpö«; eauxö «aöTov
(523, 15). Anaxag. B 3 (314, 19) 6 irp&TO^ ttoti
irpoitCvciv. eKTTOj^aTO irpom'vei Krit. 20 tov fte^Tcpov ktX. Archyt. B 2 (261,
B 33 (623, 19) irpomeiv absol. B 6 (615, 19).
17). Vgl. irpotrooi?. TtpoöaYopeuaic; Teil d. \6to<; Alki-
TTpoTToXo^. av€u TrpouoXou Xenophan. damaa 74 A 1 (.526,20).
B 1, 18 (45, 6). irpoo^iTTCiv. Kopuqpa<; eT€pa<; f.Tepriiöi
irpÖTCOÖK. irponööCK; Krit. B6 (615,26 npooctnTUJV Emped. B 24, 1 (182,12)
12. 16) al uTcep tö neTpov (616, 1) em Tr]v dpxnv tüji TeXei Ttpoadijjai Alkm.
6€Eid va«ml)v B 1 (613, 20). B 2 (103, 30) Mn i^^e*" TTpoödTtTCoGai
irpoppci.v. irpopeouöi BeXuiiivd ktX. (ck tüuv 6uvaTWv Demokr. B 3 (386, 19).
. . ai'riq) Emped. B 21, 6 (180, 20). trpoaapiLidZciv. tö |itr| Trpoöapju6(Jav(?)
TTpöppr^ai«;. to uepi Tct? irpoppricreiq 30 Demokr. B 281 (436,8).
(Pythag.) 71 A 6 (506, 8). irpoaauftdv. (puTO Ka( |ne irpocftiuöa
'-^TTpo? [uo-xi). m. Grenet. dvGea Tifuifj^ Pami. B 1, 23 (115,5).
iTpö(; evriTOJV Emped. B 4, 7 (174, 16) trpoößoXn nX^ou Antiph. B 27 (595,
vtiTiio<; rJKOuae Trpö<; 6ai|Ltovo<; Herakl. 34) coni. dTroUTaaei^ Gorg. A 1 (544, 10;.
B 79 (73, 21) m. Dativ. rrevTC vpoc, 35 -rrpoöY^TVCöeai opp. cmo-^i-pi^aQax Ze-
Tol(; Xenophan. B 8, 3 (48, 5) dXXa . . non B 2 (133, 22. 134, 1. 2) opp, auch
Trpö<; Toic Emped. B 59, 3 (190, 20) dTrdXXuoeaiMelise. B 7 (145,12. 146,1).
vgl. B 17, 30 (179, 7) -rrpöi; toutok; Trpoööexcoeai. npoahk\exa\ oi>Ö6VÖ<;
Diog. B 4 (335, 13) m. AkkuB. xu. ti Autiph. B 10 (593, 1).
ävTaufct Trpö(; "OXuiiiirov Emped. B 44 40 npoööOKdv (ndvTa) P^thagor. D 6
(188, 11) Trpö<; Kkphoc, dTopTTÖ«; B 112,9 (285, 5) («(popa) Antiph. B 60 (602, 6).
(205, 16) nach lKve1ö9ai B 62, 6 (191, TTpooeftpeueiv. Tfji 6iavoi'ai \iy\ Trpoa-
22) uoTi-rrfTTreiv Archyt. B 1 (259, 8) eöpeiJovra (sc Totq Öau|LlaZo^evol(;) De-
ßXtnciv Demokr. B 96 (404, 11) öEu? mokr. B 191 (420, 17) ttii \xvr\\im . . .
B 273 (434, 2) — xpf1ö9ai B 173 (417, 3) is npoöcöpeüiuv (421, 3).
270 (433, 13) eiicpui^«; B 56 (400, 17) npooelvai (dvöpdai) opp. direivat Gorg.
gegen, uepavet npö(; aXXo Meliss. B ö B 6 (557, 9. 10) Koipaii ttdvTa updaeffTi
(144, 13) irelpaxa irpö? dXXriXa B 6 KoXd Krit. B 7, 2 (616, 11).
523
npoö€OiK€vai
524
irpoacoiKevai. TipoaeoiKC Antiph. B66
(602, 27).
trpoöex€»v{?) Krit. B 25, 19 (621, 7).
irpoöi^f opo?- ■ff<4vTa . • . itoTciYOpa ä\-
XaXoK Philol. B 11 (243, 13).
Trpoar]v^<;. dvOptüiroKTi ■t:poar\vr\ Em-
ped. B 130, 1 211, 31;.
npöaScv. C(öT6pov f\ npoaöev Parm. B
8, 10 (119, 7) TÖ irpööBev eov Meliss.
B 7 (145, 8 vgl. 145, 11) eic^ t6 irpo-
öOev Antiph.B49 (598, 13) oi -rrpooeev
B 61 (602, 10) ev toic upöoGcv Ana-
xag. B 12 (3^18, 11) irpoöBev r\ m. Inf.
Herakl. B 1 (61, 32) 31 (67, 10) irpö-
ö0ev upi'v m.Inf. Emped. B 139, 1 (214,
13) •irp6o9e toO KaXoO Krit. B 15, 7
(617, 8;.
npöaQeoic, opp. äq)aipeai<; Hippokr. 12
C 1 (81, 37) Pythag. 45 B 15 (273,20).
Vgl. irpooTiOevai.
TrpoööXi'ßeiv. TvpoaeGXi'ßeTo 6 axr)\x(x-
rxanoc, (Leuk.) A 24 (347, 40).
npoolevai. irpööciai opp. aTtetai He-
rakl. B 91 (75, 11).
-rrpocTKeiTTeiv. TTpooKarreo töv XaMß(i-
vovxa |L»»i Demokr. B 93 (404, 6).
TrpoöKOTreueiv. irpoaKOireuojLievov m.
Inf. Demokr. B 92 (404, 3).
trpo<JKpiv€iv pass. opp. ätTOKp{v£06ai
Demokr. A 68 (362, 47) voö<; . . . ev
Toit; Trpo0Kpt9eiöi kci ev toT<; ciTroxe-
Kpmkvoic; Anaxag. B 14 (320, 7).
TTpoOKpouetv (adjixaTa) Leuk. A 10
(345, 26).
TipoöKupeTv. OTUJi irpo(l6KupO€v Em-
ped. B 2, 5 (173, 22).
TrpoaXd/iiietv passiv, (töu^ dnXavei«;)
Metrod. v, Ch. A 9 (451, 35).
npoffopav Xenophan. B2, 6 (45, 19).
upoönf-rrTeiv. xä TroriTrfrrTovTa noTi
Töv axaQr\mv Archyt. B 1 (259, 7) rd
•npodirinrovra dvOpunnva vo>i{ZovT€<;
Hipparch. 55 C 6 (449, 48).
TrpocfirXdZeiv. riepi irpoatrXdZov (irei-
pac;) Xenophan. B 28, 2 (51, «).
irp 6011X0) öl <;. irvctinaxoi;xu)txov6piu6€i
(Emped.) A 93 (172,25) vgl. oiepoc; . . .
irpoaitiTrrovToq Anaxag. A 89 (309,41).
TtpoaxaKX«K6(;. TTpoöxaKxiKÖqTit.Pro-
tajr. A 1 527, 3).
trpoöxieevai. froxöejaetv ijjäqpov Epich.
B 2 i89, 24) Ttpotfxieevre^ absol. An-
a tiph. B 53 (600, 2) passiv, opp. dq)ai-
peioeai Zenon A 21 (130, 13 ff). Vgl.
TTpööOecri^.
irpoöqpepeiv. exepov «poaetpepev An-
tiph. B 54 (600, 18).
10 TcpoöqpuOK;. Tf\(i Kuxd ävatzvoriv Tipoö-
(pvaevjc, (sc. Tipöi; xq ttepiexov) Herakl.
A 16 (60, 13) öx^^ovxai Koxd xrjv up^ö-
<puöiv ((pXe߀<;) Diog. B 6 (338, 1).
rrpocfxil^« Toö Xö^ou 79 A 9 (581, 13).
15 upööxiwpo^- Tt6XivKrit.B14(616,32).
Tcpoöu; Archyt. B 1 (259,' 16) ei^ x6
Ttpööuü xoö aiGepoq Anaxag. B 15 (320,
13) xd TTÖpffu) (xpuTn^jLiaxai Archyt. Bl
(260, 9i.
20 TrpoauuOev. iröpaiyOev Archyt. B 1
(260, 5).
upoöuubia Hippias(?) ß 20 (586, 1 ff.)
Trpocru)i6{at == ai irpo^ Kiödpav <hibai
Krit. B 57 (628, 14).
25Ttp6<Jiy"!tov. oÜKexi xauxd Antiph. B 49
(599, 17) dxap߻ixoi<Jt irpooiwiroi^ (v.
fiXxoci} Emped. B 44 (188, 11),
wpoxeXeiv Demokr. B 255 (430,12).
'^ TT p o X e p o (;. xOüv -npoxeptuv Xenophan.
3» B 1, 22 (45, 10) ödpujv irpoxeptuv Em-
ped. B 21, 1 (180, 16) ev Trpoxepoiot
(neutr.) B 21, 2 (180, 16) irpöxepov ad-
verb. Xenophan. B 6, 1 (47, 7) Emped.
B 35, 2 (185, 28) xd rrpoxepov DöKiokr.
35 A 65 (364, 8) — upiöro^ »^pEe Tdiuoto
Orph. B 2 (473, 31) 7rpaxo(; {irpujxoi;)
Archyt. B 2 (261, 15. 1». 22) nptixiir,
(von zrw'eien; dq>' 66o0 xauxr^c; Parm.
B 6, 3 (117, 16) TrpOüxov . . xJjv ev dv-
40 Qpiimoic, toxi Tcaitavaic, Antiph. B 60
(602, 1) npiixot — iTpüJxoi bi Emped. (?)
B 154b ^217, 22. 23) dirö xuiv Trpu>T(uv
«pXeß&v Diog. B 6 (337, 28 vgl. 339, 7)
xo )üiev TTpdxov 6uvdji€i coni. ÜTrepexöv,
45 xb &€ uöxepov [Philol.] B 21 (248, 4)
. . . dvacpuöioq xoö TrpuJxou [Embryo]
Phüol. B 13 (244, 16) itpOJe' fiXiKa x
dpxnv (Elemente) Emped. B 38, 1 (186,
535
nuKv6^
526
20; To TTpOÜTU oiujLiaTa Demokr. A 47
;361, 7; vgl Ekphant. 1 ^265, 30) xä
npOuta in d. Zahlen u. Körpern (Speu-
Bipp. nach) I'hilol. A 13 (235. 44 ff.) —
adverb. TipiIiTov I'herekj'd. B 2 (Ö08.
13) Herakl. B^l ;G7, 3) Emped. B6,l
(175, 8) 79 (195, Ol Anaxag. B 12 '318,
18) Demokr. B 84 (403, 10) 148 (411,
11) npüTOv rhilol. B 7 (242, 10} irpüii-
Tov \iiv Xenophan. B 1, 13 (45, 1)
Thrasym. B 1 '577, 11.18) Krit. B 34
(623, 28; irpöTov |uev Archyt. B 1 ;258,
13) To TTpiÖTOv Herakl. B 1 (61, 82)
Meliss. B 8 (147, 14) irpujTa tuttoi . .
€£oveT€XXov Emped. B 62, 4 (191, 20)
vgl. 0T€ IVtX TTpUJT CqjUOVTO B 95 (198,
28) TTpuitiöTov Parm. B 13 (124, 8)
TtpuiTiOTO Archyt. B 1 (258, 12).
irpOTi|uäv. TouTa k'^ÖJ irpoTiincuJ He-
rakl. B 55 (69, 28).
Trp6Ti)io<;. TÖTiep . . irpOTifiov jbiWMT]?
Xenophan. B 2, 17 (46, 9).
irpoTponti (xpoitri? s.d.) = 9e<ji? De-
mokr. A 125 '372, 14) — irpoTpoirrli
Xpuj)jievo< KOI XÖTOu tieiGot B 181 (418,
14).
1T^^6^>aalc, Demokr. B 222 (425, 4) xu-
XTi^ ciftiwXov . . Trpöcpaaiv . . dßouX(ri(;
B 119 (407, 23).
ixpocpe.pr\(;,. beW (puXdTT€ö9ai tö xa-
Xou|ii€vov irpoqpep^^ PytbagOr. D 8
(289, ». 290, 16).
TTpoq>iiTr|^. AiYUirrtoi [Demokr.] B 300,
18 (444, 18. 32)
Trp6(ppiuv Parm. B 1, 22 (115,4).
itpoxe^v. irXimoxoa^ . . . npoxiixjn^v
Krit. B17 (618, 17).
TTp6x€»po<;. irpoxcipörepov Xenophan.
B 1, 14 (45, 4).
TrpujlßXaOTi^? erkl. Menest. 5 (219,
42 ff.).
nptütKapuoq erklärt Menest. 5 (219,
42 ff.).
UpiUTlÖTO?, ItpOÜTO? 8. npÖTCpO^.
itTcpoßdjauiv. iTT€poßd|Liooi KujißaK; Em-
ped. B 20, 7 (180, 10).
itT€p6v. irrepct iruKvct = Tpi'xec;, <püXXa,
X€Tn'5e<; Emped. B 82, 1 (195, 31) Ent-
stehung aus Tpocpn Anaxag. A46 (303,
16).
irxepuE. uiKUTiXiivoK; mepvrfiov ^mai^
V. 'ApKxoi Krit. B 18, 4 (619, 1).
r- nxri v6^. dv^Voui; ux; xä rrx*]vä it^tcöBat
Anaximen. A 19 20, 28) eohortales
avea Herakl. B 37 ;68, 2).
•nxiöoeiv. 'itxiaoe xöv'AvaSdpxou e«5Xa-
Kov . . / Anaxarch. A 1 (454, 18} 13
10 (457, 15).
iTxo€Tv. ßXäE . . . CTrrofiaOat <piXrt He-
rakl. B 87 (74, 18).
Tit (ii^a opp. KoxdßXrjiia Demokr. B 125
^408, 20).
15 1txl«xo^ouöoK6XaS Plur. öorg. ISflö
(560, 18).
Trxujxd<; : txi^a<i ßaaiXcu«; Dialex. 1, 14
367, 17. 20).
TTueiKÖ.; (XÖT0<;) Gorg. A 1 (544, 20)
20 B 9 i568, 19).
iTuOioviKT)^. TiuOioviKai coui. (^Xu^mo-
viKoi Antiph. B 49 (598, 26).
TTuOio^. xuji xOüv TTu9{u»v dyiuvi Krit.
B 51 (628, 8). Vgl. Reg. II.
25iTu6^i^v. irpOüxöi dpiejio{ «=» TTuSn^vcq
Pythagor. 35 A 17 (255, 41) nue^Tiv ö
i>€Ka (Speusipp. nach) Philol. A 13
(235, 35) — mj9|alv€5 Xotiuv Protag.
A 1 (526,18).
30 TtuKdZeiv. ßa»|Liö^ dv8€öi ircttUKaCxai
Xenophan. B 1, 11 (44, 26).
■rruKiv6<;. fest, bwixa Xenophan. ß 17
(49, 15) 'Apfiovfrj^ ■iruKivüii Kpucpuii Bra-
ped. B 27, 3 (183, 24) dieht. iruwvöv
35 bifjiac, €Mßpi66<; X6 (wE) Parm. B 8, 69
(122, 3) nuKivöv ^6ov (depoO Emped.
B 100, 14 (201, 3) dickt gedrängt, nu-
kivok; . . dXoEivB 100,3 (200,17). Vgl.
iruKvoq ff.
40 iTUKvdp^ujv Demokr. A 93 (367, 87).
nuKvö^. fest, dieht. oxe<p(5va(i xt]v ^6v
£K XOO dpaioO, XTjV bk €K xoO ituicvoO
Parm. A 37 (111, 6) iruKvöxcpov fxiTfWt
xoO foXaHov kukXou otrcp vjiuxpdv opp.
45 dpaiöxepov = ecptiöv A 43 ,111, 36)
vgl. xö nuKvöv KOI itaxu vj/uxpöv ;= o:f\p)
opp. xö ^avöv Kai Xcmov e€p^öv
(= aiOi^p) Anaxag. A 70 (o^:-?, 15} —
527
UUKVOTri^
528
55 A 135 (375, 4) vgl. unten Z. 12
TTUKvöq drip opp. (iavö^ (b. 6acppr\aic,)
A92 (310, 43 ff.) Mbaxoc, XcirrÖTepov,
d^po(; TTUKVÖTepov Idaios (327, 36 ff.) —
TTUKvöv KOI dpaiöv ouK av eiTi Meliss.
B 7 (146, 10) t6 dpaiöv ft KCvcoiTepov
Tiverai tou ttukVdO (146, 13 vgl. 12)
öict TOU iLiavoO KOI TTUKvoö oiovxai qpa-
vepov elvai oti ecm Kev6v Xuthos (220,
13 f.) — dnoKpiveTöi dirö toö dpaioO
TÖ TCUKvöv Anaxag. B 12 (319, 6) t6
•ta'Kvöv . . . KUi t|juxpöv . . . ev9a vOv
(rj ff\) opp. TÖ dpaiöv KOi tö öepjiöv . . .
B 15 (320, 11) vgl. 8uou oruvcKupncfev
TÖ iruKVÖv ouöTpoqpf^i (Trjv fr\v) iroi-
fioai opp. dpaiöv Diog. A 6 (329, 24)
ökXtipöv tö ttukvÖv, lioXaKÖv tö jnavöv
Demokr. A 135 (375, 25) — irupöi;
TTUKVÖTepov, depo<; XeirrÖTepov . . . Ö6a-
To^ XcTTTÖTepov, depo^ iruKvÖTepov
Idaios (327, 33 ff.) — div miKva. kci
KaTct |LiiKpäT€9pau<J|Lieva (KeiTOiTOöToi-
xeia) opp. löv fiavä koi dpaid Emped.
A 86 (169, 1) |j€"iTMa tö tu)v atrcp^d-
TU)v Yiveoeai itukvöv (syn. aKXripöv) ^k
|uaXaKf\? Tfjc; ■^ovi\c, B 92 (198, 8) auv-
apfiÖTTCiv TCi KOiXa Toi<;TruKvoT(;(198,9)
(Ziuiiuv) öö' eau) ^ev iruKvd, Ta b' ek-
ToOi Movct TremiTe B 75, 1 (194, 6)
Ti5.'Kvou |i€Tex€iv uXe(ovoq (to dppeva)
j.'arm. A 53 (112, 47) oiuivOüv irTCpd
TTUKvd Emped. B 82, 1 (195, 81) —
dichtgedrängt. xpriiiiaTa iruKvd B 100,
13 (201, 2) — klug. iruKvöq tk; koi öo-
cpö^ Yviwfiriv dvrjp Krit. B 25, 12 (620,
33). Vgl. TTUKtvÖ^, TTUICVÖTri^ ff.
7ruKvÖTr]<; opp. fiavÖTri^. depo^ Ana-
ximen. A 5 (18, 12. 21) Archel. A 7
(324, 38) vgl. Idaios (327, 39) vecpo?
ir€Ttr]YÖ<; uuö truKvÖTrjTo^ Metrod. v.
Ch, A15 (451,47) tt]? ercKpaveia^ Ana-
xag. A 89 (309, 40) tuiv l\umv (? vgl.
oben Z. 28) Diog. A 30 (333, 10) vgl.
auch Hippokr. 12 C 1 (82, 40). Vgl.
TTUKvÖc;, TTUKVOOv f.
iruKvoOv. töv f]Xiov . . . tcukvoöv töv
depa Demokr. A 135 (374, 15) vgl.
Anaxag. A 72 (307, 21) passiv, v. dnp
opp. dpaioOööai Anaximen. A 5 (18,
13) 7 (18, 35 ff. 19, 2} 8 (19, 12) 15
(20, 5) Diog. A 1 (328,26) (opp. ^avoO-
oeai) A 5 (329, 13) vgl. A 6 (329, 23) —
6 Demokr. A 135 (374, 29) Metrod. v.
Ch. A4 (451,15) V. veq>0(; A 17 (452, 8j
V. -rrOp Herakl. A 1 (65, 25) 5 (58, 20)
V. Tn Demokr. A 95 (367, 46) v. \i\x\
ev THi T^i (Leuk.) A 24 (347, 39) v.
10 dönpoi; Demokr. A 135 (375, 29) v.
Tpoqpj^ Emped. A 72 (165, 5) vgl. auch
Hippokr. 12 C 1 (82, 38 ff.) auöTpecpe-
Tai TÖ uöiwp Kai TruKvouTai Antiph. B
29 (596, 9) ^iruKvoieri (596, 10). Vgl.
15 TTUKVÖq ff., TTUKVUUaK;.
injKviwöK; depoc; opp. fidvuucri^ Anaxi-
men. A 5 (18, 20) opp. dpaiujöK; A 6
(18, 24) Emped. A 65 (163, 17) Ana-
xag. A 72 (307, 21) TTUpö^ opp. ladvuj-
20 m? Hippas. Herakl. 8, 7 (30, 43) =
12 A 5 (58, 9) opp. dpaiui0i(; Herakl.
A 1 (55, 18) 6id Triv tt. auvau^aöiuiöv
(döTepuJv) Demokr. A 91 (367, 22).
TT ö K T Ti ^ dyaeö c, Xenophan. B 2, 15 (46, 7) .
25 TTUKToauvr). -auvT]v dXYivöeöcyav exwv
Xenophan. B2, 4 (45, 17).
iru X r^. Porta vesperis (am Himmel) Ana-
xag. B 20 (322, 2) vgl. S. 707, 5 (z. 321, 9)
TtiiXai NuKTÖ^ Te koi "HiuaTO? Farm.
30 B 1, 11 (114, 17) öxf\a uiaeie ituXeujv
diTO B i, 17 (114, 23) d|H(pi TruXa?
iöejioto Emped. B 100, 19 (201, 8) —
iruXai : ijjux^v Yeveöeiq Pherekyd. B 6
(509, 26).
35TruXu)pöq mediz. (Demokr.) C 6 (448, 44).
TTUiuaTo^. ueTpa? Parm. B 8, 42 (121, 3)
TT. KaTd a<u\xa Emped. B 100,2 (200, IG).
Truvedveö6ai (TTopd tujv eiöÖTiwv) Thra-
sym. B 1 (577, 23) TieiJöeai Emped. B
40 2, 9 (173, 26) ueuöTii epta öeXrivn?
Parm. B 10, 4 (122, 24) «pdpfiOKa Em-
ped. B 111, 2 (204, 13) TTuGeöeai oöa
evtiToTaiv eÖ€i|iiav Mus. B 7 (485, 13)
TrdvTa TTUÖeöGai Parm. B 1, 28 (115,
45 10) eTTuGöiLieea öti Kiit. B 44 (626,
22) — CTTi voiJ(JUJv TravTo(ujv ettuGovto
KXi5eiv Emped. B 112, 11 (205, 18).
TTuov XeuKÖv Emped. B 68 (193, 7).
529
irOp
530
TTÖp. övojadZei aiSepa ävTi nvpoc, v.
Anaxag. A 73 (307, 3ö. 37) vgl. A 43
(302, 28) 84 (308, 45) 1 (294, 1) vgl.
auch Emped. A 33 (169, 13. 16) Pbe-
rekyd. A 9 (507, 2 ff.) alOepiov nöp 5
Parm. B 8, 56 (121, 17) riepiov Fip-
pokr. 12 C 1 (83, 14) KoXet t6 uöp
"Hq)ai<jTov, rjXiov, qpAöfa Emped. B 98
(199, 26).
Gott. =Z6Ü<;Pherekyd.A9(507,2) lo
anders A 8 (506, 31) Emped. A 1 (153,
33) 33 (159, 25) vgl. B 6, 2 ^175, 9.
157, 14} u, alÖTip. = 'AiTÖXXtuv "HXioq
"HcpaiöTo.; (Theagen.) 2 (511, 18. 22)
"HXie nOp Orph. B 21 (481, 18 vgl. I5
482, 4) = "Hcpaiaro? Aegypt. 60 B 7
(460, 31 vgl. 45. 47) Emped. B 96, 3
(199, 19) 98, 2 (199, 32 vgl. 26) Pro-
dik. B 5 (671, 28) 'Apri<; iräöav Tr)v
€)iiTrupov q)üöiv {\}q>ioxr]ai) Philol. A 14 20
(236, 32) — TiOp eeö? Hippas. Herakl.
8, 8 (31, 1) TTCpiOÖlKÖV TTÖp ÖlÖlOV Hs-
rakl. A 8 (68, 30) 6 Qebc, . . . dXXoi-
oOtoi OKiJuairep (irOp), ottötov aujn)ui-
Ytji euuiiaaöiv, övojudZeTai Kaö' Jiöovfjv 26
€KdöTou B 67 (71, 17) vgl. A 16 (60,
17} K€pauv6(; = uOp aiiüviov B 64
(71, 9) TtOp öepiuÖTaTov önep -rrdvTUJv
KpoT^t . . . irdvTa öiä navTÖc; Kußepväi
Hippokr. 12 C 1 (83, 20 ff.) vgl. (dfjp) 30
uTTo Tfi(; Toö uupöc; -nepicpopäc, KpareT-
Ttti Archel. A 1 (323, 20) vgl. A 4
(324, 11) TÖ Tf\c, novdboc, voepöv iröp
Tov eeöv Emped. (?) A 31 (168, 44) tö
nfEMOviKov €v TÜJi iLteaaiTaTuji rcvpi, 35
ÖTTcp . . . irpoüueßdXeTo rfj^ toO irav-
TÖ<; (oqpaipac;) 6 6rmioupYÖ(; Qedc; Phi-
lol. A 17 (237, 31) vgl. TTÖp = Albe,
oiKQc, A 16 (237, 14) voOv töv öeöv ev
TTUpi aq)aipo€i6ei Demokr. A 74 (365, 7). 40
Element (Kosmologie). iiOp
ctpx»!, öToix€Tov, q)u<Ji<; unoKeifievii u. ä.
Hippas. Herakl. 8, 7 (30, 40 ff") = 12 A 5
(58, 8 ff.) 50(327,44) Herakl. A 1 (55,17)
26 A 10 (224, 14) eK nupb^ rä irdvxa ktX. 45
Herakl. A 1 (55, 9) danach falsch v.
Emped. A 31 (158, 44) (kööjlioc;) fiv äei
Ktti €(TTiv KOI Iffxai nOp d€(Zu>ov He-
rakl. B 30 (66, 21) vgl. A 14" (69, 24)
und unten Z. 38 — Tiöp Kai töv liite-
eexo V. Parm. 25 A 6 (221, 31) irOp
KOI YH dpxai, TÖ jicv wc, vXr\, tö Ö€
vjc, aiTtov Km iroioOv Parm. A 7 (107,
15; = A 1 (105, 34) 23 (109, 5; iiöp
(eepiiov) = öv opp. ff] A 24 (109,15)
55 A 42 (360, 27) irOp koi yr) y\ |uaX-
Xov (pdsq Kai okoto^ Parm. A 34 (110,
44) Vgl. A 37 (111, 6; \JLopcpac, kotc-
0evTO 6üo : rf\i itiev qpXoTÖc; aiQkpiov
irOp; r^TTiov, eXacppöv, etuurtlii tujutöv
opp. vuE B 8, 56 il21, 17) vgl. B 12,
1. 2 (123, 18) TTup Kai drip dpxai Oinop.
5 (230, 8) TTÖp, ff], dr)p rd ovra Ion
A 6 (221, 31) — viertes Element Ein-
ped. A 1 (153, 31) [igtiis] 21 (156, 33)
28 (158, 6) 30 (158, 28) 33 (159, 11 ff.)
B 17, 18 (178, 16) 45 A 43 (302, 23)
((püöei Kai TÜxrii) 21 A 48 (161, 9) toii
irupi TÖXXa Trdvra dvTiT{9ii<jiv A 36
(159, 43) vgl. A 37 (160, 5) irupi aüEei
TÖ TTÖp B 37 (186, 17) = NeiKo^ ouXo-
inevov (falsch) B 19 (179, 18) dafür
"HcpaiöTog (s. Sp. 529, 17), rjXio^ s. d.
vgl. Entstehung d. Menschen, nöp im
Menschen Sp. 533, 20 — rd ra^ acpai-
pac; awnata trevxe . . xd €v xöi öq)ai-
pai irOp KxX. Philol. B 12 (244, 9) vgl.
xd (xüJv oXujv) nep»! UEvxe . . . TTveöiua,
irOp KxX. Aegypt. 60 B 7 (460, 25) —
trupöq dpi0|Li6? Pythagor. B 27 (275,
25) — angebliches inexaHi) depoi; xe köi
Ttupöt; Anaximandr. 16 (15, 4) d. Diog.
A 5 (329, 17) in Wahrheit d. Idaios(?)
50 (327, 33 ff.) — aber: nöp nicht
Element Meliss. B 8 (147, 10) Diog.
B 2 (334, 11) — Kosmologie. €k
Trupö<; xd dvxa koi -rrdXiv de, itöp u.
ähnl. Hippas. Herakl. 8, 7 (30, 43) =
12 A 5 (58, 8 ff.) Herakl. A 1 (66, 9.
18) xouxou KaTa(j߀wu|Lievou Koaiio-
noieiöBai xd iravxa A 5 (58, 14} (k6-
öinoq) = m)p de(2u)ov, dTrxoinevov juexpa
KOI dTro(jßevvü|ii€vov laexpa B 30 (66,21)
xf\^ öioiKiioeinq xu»v oXujv aixiov B 64
(71, 10) TTupö^ dvxa|uoißfi xd udvxa Kai
nOp dirdvxunf B 90 (75, 4} vgl A 1
531 itOp
532
(55, 18) 5 (58, 10) nupö«; TpoTra\ eot-
\aaaa, 60X00011^ tö f)|niou Yfj, t6 f\\x\a\)
npriöTtip u. umgek. B 31 (67, 2 ff.) Zy\i
irOp Tov Yn<5 öavoTOv ktX. JB 76 (73, 7)
vgl. A 1 65, 2ö ft'.) auch uboip oßeOTi- 5
KÖv Toö irupöq, TTÖp fiipavTiKÖv TOO
ufearo^ (Theagen.) 2 (511, 18) ck ttu-
pöq df|p KOI €E ci€p9<; i56a"p . . . ck Xi-
Oou TrctXiv TtOp Anaxag. A 45 303,13
vgl. 20) — vuktittoXok; . . . liovreücTai lo
To ffOp Herakl. B 14 ;64, 21; itotvTa
T^ TiOp eneXGöv xpivcT kuV KaTuXi'i«<i€-
xm B 66 (71, 13) vgl. B 63 (71, 7) evi
\6f\x)\ rrdvTa öieKoöiarjöaxo to ev im
auGiJom tö irOp, diromVir^'V toO oXou iö
Hippokr. 12 C 1 83, 8 ff. vgl. 82, 44) --
kukXov TTupö<; dTicKpieevTa toö kotc»
k6o|liov ftvpoc, Anaximandr. 11 (14,8)
'— uöp au£cTai uttö tuiv XaiuTrpüJv dva-
0ufiida€tjuv Herakl. A 1 (65, 30) — ai 20
öTtivoTcpai (OT€<pdvai,. uXnvTO nvpbc,
dKpi^TOio, ai ö' €Tti TaT<; wktoc,, ilictci
bk (pXoTO«; ... alaa Parm. B 12, 1 (123,
18) vgl. bvo r)|iiöcpatpia t6 fiev Ka9ö-
Xou iTup6(; •••= riiuepa), tö hk JuIiktöv e? 25
dfepoc KOI oXffou injp6^ f= viiE) Em-
ped. A 30 (158, 32) — Tröp bei Welt-
bildung B 17, 18 (178, 15) 20A 5 (138;
975*' 12) f-texa xöv depa xö rrOp ex&pa-
^öv . . . dvuj eKxpex^iv Oirö xoO itepi 30
xöv dtpa ■»rd-fou A 30 (158, 30) vgl.
A 49 (101,21.81) ntqpuKevai ctvu) <pe-
p€ö6ai B 53 (189, 17) KapiraXfjuujc; dvd-
Tiaiov (eqpepero xö itOp) B 51 (189, 11)
vgl. B G2, 2. 6 (191, 18. 22) xd xoöqpa 35
xöv dvuj xÖTiov (.TiiO%iiv, üjq xö Tröp
Anaxag. A 1 (294, 1) xö irOp Kouqaö-
xaxov, 6x1 trXeiöxov exe» Kevöv De-
mokr. A 60 (363, 15) €K8XißöiLi€vov . . .
ävuj (pepeoGai xai &id xouxo K0O90V 40
ÖOKelv A 61 (363, 28) vgl. aber xö irOp
xaneivöxepov (^epecfGai) (?) Emped. A
35 (169, 40) vgl. B 52 (189, 14) und
Sp. 533, 7 — irOp ev )ieou)i itepi xö
Kevxpov = korkt Philol. A 16 (237, 45
13. 19) 17 (237, 27 ff.) Pythagor. B 37
(278, 6 ff.) exepov dvujxdxu) xö trcpiexov
Philol. A 16 (237, 16) (pBopäv xoO
Ko0|uou eE oupavoO itupöq puevxo«; A
18 (237, 33).
Entstehung, Form. Aixi'anrepV
irupöc; KOI Tutv €v Ttup» Tit. Demokr.
A 33 (357, 33) = B 11« (390, 2) —
Xpövov TTOificrai €K xoO fövav (ZdvTo<;?)
nOp, Trv€0|Lia, u6ujp Pherekyd. A8 (506,
31; anders A 9 (507, 2. 5) Entstehung
aus d»ip Anaxiineu. A 5 (18, 13; 7 (18,
37. 43) 8 (19,14; 9 (19,18) Archel. A 7
(.324, 39) ^K Trupajiiöo^ Pythag. 32 A
15 (237, 10) vgl. B 12 (244,9) aus Ato-
men Leuk. A 17 (346, 36) 24 (347, 38;
unklar Z. 35) Demokr A 1 (362,27) —
Form d. ö(paTpa Leuk, Demokr, 54
A 15 (346, 27) 28 (348, 21 ff.) 55 A 74
(365, 7) 101 (369, 26) 102 (369,30) vgl.
A 104 (369, 38) irOp Xeirroncpeffxaxov
KOI ixitKiara rwv oxoixe^ujv döU).uaxov,
€xi bh Kiveixaf x€ koi Kiv€l xü dXXa
TTpuixu)? (Demokr.) A löl (369, 21. 27)
vgl. Sp. 531, 37.
Gestirne, Erde, (aaxpä) xrupö^
€^TrXea Anaximandr. 18 (16, 40) ttiXti-
juaxa Trup6<; Herakl. A 11 (59, 1) wei-
teres B. döxpov. f,Xi0(; Ka6apu)xaxov
irOp [Anaximandr.] 1 (12, 1) in Wahr-
heit Anaxag. vgl. xö aüxö -tröp xe koi
TiXiov Anaxag. A 73 (307, 27) riXio; ==
k»jkXo(; tiX/ipri<; trupoc; Anaximandr. 21
(16, 9) irupö«; CKnvori (16, 14) TTupö(;
dvanvof} 6 f\\ioc, xai 6 -^aKaliac, Pann.
A 37 (111, 13) de sole sumptus igni$
[mens Immcmn] Epicb. Enni 60 (97,
10) riXioi; = Trupö(; dSpoiaiaa utt«
Emped. A 1 (153, 36) (öeXnvnv; depa
■reemiYOTa uttö irupö^, (itcö i\\c, toO
irupö^ CTqpafpa^ Treptex<5M€vov (Tratov
depoq) A 60 (162,42.44) xö dTroKpunxö-
^evov trepi (xfjv öeXrivTiv; unö xf)^
upooßoXf)^ xoO i'jXCou d|Liaupo0o6ai, ire-
cpuKoxoc xoö icrxupoxfipou irüpö^ xö
doetvcöTcpov d|iiaupoOv 6 br\ öuMßai-
veiv Km Ttepi xd dXXa daxpa Antiph.
B 27 (595, 36) weiteres s. f5\io<;, ce-
\x\vx\. (bei doxpatri^) irOp €v xoi? vc-
qpeöiv, €|LincpiXapißav6|Lt£vov xuiv toO
rjXfou dKx(vuiv Emped. A 63 (163, 8)
533
TtUpYO^
534
anders Anaxag. A 84 (808, 4ö) vgl.
dcfTpaTtii — xööva KüupK; . . . öouii
mjpi 6a)K€ Kparöva« Emped. B 73, 2
(193,26) no\Xd ö' cyepB €) ou6eo(; nupä
Kaktai B 52 (189, 14) ignibus, quos 5
multit locis terra opertos tegit, aquam
caleseere A 68 ,163,43) vgl. Sp.531, 33,
unten Z. 17 ignem causam motus {ter-
rae) Anaxag A 89 309, 42, (irOp) koiov
TTiv Y^v Kai öuvTfiKOv TpwTtdvioviroi€T 10
Antiph. B 30 (596, 15) vgl. aeio^oq.
irOp iv Amdpai Xenophan. A 48 (43,
43) — 11 Q6Xa(3aa koi tö rröp dveinoK;
öouXeu€i Herald. A 14» (59, 29) €k-
KauöK d. Meeres s. Q&kaTxa. 15
Mensch, Seele, (dvbpujv, yi^ö'-
kOuv) 6ptiY\Ka<; dvTiYaYt xpivoiacvov xröp
Emped. B 62, 2 (191, 18) toü<; (sc. tu-
trou?) nOp dve■Ir€^Tre BeXov irpöq A|lioiov
iKeöeai B 62, 6 (191, 22) — nöp im 20
Körper Hippokr. 12 C 1 (82, 35 ff.)
TÖ nOp eK Toö au|umYevTO(; xiveojaevou
Toö UYPOÖ 6iaKO0M6iTai tö oüufaa (82,
44 ff.) ä'no^i^xr\aly toO oXou (83, 9)
ettoiriöaTo ircpiöftou«; Tpioodi; (83, 17) 25
Iwminis materiam igni simul et umori
permixtam Emped. A 72 (165, 12) vgl.
18 Aöl (112,37) Ttöp in veOpa Emped.
A 78 (166, 5) in öötö (166, 7) "Htpoi-
OTOc, in öaTea AcuKd B 96, 3 (199, 19) 30
in atjia und äAXri<; eiftea aapKoq B
98, 2 (199, 32) — (6<peaA^6q) ex« itOp
Alkm. A 6 (101, 23) nupo? oeXaq ai8o-
|i€voio äy^ox, (= Xuxvov) dem des Auges
verglichen Emped. B 84, 2 (196, 30) 35
€v miviY^iv kpYiievov uüyuyiov nOp
XcTTT^iafv (t') d86vr]Or XoxdZcTO kü-
KXowa tcoupT^v B 84, 7 (196, 35) irOp
ih^3 6i(€<yKov (mj^viyy««; '^- öGövai), oaov
TCtvaiÄTCpov (als vbwp) i^cv B 84, 11 40
(197, 3) <pXöS tXdeipa laivuveafefT]? Tuxe
Ya(ji^ B 85 (197, 7) irupi uOp d(6r]Xov
(ö^tJL^wa^€v) B 109, 2 (203, 20) vgl. B
84 (196, 2 ff.) A 86 (168, 12 ff. 169, 15.
23. 48 ff) 91 (172, 7 ff) toI<; mcv toö 45
TTupö«; (ndpoiO tu Xeuxd, toT? öe toö
öboTo? Tot ^leXava Yvujpfretv A 86 (168,
Uff.) vgl. 56 A 135 (375, 8) 21 A 91
(172, 12) — q)p6vi)Liov tö Tröp Herakl.
B 64 (71, 10) ndvTa tö ^leprj toO ttu-
pö<;(?) Td opaTÖ koi tö ddpara 'cppö-
vTioiv €X€»v . . .' Emped. B 110 (203,
31) nöp GepiidTaTov €V toutuji vwX'l»
v6o<;, c^povr^oxc,, o.^lr\a\.c„ öirvoq, CY^pOiq
Hippokr, 12 C 1 (83, 10) vgl. voOv töv
ecöv ev irupi öcpaipoeiöel Demokr. A
74 (365, 7) — v|»üxn Tnjpö(; koi uSaTOi;
öuYxpiötv exouaa Hippoki-. 12 C 1 (82,
10. vgl. 81, 28) ex terra et igne animam
esse Parm. A 45 (112, 3) tröp lijt qppovoO-
M€v Herakl. 14 A 11 (102,16) = 21 A 76
(166, 44) mentis ignis est Epich. Enni
48 (97, 7) mens kuniana = de sole
stcmptus igms 50 (97, 10) iröp ti xai
6€p|Liöv ijiuxil Leuk. Demokr. 54 A 28
(348, 19 ff.) CK nup6? (348, 31) y^^xA =
voö^ = tröp Demokr. A 101 (369, 21 ff.)
vgl. A 102 (369. 29).
Verschiedenes, to irOp ixövTO
TrXeiaTOv tOüv twnuv evubpa eivai Em-
ped. A 73 (165, 16) Td €YY»<'Ta toö
Ttupöc; övra TdxiöTo €KTtupou^eva Me-
nest. 5 (220, 3) XaiuTipÖTUTa Td nXct-
öTov exovTa koi XeirrÖTaTov uOp, epu-
9p6T€pa Td TraxuTcpov koi cXarrov
Demokr. A 135 (377, 46) ol dvBpaKeq
TrXiiöidaavTe^ Tuit irupi kut' dXXofujöiv
bidnupoi Herakl. A 16 (60, 17) dXXoioO-
Toi ... ÖKUJöTrep (irOp) öitötov <Juh-
mY»1i Qvw^aaxv ... B 67 (71, 17) —
dmevai tö irOp 6id tüjv itöpwv Gorg.
B 5 (556, 16) — Ttdp Tiup» . . XeY*iv
Xenophan. B 22, 1 (50, 7) — |xaxa£pai
irOp nn (ncaXfueiv Pythagor. C 6 ^1^
22. 82) — Td)v i^öuöMaTUJV äpiOTOv tö
irOp iProdik.] B 10 (573, 5),
TTupam'i;. ^K^eTpctv Thal. AI (4, 13}
21 (10, 24) Td b Tnipapiic, (Speusipp.
nach) Phüol. A 13 (235, 44 vgl. 47)
T€Tpd^ ev irupa^(öoc YU)v{ai(; fj ßdöeöi,
eEd^ öe €v ttXeupoTq (235, 48) irpunn,
ötuTcpa, TpiTr] ■irupa!a{<; (236, 10 ff.) ^k
Tf^c nvpapiiboc, to nöp Pythag, 32 A
15 237, 10).
•n:üpYO<; (Zrjvöc;) = irOp kv fxiawi Py-
thagor, B 31 '278, 31).
535
TTupeTo«;
536
iTupeioq. äpiffxa €k kittoO Menest. 3
(219, 29) Tct €K TU)v evuöpuuv 5 (220, 2).
TTuperoq. TTepi TtuperoO Tit. Demokr.
A 33 (358, 12) = B 299^ (439, 28) vgl.
[Demokr.] B 300, 10 (442, 14) ÖX(tuj 5
TTupeTU) eiTiTevo|Lxevuj dvOeuuv TpÖTiuui
f.iapa(vovTi Hipparch. 65 C 7 (449, 24).
TTupiötov. €K |uiKpu)v Tn)pi6{ujv äOpoi-
IcaQai TÖv TJXtov Xenophan. A 32 (41,
15) 33(41,28) 40(42,45). lo
TTupivo^. oupavo; Heiakl. Parm. 12
A 10 (58, 47) = 18 A 38 (111, 23) xo
TTupivov (= TTupiwbeq) Emped. A 56
(162, 23) 6 iT6piKei)nevo(; aiö>]p Anaxag.
A 71 (307, 16) Tct äaxpa (vgl. d.) Ana- 15
ximen. A 7 (18, 41) vgl. A 14 (19, 36)
Emped. A 53 (162, 10) n^'o^ (vgl. d.)
Anaximen. A 15 (20, 4) Parm. Metrod.
V. Ch. 18 A 41 (111, 30) öeXi^vri (vgl.
d.) Anaximen. A 16 (20, 9) Parm. A 20
42 (111, 31) TTupivriv xriv öüvaiutv (xuiv
XÖYUJi Oeiuprixujv) Demokr. A 102 (369,
30). Vgl. m)pujbr]<;.
TTupKai»]. TrupKalriv (aßevvuvai) opp.
ußpiv Herakl. B 43 (68,15) Plur. Ano- 25
nym. lambl. 4 (632, 4).
trupoeiÖTic; s. Trupuiöric;.
TTUpü(;. TTupoi laexct irupijüv Demokr. B
164 (415, 6).
TTupoöv. epu9paiveo9ai xct irupoüineva 30
Demokr. A 135 (377, 43 ff.) — x&v
ävxi96xu)v (sc. Toic, ßopeioi^) ireirupu)-
luevuuv Leuk. A 27 (348, 17) ck veqpi&v
7reTrupuu|ievuuv xä äöxpa, xöv TJXtov usw.
Xenophan. A 38 (42, 39) 40 (42, 45) 35
44 (43, 16).
Ttupp6<;. (6eou(;) Xenophan. B 16, 2 (49,
12).
irupiuöiiq. axeqpdvri Parm. A 37 (111,9)
TJ \\iv\r\ Parm. Hippas. Herakl. 8, 9 40
(31, 3) = 18 A 45 (112, 4) vgl. (vuxn)
irupAöef; GvyKpipta €k tuiv Xöyiui Gew-
pnTÜJv Demokr. A 102 (369, 29) — xo
7rupiJL»6€<; uitö xuii aiOept (d. i. pOpovo?)
Parm. A 37 (111, 15) xöv oopavöv ... 45
xo TTupuiöei; koI xö äepuiöe^ ^v «a-
xepiuixiüv iimoqpaipiuuv irepilxovxa Em-
ped. A 51 (161, 41) inipiva (xä affxpa)
€K xoO nvpvjbovc, oirep 6 ctrjp ev eau-
xu)i Trepicxujv eHaveöÄiij/e A 53 (162,
10) öixxou? i'jXfouc;, xö xe cv xuji oü-
pavüii ■nvp&bec, koi xö an aüxoO ttu-
poeiöeq Koxä xö eooTrxpoeiöeq Philol.
A 19 (237, 39) (xö uöiup) KaBö . . €i^
xö (kcixu) öiä xö) TTupüj&e^ ouviffxaxat,
TTOieTv Tf^v Archel. A 1 (323, 19) xö
7rupu»Ö€<; auf aeX»ivri [Parm.] B 21 (125,
20) Anaxag, A 77 (308, 14) — (xiLv
Zaiiuuv) oo' av TTupu)6e(; exrii xö irXeov
Emped. A 72 (165, 8) — xä rXauKä
(ojimaxa) TTuptjGÖTi A 91 (172, 12) (fXauS)
TToXu XÖ TTupuJÖeq Köi 0ep)uiöv trepi xou<;
öq)6aX|uouq Ix« Demokr. A 157 (382,
17) — ... CKKpivoiaevou ck xoö kox-
öuxpou nvpxbbovc. Emped. A 88 (171,
32) rä Trupou|Lieva (epuGpai'veaea»), ^e-
XPK äv oö £x»|i TÖ xoO(?) TrupoeiöoO(;
Demokr. A 135 (377, 43) xö KuavoOv
ki löctxiöoc; Kai mjpoiöouq (378, 17).
Vgl. TrOp ff.
TTupuuai^ Archel. A 4 (324,11). Vgl.
uOpff.
umXeiv. xciyaOä xu;v iröviuv Epich. Gn.
36 (95, 13).
•niJuX€iö6ai. irujXeöiLiai luexä iräoi x€xt-
juevo? Emped. B 112, 5 (205, 12).
tcujXo? Pythagor. D 8 (288,9) 'dei ou
nu)Xo? eV V. Polos 78 A 6 (574, 23).
-nw. ouxe xi rrtw Emped. B 62, 7 (191, 23).
>'iruj(; [Thal.] B 2 (11, 22) Parm. B 11, 1
(123, 6) Emped. B 71, 2 (193, 17) 72
(193, 22) Trox; av Parm. B 8, 19 (119,
1«) Meüss, B 7 (145,13) Anaxag. B 10
(317, 23) Krit. B 32 (623, 10).
ttOu^. eHu) x{ Kwc, r\ Demokr. B 179
(418, 6) ö€T be Kujc, ouxw koi xaOxa
Koa|LiT]envai oKwc B 266 (433, 2).
^ä. o<; i><x Orph. B 2 (473, 82) xf^i ^a
Parm. B 1, 20 (115, 2). Vgl. äpa.
pdßöoc;. av . . xi^ paßöov XaßOuv Kivot
. . . Arehyt. B 1 (259, 10).
i>afbato<^. ÖMßpou Demokr, A 99 (368,
301
537
priTuip
538
'PabctiaavGu^ Epos Epimen. A 1 (490,
10) Drama Krit. B 10, 13 ff. (616, 20. 27).
p et 1 6 1 0 ?. pdiöiov m. Inf. Demokr. B 192
(421, 12) opp. öTTOviov Archyt. B 3
(262, 10) päiov m. Inf. Alkm. B ö (104, 5
16) päiaTov eöei xpr^öSai SiebenWeiße
45 C 4 (280, 29) — tov ^tii&iu)^ (piu-
veOvra iräv eiTO(; Anaxarch.Bl (4ö8,2).
Vgl. fi€ia
pav((;. Entstehung d. Phaeaken Akusil. lo
B 28 (Ö16, 7).
parriZciv. naOom |Liri6e pctiriJ^e Xeno-
phan. B 7, 4 (47, 22) {yanllcadai pass.
Herakl. B 42 (68, 14).
p6.%ic, Entstehung d. Form Emped. B 15
97 (199, 24) ex medtiUis profitiere se-
men Hippon A 12 (224, 35).
ßai|;u;i6{a. 'Paijjuji6iai Tit. Orj^h. B 12
(476, 27).
'Pfea. Trjv ToO TerpaYuuvou YUJViav 'Pea^ 20
. . . diroKaXei Philol. A 14 (236,37 vgl.
48. 237, 5) apKToi = 'Fea^ xe'ipe«; Py-
thagor. C 2 (279, 23) 'Pfi Pherekyd.
B 9 (510, 5). Vgl. Reg. II.
pei(a) ... XeOaaeöKev eKoötov Emped. 25
B 129, 5 (211, 18).
peiv TU öXa noTCfioO h{Kr\v Herakl. A 1
(55, 19j kl oüpavoö Trupö«; ^uevToq
Philol. A 18 (237, 34) 6 a{hr\poc, . . .
KOTaxpfßcoeai . . peuiv Meliss. B 8 30
(148, 6) ä^Tt€XuJl ((JU)aßa{vei) ^eiv Klei-
dern. 6 (327, 25) — epfo ^euaxd Em-
ped. B 121, 3 (209, 1).
peireiv v. pt Parm. Demokr. 18 A 44
(111, 42). 36
peöMa (deepoO Emped. B 100,24 (201,
13) nepi äevduji pvü\xax\ TtXi^pri^ (Xpo-
voO Krit. B 18, 2 (618, 32) peuMaxa
bevöpeoepcTtTa (= öiißpoq) Emped. B
111, 8 (204, 19) /jeufiaTa (= dTioppoa(, 40
wohl authentisch) A 88 (171, 33).
pcunaxiZcoGal an Rheumatismus lei-
den Emped. A 94 (172, 30).
p€UOxiKÖ(;. peuffxiK&q 6iaKei|ievri {i\
vifpct qpuöK;) Leuk. A 24 (347, 41). 45
p€Uöx6(; 8 ^eiv.
^riYM^v. Ti€pipprip|LiTvi ßfoio Emped. B
20, 5 (180, 8).
priYvuvai. pnjvuaOai (xfjv f?[\) Ana-
ximen. A 21 (20, 36).
p f| |Li a. TTcpi ^Ti.uctxujv Tit. Demokr. A 33
(358, 2j = B 25b (395, 8).
'PTiv€ioepTn<; Krit. ß 35 (624, 14).
pf\Ei(; (veqpou^) Anaximandr. 23 (16, 23 .
pf[a\c,. eHuj KaipoO pf^mv deiöouoiv Ana-
xarch. B 1 (458, 6;.
prjxopcueiv Trpoaip)ia€o6ai xöv ooqpov
r\ TToXixeijeiv Nausiphan. B 2 (464, 12)
vgl. B 1 (464, 2).
prjxopiKoq. cupexrjc prjxoptKfic; opp.
6iaX€KxiK»i V. Emped. 19 A 1 (126, 21)
= 2 (127, 16) 10 (128, 26) = 21 A 1
(150,47) 5 (154,29) 19 (156, 12 ff.) vgl.
tkyyac, pr)xopiKä(; irpüjxo? eScOpc v.
Gorg. A 4 (546, 1) prixopiKüüi ei'öei xfjc;
trai&eiaq öuvaiiifv xe qppaöxixriv koi
xexvriv e5ujK€ A 2 (545, 15) xöv vöv
xfi^ p. xpönov eiöriY^^craxo v. Thrasym.
A 1 (573, 13) — prixopiK»! d. qjuaiKoc;
zukommend Nausiphan. B 1 (464, 1 ff.)
vgl. B 2 (465, 18) — uirepexujv ev pr\-
xopiKfii V. Gorg. A 3 (545, 26) ir\\ p.
Treiöeiv A 22 (550, 5) -xfic, p. oüfttv ecrxiv
X€ipo»5pTTi|iia, dXXä uäaa i] ttpahc, . . .
hm XÖTUJv A 27 (550, 30) neiBoOt; hr\-
luioupyo^ r\ j). (itepi xö b{Kai6v x£ koi
äöiKOv) A 28 (551, 4. 6) xpfxri p. 76 B 5»
(556, 20) — €Ypatj;€ xexvriv ^rixopiKriv,
d(pop|Liä<; f>tixopiKd(; v. Thrasym. A 1
(573, 15) 1^ ^voTiuvioq ^ 78A13 (575,
24) — em prjxopiKfjv dmerp&ivt] v. An-
tiph. A 6 (590, 27).
f>)ixujp OYaOö? Erklärung Emped. A 86
(169, 4) — 1^ xOuv />rix6pu)V cidaftufn
K0Tt{6uJv dpxtiT^? Herakl. B 81 (74, 4)
6 iroXixiKo^ KOI piixujp opp. (pvaiKoc,
Nausiphan. B 1 (464, 8) 6 xoO noXi-
xtKoO iiif\Topoc, XoYO? opp. 6 xoO (Toq)oO
B 2 (465, 20) ^»ixujp opp. qpiXöaoqpo^
(Prodik.) A 10 (564, 32) opp. ao(pxaxr\c,
(Antiph.) AI ff. (587, 17 ff.) — äirep
dv el6u)<Tiv . . . infj ^€xa^eXr]Oo^cvou^
biet xö 0u|U(pep6vxu)(; ßouXcuefföai (sc.
Ol ^iixope^ xoi)^ noXXoug Nausiphan.
B 2 (465, 6) — (xpöirov) ou66i<; äv öia-
xp€H»ai iToxe ^iixujp öuvaixo, (vÖ|liov)
539
plYOAfcOq
540
ö' avuj T€ KOI KotTuu k6'(o\c, Tapa(j<Turv
TToXXdKK; \u|Liaiv€Tai Krit. B 22, 3 (619,
28) tou(; biaq)€po|a€vou^ trpö^ ä\\r['
Xovc, . . tOjv ^r]T6pu)v . . . ev tüii Xe^eiv
TtCTrovGÖTOc; . . . önep dvctYKr) Touq aveu
Yvui|nr](; (piXoviKoOvxaq ndaxciv Tbra-
sym. B 1 (577, 12) — omnibus de rebus
oratorem optimc posse dieere Gorg.
A 26 (650, 27) — pnrujp v. Tlirasyni.
A 14 (ö7ö, 36) V. HipijiftB (?) A 3 (579,
29) vgl. A 6 (580, 23).
pifakiot;. öußpov Emped. B 21, ö (180,
m.
pita. xfiv Y'lv eU tck; pfeai;, xov b'
aiöepa ci^ roix; ßXaöxou^ Emped. A 70
(164, 24) ^ilai bei euö^a und OKoXid
Demokr. A 162 (382, 42 ff.) — xf)(; kot
dvaiTvofjv Trpo(yq)üöeu)!; öwiJüofievrj^
oiovei xivo^ A^'^1<i Herakl A 16 (60, 14)
aiörjP • • • MCKpf^im kox« xö<5va 6uexo
p(Zai<; Emped. B 54 (189, 26).
ßiZoTrijuXri<; Krit. B 70 (629,6).
piZoxoini'o Epim. A 1 (490,14).
piZoOv. €Tr' aiT€ipov eppiZwtsQai xvjv f?\y
Xenophan. A 47 (43, 26. 34 ff.).
(iiZujixa exouoav (devdou q)uaeiu<;, x€-
xpaKxiiv) Pythagor. B 16 (273, 28)
xecTöapa Trdvxiuv p\tü)}iara (4 Elemente)
Emped. B 6, 1 (176, 8).
^{2uJöi<;. 6|j(paX65 fuCuxJioq Km dva-
(pOöio; (dpxd) Philol. B 13 (214, 14).
pivdi;. ßivdjv cöxctTO xepGpa Emped.
B 100,4 (200,18).
piTtri. pmf^icfiv . . , i^eXioio ii^iuped. P 56
(189, 29) ujKUTrXdvoic: TrxcpuYOJv {tmalc,
(v. "ApKxot) Krit. B 18, 4 (619, 1).
pi'irx€iv. ^i'irrovxe«; e^ ovbac, {anovbac,
neXixüJv) Emped. B 128,7 (211, 1) . . .
ouK dYUMvdöxuu« q)p€v\ eppnj/ev Krit.
B 21, 2 (619, 23).
/>{(;. ei ndvxo KaTrvö<; xtvoixo, pive«; av
bicffvo'iev Herakl. ß 7 (63, 1) daq)pai-
vcö9ai ßioiv . . . Alkm. A 5 (101, 19)
vgl. Kleidern. 2 (327, 6) xö depOuöe^
öid xdtv pivüüv xai^ ^auxoO €-irtppo(ai^
dva9X{ßovxo(; (xoO a^y.axo<;] Emi^ed.
A 74 (165, 27).
poi^. iroxa^oö ^ofji üTreiKdZujv xd ovxa
Herakl. A 6 (68, 24j ^om TroxanOuv
Xenophan. B 30, 4 (51, 11) -n'ap TTioao
pof\iai B 2, 3 (45, 16).
pö)ußo(;. xoi(; ß6|Ltßoi(; xoi^ ev laic, xeXt-
6 xal^ Kivou^evoi(; Archyt. B 1 (360,
11).
ßoTTi^ Anaxag. B 10 (317, 27).
^oOq. iTUKtvov ^oov (depoq) Eraped. B
100, 14 (201, 3).
10 pd(pr||ia Anaxarch. A 8 (456, 38).
^u9)Li6(; {^va\i6<,). Rhythmus. TTep'i
i>\iQ\xCuv KOI luexpujv Tit. [Philol,] B 22
(248, 21) TTepi puömüv koi äp|Liov(i]q
Tit. Demokr. A 33 (367, 44) « B 16«
15 (393, 17) irepi . . . ^i)6)liu)v Kai dpiiioviuJv
Hippias A 11 (581, 28) 12 (682, 22)
(Numerus) princeps invenicndi v.Thra-
sym. 76 A 32 (551, 18) minuti numeri
78 A 12 (675, 19) eontexo e<; xdq 6ia-
20 XeEei^ . . . fivQixovc; v. Hippiaa A 2 (679,
12) — Form {— axf\}xa] Leuk. A 6
(344, 4. 13) 28 (348, 24) Demokr. A 38
(359, 85) 44 (360, 41) 125 (372, 14)
20 A 5 (139; 975'» 2») nepi xfuv 6.a-
2.1 q)6p6vxuuv ^ucTmJjv Tit. Demokr. A 3;-.
(367, 26) = B öi (388, 3) — xüöi vOv
Koecaxüjxi ßue^tüi B 266 (432, 20).
jiuSjioOv. ^uojioOvxai . . . Kcpöeaiv De-
mokr. B 197 (422, 8).
.3opu,ußo<;. ev aiQtpiwi püiißiwi Krit. B
19, 2 (619, 9).
pu|uri OYvuJöxoq (dvefjwv) Anaximen. A
19 (20, 26; puian rf\c, irepicpopaq Em-
ped. A 49 (161, 31).
35 ^UTvapi'u Krit. B 66 (628, 18).
pÜTioq Pythagor. E 1 (292,26. 30) 3
(293, 7).
pOöiq. (Koxd öuvex)ri pümv Herakl. (?)
B 126*' (80, 6) vgl. ev ^uoei xü>v upay-
40 MOTiuv Metrod. v. Ch. A 24 (462, 36;
— dvejiüc = ^^(Ji<; depo«; Anaximaudr.
24 (16, 32).
puiGiüv Plur. (Demokr.) C 6 (448, 21;.
pudjLiY). pu)|Lit]^ djueivuiv . . . aoq>ir\ Xeno-
45 phan. B 2, 11 (46, 3) vgl. B 2, 14 (46. 6)
puu|uri<; epya B 2, 18 '46, 10) doK.»iöav-
xe<; . . . fvuJiJLY\v (koi pojpnv) • . . xu>i
«ppovi'nuti Tf\(; fvi^M»!? iroüovxei; TÖ
541 aeia^öq 542
üjppov (xf\<; piuMnO Gorg. B 6 (557, i>ed. B 126 (210, 6) (pfAac; Kcn'u ödpKac;
19. 28). €6ou(jiv B 137, 6 ,214, 3 -fpayiuai wie
piuvvuvai. €ppiuTai coni. X^'P^* ^^' adpK€(; r| oütö toO äv6pu;itou Pythagor,
mokr. B 174 (417, 7) — 4ppu)|Li€vu)(; B 25 (275,8) üiXyoOöiv AöTrep d-aö tüjv
qpcpovTO Protag. B 9 (540, 6; ioQloi 5 oapxuiv dqf)aipou]U€vot Antiph. B 53
Krit. B 32 (632, 13;. (600, 4) — aapm<; dvd0Ta<Jiv Xerei
Herakl. B 63 (71, 3).
♦cdpfio eiKf] Kcxu^evov Herakl. B 124
(79,13).
OCKO«; : öOKÖc; (ööKot;?) Dialex. 5, 12 lo OaTpdttric;. oaxpauiJuv xeqpaXai Ana-
(645, 7 vgl. Anm). xarch. A 4 (455, 30) vgl. A 1 (454, 14;.
a a X € u € i V. xfiv f nv oaXtutoGai Anaxag. ö a <p »^ v e i a. oaqprjvciav öco i cxovti Alkni .
A 42 (302, 12). B 1 (103, 28).
ödXot; (tu)v cpujvüjv) Anaxag. A74 (307, oaepti?. öidfviuöiv Archyt. B 1 (258, 9)
46) jLidXiOTa ZuuiuDv (ÜTnövra, sc. rd 15 rö . . . öacpeq outk; . . . dbwc, djLwpi
eiöiJuXa) UTTÖ ödXou noXXoO koi öcpiuiö- 0€U)v t€ koi . . . irepi ndvTU>v Xeno-
triTo^ Diemokr. A 77 (365, 88) dtKU- phan. B 34 (öl, 22) — aa(p(bc, [sorg-
prißoXiöv odXou koi nXdvn«; (ö|U(paX60 sam'^) Demokr. B 298a' (438, 20).
B 148 (411, 12). oßevvuvai. oßevvuiaevou^ koO' exdcTiiv
öav{^. Gpf^iööat (Orph.) A 7 (471, 19). 20 i^juepav dva2[ujTrupeiv vuKxiup [rohe,
odpKivo^ oZoc, = b.Kor\ Emped. A 86 daxepaq) Xenophan. A 38 (42,40) v.
(168, 80) = B 99 (200, 4). r\\\o<^ Diog. A 13 (330, 11) vgl. Metrod.
öapKoöv Hippokr. 12 C 2 (85, 32). v. Ch. A 4 (451, 16) v. 0eXnvn (<pXöE;
aopKocpoTia (Emped.) B 154 (216,22) Pythagor. B 36 (278,3) v. öidixxovxeq
vgl. B 135 ff. (213, 4 ff.) 154'' (217, 23) 25 Anaxag. A 82 308, 40j oßewuvxa. dv-
Pythagor. D 8 (288,44). Vgl. e|uvj;uxo<;- öpaKeq opp. öid-rrupoi T^vovxai Hei-akl.
öapKoq)dTO(;. WJia Demokr. A 157 A 16 (60, 18) — ußptv . . ößewuvai
(382, 16). ^äXXov n nupKttiViv B 43 i68, 15). Vgl.
aa p K Ol 6 ri(;. 6x\xa . . . uirö riöv oapKuu- oßcoic;.
bujv eKTTivcxat Diog. B 6 (339, 11). 30 oßeöi^ (xwv aoxpujv, opjj. cca^JK; Xeno-
odpE. nfpi oapKÖc; Tit. Demokr. A 33 pban. A 38 (42,41) (i'iXfou) A 41 (43, 1)
(357, 23} = B 5« (.387, 27) Entstehung (a€Xnvri<;) A 43 (43, 14) vgl. IVIetrod. v.
Hippokr. 12 C 1 (83, 7) Emped. A 78 Ch. A 4 (451, 19) vecpöüv opp. eiLiirpriOK;
(166,4) B 96 (199. 2 (o!)Lia . . . Kai a\\Y]<; Herakl. A 14 (59, 19) (cpurrö(;?) beim
cibea aapK6(;) ß 98, 5 (200, 2; Anaxag. 35 Donner Emped. A 63 (163, 11 vgl
A 45 303, 15. 22) 46 .303, 31; txw<; . . . Anm.). Vgl. a߀vvuvai.
odpH €K )uifj öapKOs ^T^voixo) B 10 317, ae^lZeiv. öeßi^ofiai passiv. Emped. B
24) rac, odpKa^ Tiapd rf\c, Qrikdac, opp. 112, 8 (205, 15).
xd öarä Hippon A 13 (224,41) oap- oefeiv passiv, v. -xfi Anaxiroen. A 21
Kujv oüpiYTf; Emped. B 100, 2 (200, 40 (20, 37).
16, Entstehung v. voaoi Philol. A 27 anpr[v. xexpaKxu^ *= »1 dp^ovfa, cv rji
^239, 9 ff.) ai tv xfj» öapKi dfrcTa (239, a\ aeipf\vec, Pythagor. C 4 (280, 18).
11) «pXtße«;) öiu Tf\^ oapKoc; Te(vou(Jiv (J€i(T|i<5q. Projjhezeiung Pherekyd. (Py-
Diog. B 6 (339, 5 Entstehung von thag.) 71 A 1 (603, 11) vgl A 6 (506,
onip^a Demokr. A 141 (379, 38) adpE 45 9 ff.) Anaximandr. 5» (12,33) Anaxag.
öTicppd b. dpviOeq Diog. A 19 (331,43) A 10 (296, 16) Entstehung Thal A 15
— oapKiuv dXXoYvÜLrrt nepiöxeXXouoa (9, 29) Anaximandr. 28 (17, 9) Anaxi-
XiTüüvi (xd^ H»uxo<;, sc. i^<püai(;) Em- men. A 7 (19,8) 21 (20, 35ff.) Anaxag.
543 oeXa?
544
AI (294,9) 42 (302,10) 89 (309, 32 if.)
Demokr. A 97 (368,3) 98(369, 8 ff.)
Metrod. v. Ch. A 21 (452, 21) aeiapi6<;
= ö\5vo6o5 tODv xeGveuiTiuv Pythagor.
C 2 (279, 28). 5
öiXaq. Ttupö^ aiXaq ai0o|Li€voio Emped.
B 84, 2 (196, 30) <t6> uap' aiepfri«; . .
(Koeapov) aiXac, Demokr. B 152 (412, 8).
ae\r\vair]. 0€\Y\va{r]c, kukXov eupijv Em-
ped. B 43 (188, 7) aeXiivairi . . . eiuire- lo
öov TCKinap 'i%ox}aiv (Orph.) B 16 (479,
35).
öeXi^VT]. Göttin. y€vo<; ei/Ji ZeXtivT)?
r|UK6)Lioio Epim. B 2 (494, 22) Moipai
= Tct juepri Tfl? ZeXr^vriq Orph. 66 B 22 15
(482, 12) vgl. ßeg. II — öeXrjvri ='löi<;
Aegypt. 60 B 6 (460, 1) 7 (460, 16) =
"Apxcmc (Theagen.) 2 (611, 23) = Pro-
serpina Epich. Enni 54 (98, 4) unei-
\f\(pQm eeöv Prodik. B 5 (671, 24. 30) 20
— fopYÖviov = öeXrjvt] Orph. B 22
(482, 12) = "Ektujp Metrod. v. L. 4
(326, 24).
Gestirn. Entstehung, Be-
schreibung. Entstehung Anaxi- 25
mandr. 10 (13, 38) kukXov . . . o^totov
dp|naT6iuui <Tpoxu»i) . . . exovTO }xiav
eKTCvofjv otov irpriöTT^po^ auXov 22 (16,
15 ff.) Entstehung ck •ff\<i Anaximen.
A 6 (18, 27) mjp(vnv A 16 (20, 9) ve- 30
<po^ neTriXriiLievov Xenophan. A 43 (43,
12) öKa<po€i6T^<; Herakl. A 12 (69, 6 ff.)
öifimfr^ elvai roO t äepo^ koi toO
Tivp6<; Parm. A 37 (111, 14) rrupfviiv
A 42 (111, 31) €K Toö YaXaEiou dtro- 35
Kpi0fivai A 43 (111, 35) cpT« kOkXu)-
■noc, , . . ftepiqtona a€\r\vr\c, koi q)uaiv
B 10, 4 (122, 24) TtOü? . . . aeX^vx] . . .
dbpmieridav Y^fveöeai B 11, 1 (123, 5)
— 6iaKoei&n Emped. A 1 (153, 37) 40
60 (162, 44 ff.) depo öuv6aTpa|Ll^evov,
ve<pO€i5fi, TtemiYOTa üirö Trupö«; ktX.
(162, 41 ff.) vgl. A 30 (158, 36) - (Jliö^ia
THi |ii€v \jeXo€i5€(; 6iauY€t Tf^i b' dqpey-
fic, Ion A 7 (221, 33) — öboup aeXri- 45
vittKüv Philol. A 18 (237, 34) ye^l)br\
rrjv (J€XrivT]v . . . Tr€pioiK€la6ai KaBdirep
Tryv nap" r\^xiv ff\v Zonov? xai 9UT0I?,
|Lie(Zoai (be) xai koXXi'oci ktX. A 20
(237, 42 ff.) — TTiv oeXTivT}v f^v clvai
Anaxag. A 36 (300, 14) fl^viiv exov
xe iv auxf|i ire&fa koi q)dpaTTO<i -^ 42
(302, 4) olKiiaeK; €X€iv . . . X6q)0U(; koi
(p&parfac, A 1 (293, 39) = 11 A 47
(43,39) vgl. 46 B 4 (315, 11 ff.) aus-
führliche Beschreibung (N6|uealo<; Xeiuv)
Anaxag. (Demokr.) 46 A 77 (308, 9 ff.)
vgl. Epim. B 2 (494, 20) ri^iov koi
acXiivriv (falsch) Kai irotvxa xd döxpa
X{eou<; ejanupou<; A 42 (301, 40) ouk
dr]aav aüxoO (Anaxag.) ai fcöEai ai xe
Trepi rjXiou koi öeXi^vriq dXXd dpxaiai
Demokr. B 6 (387, 18) — Ki0r|po€i&e(;
äva|Li|da XTjv creXriviiv Diog. A 14 (330,
12) — CK . . XeCujv Ktti nepiqpepurv öy-
KUJv (Tu-fK€Kp{ö9ai Demokr. A 1 (352,
29) vgl. A 39 (359, 47 ff.) oykti exeiv
KOI vdiTa^ A 90 (367, 11) vgl. auch
€Eoxd<; feiubeic, Hekat. B 5 (459, 24) —
öcXrivri = duööiracffAa xoö rjXfou 21 A
55 (162, 16) — fiXio^ KOI aeXiiv»-) : |ua-
Koipiuv vf^aoi Pythagor. 0 4 (280, 16)
— Größe Thal. A 1 (3,26) Anaxi-
mandr. 11 (14, 13) 22 (16, 15) Parm.
A 42 (111, 32) Emped. A 1 (153, 36).
Lage im All. Zahl, xö duav
ou)|ia xf^«; xa»v oXiuv cpvoeiuq cH TJX(ou
KOI aekr\vr\c, anapxiZeaQai Aegypt. 60
B 7 (460, 24) Stellung, Verhältnis zu
andern Gestirnen Anaximandr. 18 (15,
42) Herakl. A 1 (55, 36) Emped. A 55
(162, Uff.) 61 (163,3) B 46 (188,14)
Philol. A 16 (237, 18) Pythagor. B 37
(278, 24 ff.) vgl. ß 36 (277,48) (dvxi-
XÖiuv = aeXrjvr] = alQepla ff\ [falsch])
B 37 (278, 36) Anaxag. A 42 (301, 45)
Archel. A 4 (324, 13) Leuk. A 1 (342,
38. 343, 19) Demokr, A 39 (360, 16)
86 (366,33) 88 (366, 45 ff.) eK xaiix^t;
xf|(; vr]0ou (sc. xüJv 'Yncpßopeiuv) qpai-
v€a8ai TtavxeXuit; öXf^ov duexouöav
Tf\c, Tn? Hekat. B 5 (459,23) — öeXiivri
xd xe uuep xauxriv d.lbia Alkm. A 1
(100, 23) iLtexpi a€.\r\vr]<; xd Kaitd <p0aveiv
^K xoO irepi -ff\v xönou xaSevxa . . .
Kaöapiuxepou xoö inrep xfiv aeXnvrjv
545
aeXi^vri 546
. . . T<Snou Herakl. (vgl. 11 A 1 S.55, 36)
Emped. A 62 (163, 5) vgl. xb ä|iieT<i-
ßoXov . . . laexpi <JeXi^va(;, t6 jueToßdA-
Xov dTTÖ Töq 0€\r[va<i (iexpi Tä<; fäi;
[Philol.] B 21 (247,24) ttiv k6mt]V (toO 5
KO}ir\Tov) kK ToO UTTO Tfi<; ocXi^vr}^ t6-
trou Hippokr. v. Ch. ö (232,38) — (rriv
aeXrivriv) kukXov . . . k€{|H€vov XoE6v
Anaximandr. 22 (16,17) vgl. unten Z.39
— direipoi oeXf^vai Xenophan. A 33 lO
(41, 30) [itoXkai A 41» (43, 4) — toi?
dvSpiÜTroi^ . . . elvai koi oeXiiviiv koi
TCt dXXa, ÜLXJirep irap' i'nulv Anaxag. B 4
(316, 11) — €V Tlöl (sc. k60|iIOI^) pii]
cTvai . . . a€Xr[vr\v, €v tiöi öe neiZw 15
TU)v Trap' rjiuiv koi ev Tioi nXe(u) De-
mokr. A 40 (360, 11).
Bewegung. Bahn. cftTreöov t€-
KjLUXp exouöiv döTpa öeXrjvafrj t€ . . .
(Orph.) B 16 (479, 35) — (ffcXiivriv) 20
eiroxeiöeai tüüi dcpi 6id v:\6.roc, Ana-
ximen. A 7 (18, 41) }xr\ 6id toO koGo-
poö 96peöeai TÖTTOu Herakl. A 1 (ö5,
36) €v eoXun-epiui A 12 (59, 10) —
€ß6o|Liot(; öujbißdXXeTai Karct ae\r\vr\yf 25
Herakl. (?) B 126» (79,22) — Kiv€ioeai
Tot öeia TtdvTa avvexwi; ad, öeXiivriv,
fiXiov . . . Alkm. A 12 (102, 26) —
Ipt« KUKXu)iro(; . . irepfqpoiTa öeXtivri^
Parm. B 10, 4 (122, 24) aiei itarcrai- 30
vouaa 'irp6<; airfhc^ i\e.\ioio B 15 (124,
10) danach dGpet . . . dvaicTOt; €vav-
Ti'ov d^ea ki5kXov Emped. B 47 (188,
26) kukXot€P€(; 7T€p\ foiav kMaaerai
dXXÖTpiov q)u»(; B 45 (188, 13) äpjLtaTO(; 35
ii)(; trepi *xvo{rj eX(ö<J€Tai ... B 46
(188, 28 vgl. d. Vorherg.) — xiixXim
iT€piq)€p€ö6ai nepi [to itOp Koxä ki5kXov
XoEov (Tfjv -plv} 6|noi<JTp6Tru)(; -fikliui koli
öcXnvrji Phüol. A 21 (237, 48) run/ Tf\<; 40
öeX7ivii<; (<popurv dpiö^öq) Pythagor.
B 27 (275, 29) "zryv iteptxwpTloiv . . t^v
vöv Trepixujpe€i . . . rj oeXi^vn Anaxag.
B lÖ (319, 4) T^v €l(; tov KÖaytov
irpdobov (ifjXCou KOI oe.\r{vr\c,) ihc, avv- 45
rm^eviiv irapaöe6iuK€ A 75 (308, 1)
fjXiov, ö€Xiivriv . . . X{9ou? . . . avpi-
uepiXTjtpeevra? uirö xf^^ aid^po^ irepi-
Di«I«, Fngm. d. Yoraokr. m.
q>opd^ (vgl. Sp. 544, 11) ... ocXyjvTii
aui^axa av}xirepi(p€p6}X€va A 42 (301,
40 flF.) Kreislauf von Sonne und Mond
Demokr. A 88 (366,37) vgl. auch A 39
(359, 48) Koxd oxdGjLiiiv iöxa^cvr] (0€-
Xr^vri) xoO cpujx(Z:ovxoc iJTroXa|Lißdvexai
Kai ftexexa» xöv riXiov A 89^ (367, 9)
= 21B42 (187,15) - xpoTra{ Ana-
ximandr. Diog. 2, 27 (16, 43) = 61 A 17
(330, 24) Anaxag. A 42 (302, 1. 2) vgl.
f]Xio<;. — limam etc. stare, terram
moveri Hiket. 1 (265, 21).
Licht. Finsternis, föiov auxriv
€X€»v q)üj(; Anaximandr. Xenophan.
(Berosos) 2,22 (16, 19) = 11 A43 (43, 13)
xoO TTupöi; öX{yov ^exaXa^lßdv€lv Leuk.
A 1 (343, 21) vgl. Sp. 543, 30. 34 ff. iftio-
q)eYTt1 nev, xb öe dtroKpuTtxöiLievov ucpi
ainr\v iiiib xf^<; -rrpoaßoXf^^ xoO i\\{o\i
diiaupoOöGai Antiph. B 27 (595, 33) —
UTTO xoO i^X{ou(pu;x{Z€aGaiThal.Pythag.
Parm. Emped. Anaxag. Metrod. v. Ch,
18 A 42 (111, 33) = 21 A 60 (162, 47)
= 46 A 47 (308, 15) = 57 A 12 (451,
40) Anaximen. A 16 (20, 8) Parm. A 42
(111, 32) Emped. A 30 (158, 37) irepi
talov dXi{i^€vov dXXdxpiov q)u>^ Parm.
B 14 (124, 6) = Emped. B 45 (188, 13)
ij;€u6oq)avi'|<, nicht Parm. sondern
Theophr. 18 B 21 (126, 21) vgl. 46 A 77
(308, 15) (vf;€uöo<pai^(;) 2, 1 ai, 40) dva-
KXdact xivt xoO iiXiou irpbc; xrjv (JcXiivnv
Y^TveaGai xbv €vxaö6a <pu)xia|ubv dn
auxf^? Emped. B 42 (187, 21) a\r^ xu-
ipaöa ceXTjvadi? kukXov eupOv B 43
(188, 7 vgl. d. Vorherg.) dGpel dvaKxo?
^vovxiov dtea kukXov B 47 (188, 26)
TlXto<; ^{Griöi xf|i öeXiivrii xb Xa|Ltirp6v
Anaxag. B 18 (321, 7) vgl. A 18 (297,
40) 42 (301, 46) 76 (308, 5ff.) 77 (308,
9 flF.) uTroXa|Lißdv€i koi hkyjsxai xbv rjXwv
Demokr. A 89* (367, 10) = 21 B 42
(187, 15) — döGevcöxepov ex€iv <pu»5
xoO i^X(ou Anaximen. A 18 (20, 23)
vgl. Herakl. A 12 (59, 9) Antiph. B 27
(595, 34) iXdcipa öcXiivri opp. riXio^
6EußeXn<; Emped. B 40 (187,10) t^au-
wimboc, . . \xt\vr\c, B 42, 3 (187, 29)
18
547 ö€|avoXo«^'£o
548
tpf.peaQai raOra (sc. t^Xio^, oeXiivri)
fir\beTHU TÖ napdnav cxovto Gepi^fjv
q>(3aiv }Jir]bk |af)v koOoXou XajbntpoTOiTnv
ktX. Demokr. A 39 (360, 1) vgl. ou6€
XaiiTrpöv oi)6€ 9ep|.töv ctepiKvetTai Ttpö^
r\yidic, (t6 Ti\c, oeXi^vr)^ 9ii'<;; Emped.
B 42 (187,22) Phasen Orph. B 22
(482,12) Thal. A 19 (10,2) Anaximandr.
11 (14, 11) Anaxiinen. A 18 (20, 23;
Herakl. A 1 (Ö5, 39) Hippoki-. 12 Cl
(81, 14) Anaxag. A 77 (308, 17) Fin-
sternis Aegypt. 60 B 6 (460,7) Ana-
ximandr. 22 (16, 20) Anaximen. A 16
(20, 9) Herakl. A 1 (55, 39) (Alkm.
Antiph.) 12 A 12 (59, 11) = 14 A 4
(101, 11) = 80 B 28 (596, 1) Emped.
B 42 (187, 27 ff. vgl, d. Vorherg.) vgl.
B 46 (188, 19 f.) Pythagor. B 36 (277,
48) Anaxag. A 42 (301, 47) 77 (308, 18)
vgl. A 18 (297, 40; Leuk. A 1 (343. 22 ff.;
tok; tKX€iij;ei<; Ka9aipeöei? «dXouv De-
mokr. B 161 (414, 15) vgl. riXioc; Fiu-
stemis — vuKTÖq ^fveöBai xrjv ipiv otiro
Tfjs; öeXrivr]^ Anaximen. A 18 (20, 22).
Bedeutung, iiapeXKei Xenophan.
A 42 (43, 11) ae.\r\vr)<i öuvajuiq (irep(u-
boc; TTup6<;) Hippokr. 12 C 1 (83, 18)
epY« . . . öeXTivTii; Parm. B 10, 4 (122,
2Jk) Zosammenhang m. Menstruation
Emped. A 80 (166,34) als Hpo^vw-
OTiKÖv ZiiJf\q KOI öavcirou ^Demokr.]
B 300, 20 (445, 18).
aeuvoXoYia v. Krit. A 1 (608,6..
0€|iiv6<;. 0e|uv6v coni. lueYa, irepiTTÖv
Antiph. B 51 (599, 24) öe.uvoi irpöc;
Tou(; Geoui; tiüi öikoi'uji dist. öatoiGorg.
B 6 (557, 29) epmiveiav dirXfiv Kai
ö€|uvf)v {napex'^cshai) Diog. B 1 (334, 4)
vom Stil d. Antiph. A 2 (688,14) B 44»
(597, 20) Antiph. Krit. 81 A 19 (612, 16)
vgl. A 17 (612, 6).
öepvÖTric; tou tc ßiou koi tou axr\tJio.-
TO^ V. Pythag. Emped. 4, 5 (23, 6; =
21 A 1 (150, 45).
öeinvuveiv. oü oeuvuvcxai tö yPöMM'J'
V. Zenon A 12 (129, 2).
öfiiLia. Zeichen, örijuara [Merkxeichen)
Parm. B 8, 2. 55 (118, 39. 121, 16) tu
6v aiOepi irdvTa öj^iLiaTa [Siernbilder]
B 10, 2 (122, 22) — Orabixeichen).
"iTTTtujvG^ af\\xa [Hippon] B2 (226,16)
ooiiLia = arjiLta Orph. B 3 (473, 33)
5 Philol. B 14 (244, 23) d vjiuxd . . . KaB-
direp ev ö«f.iaTi toütuji (sc. xdii Oib-
jnöTi) TeeaiTTOi (245, 18).
0iT|.ia{v6iv. ouxe Xe^ei ouxe Kpuitxci
dXXd örmaivei Herakl. B 93 (75, 18)
10 laopcpd«;) eKacrxov . . . arjinaivci Philol.
B 5 (240, 21) (aa|natv€i) xdv . . dpxdv
B 13 (244, 10) üitvoi . . öxXnöiv . . .
oj^dvouai Demokr. B 212 (423, 21).
ormeiov. ucTiöTov Meliss. B 8 (147,7)
15 dxdp xai tabe armela (147, 8) vgl. koi
xdÖ€ M€Y"Xa ör]|Li€ia Diog. B 4 (335, 18;
icJxupoxdxiüi oa|Lieiiui Archyt.B 1 (260, 4;
— xd<; dpKxouc; döavdxou NlvTiimriq ör\-
^dvj Herakl. (?) B 126* (79, 28) Hepi
20 öriiueiiyv xuiv f^ r|X{ou koi öeXrjvric ktX.
Tit. Bolos 65 B 300 (440, 7) — Slenn-
xeiehen. 'trpuixa oriiaeia' = ai xoö
OKopTtfou Trpuixai iiio'ipai Parmeniskos
(Kleostrat.) 70 B 1 (502, 12 vgl. 18j
25 (Signa arietis ae sagittarii Kleostr.
B 2 (502, 20) vgl. 2, 5 (12, 30).
öTiirebiuv. €iTei6dv xö Öepubv koi ijju-
Xpöv arjireöova xivct Xdßni • • • t6x€ örj
xd Z<h\a öuvxp€q)exai Emped. Archel.
30 21 A 76 (165, 41) vgl. (Jf\y\>\c,. xr^q ay\-
trebovoc; €xexai xö BucujirelaSai . . .
Demokr. B 1» (385, 11) ötrrreöove^ Hip-
parch. 55 C 7 (449, 13) — ti . . . rj
ör]iT€&ujv xoO EuXou €|ußio<; ycvoixo . . .
33 Antiph. B 15 (594, 34).
ö»iTr€iv. craTrev ev HüXuut uöuip Emped.
B 81 (196, 29).
oriTrfa (6veipo(;) Antiph. B 78 (603, 24).
(JfipaxS. Trv€ufiövuuv cr»ipaYTe<; (Demokr.)
40 C 6 (448, 30).
örivj;i6aKriq [Emped.] S, 691 Anm. z.
(217, 18).
afiH»K. xd^ TT^ij/ei^ xiie; xpoqpf}^ ar\y^(.\
Emped. A 77 (166, 3) vgl A 76 (165,
« 41) B 81 (195, 24) anijiie^ . . . "^.rx\c, dv
Xeijutiva Emped. B 121, 3 (209, 1).
öiY«v d&uvaxü(; opp. XeYCiv h^\v6c, EpI^h.
ön. 29 (94, 23) xö öeov ev xOui ficovxi
549 aKfivo*; 550
Km X€f€iv KOI öitäv Oorg. B6(öö7, 17, orKaXi^voc; v. Atomen Detnokr. A 37
eiöiuc oi-fa Solon 73^ 3 '521, 15) oitOüv- (359, 22; 135 (376, 11 ff. 377, 36). vgl.
lac, QavuaZovoiv Pythagor. 4,4 (23, 2,. kamata unoinatague corpora Nachtr.
üiTn. oi-jf\i KOOMOV (eEeiq) Blas 73'* 3 x ',3(j6, 13). Tp(fU)va 1 AI (3, 35) (Py-
(523, 12) Otppa^Zov tou<; Xofovc, aiff\i 5 thaiifor.) B 3 (270, 26).
kt\. Solon (521, 8) ... öuv ai^f^i ti OKoiqpri. OKoiqpai (Gestimhülsen) Herakl.
ßouXeürm KOKov Krit. B 21, 22 (621, A 1 ;55, 32 ff.). Vgl. OKafpoeibM-
10). OKaq)0€iöri<;. fiXio<;, öcXi^vt] Herakl.
öiT.ua. Tpiiüv ovTUJv t6itujv evi eq)' eK<4- A 12 '^59,4 ff.) vgl. Alkm. A 4 (101,
öTou CTTicpcpcTai TÖ ffiYMO (bei E V Z) 10 11) Antiph. B 28 (596, 2).
Aristot. 45 B 27 275, 43). öKeXeai = ävalvpibec, Krit. B 38 (625,
öi'&n- d»j;iTovoi Emped. B 80 (195, 12). 12).
oi6TiponiuXri<; Krit. B 70 (629, 4). axiKoc,. uiov Xenophan. B 6, 1 (47,11)
oiöi-|po<; nur acteinbar existierend Me- eic; tö öKeXr) ;q)Xtße(;) Diog. B6 (337,
liss. B 8 (147, 10) (ÖOKti) 6 öiöripo^ 15 IB. 338, 1) OKiXr\ . . . veupuiv doq)aXn
OKXiipö? euüv Tü)i &aKTuXuji KOTarpiße- XciToupYiTiv TcXecuöiv (Demokr.) C 6
öeai (148, B) Bearbeitung = Jugend- (448, 48).
erziehung Hippokr. 12 C 1 (83, 45) TÖv ökcttciv. töv tiXiov öK€ir6|Li€vov Anaxi-
Oi'feapov . . . (JuvTpißea6ai kokov, d^a- men. A 7 (18, 48).
e6v Dialex. 1, 5 (636, 13) töv aibr]pov 20 öK€nT€09ai. eoKcij/avTo öri Archyt.
KOI TÖ dXXa Tct nupouiüieva Demokr. B 1 (258, 13) OK&iiaaQe e? dpx»^<; Thra-
A 135 (377,45) a. aKXr|p6Tepo(;, m6- sym. B 1 (577, 17).
Xußbo<; ßapuTepoq (375,28) ^a\iiic,xa\- OKenxiKÖi; v. Zenon, Anaxarch., Pyr-
Koö KOI öiftripou Antiph. B 40 (597, 6) rhon 59 A 15 (467, 25).
— Magnetismus Emped. A 89 (171, 25 aKeTrTO0uvri. d|Li€v9riptöToq dTrdorjc
35) Diog. A 33 (333,25). aKeffTOöuvr]? Timonv. Xenophan. A 35
aiWoc,. Ii'XXoi Tit. Xenophan. A 20 (42,8).
(36, 4ff.) Tgl. (48, 9). öK6üOTTU)X>K ^rit. B 70 (629, «).
öiXq)iov Demokr. A 99» (368,42). OKeOo^. öKeuouc; KaKOü<; exovTO^ diät.
0iX(pioTriijXTj^ Krit. B 70 (629, 6). 30 dpT<»vou Demokr. B 159(414,5) öKeün
<ji^6(;. <eeou^) Xenophan. B 16, 1 (49, opp. dppcva, BiiXca Protag. A 27 (535,
11). 17).
öipo^ Xenophan. B 41 (52, 16). aKr]\r\. Schrift über Perspektive De-
ll (jU(po<; Tit. Krit. B 25 (620, 13). mokr. (vgl. 56 B 15b S. 393, 14) Ana-
olTo^ Bereitung Hippokr. 12 Cl (84,42) 35 xag. 46 A 39 (300, 28) 6 k6(Jmoc CKrivii,
TOK Ttoöi 6€U€iv Dialex. 2, 17 (639, 23) ö ßfoq ndpoöo? [Demokr.] B 115 (406,
01TOU emYpoq)eT(; Antiph. B 112 (606, 16;.
19) öiT(a) &r||noö{u*v Kxedvujv Xeno- OKrjvoTpacpfo. -{ai dTtefKaoav tu övra
phan. B 2, 8 (45, 21). Anaxarch. Moninios 59 A 16 (457,28).
öiujTTäv dTTexP«! 'fOK vewrepoiöi Thra- 4u aKf^voc;. toO ök»ivou<; öiOKexuuevou De-
sym. B 1 (576, 19). mokr. A 152 (381,9) — div tö OKi]vo<i
oiuun»! Pythagor. D 6 (285,12) E 1 XPn'^^t' (i|Lie{peT«i; opp. tj rf\<; Yvu»Mn<;
i292, 27). KaKoeiY^n B 223 (425, 6. 9) tö OKi^veo?
«iujTTriXö<; V. Pythagor. D 1 (282,4). (dTaBd) opp. ij»uxn(; B 37 (399,8) aKr\-
GKaiÖTYic,. öKaiÖT*iTa iiXouöiav opp. 45 veo(; |Liox6ripfr]v opp. ^uxn? TeXeöxri«;
aocpi] irevia Krit. B 29 (622, 18). B 187 (419, 19; öKTiveoq laxu"; «veu
OKaXc'jcjv (TTÖp) Pythagor. C 6 (281, Xotiömoö (419, 20) i] tou öK^veoc; cut^-
22. 32,1. v€ia opp. rj toO nöeo^ euxpoiriri B 67
18*
551 OKtd 552
(400, 18) oiK€Taiaiv wc, ^epeal toO Xöyo? d. Krit. B 4fi (627, 10) vgl. B 47
<jK»^vco? XP* B 270 (433, 13) voaoi; [627, 16).
oi'Kou, ß(ou ÖKUJffTTep Kai aK!iveo(; B 288 aKo\i6<;. €Ü9€ia koi OKoXiri 666^ He-
(437, 10). rakl. B 59 (70, 15). — to eueerf tOüv
OKI et = kmitp6aQY\ai<; toö XeuKoö 5 ökoXiüüv (Pflanzen) ßpaxußiaiTepa De-
Theophr. gegen Demokr. A 135 (378, mokr. A 162 (382, 39).
48) umbrarum rationein invenit Ana- (JKoueXo^. öKoiteXou^ iiitö toO Ttupöc;
ximen. A 14» (19, 48) ffKice Tfi<; Ana- toO €v ßa9€i tt^^ y^I«; ecfT(ivai Emped.
xag. A 80 (308, 31) niger in fundo A 69 (164, 9).
fluvii color exstai ab umbra Emped. lO okoizoc,. (KÖTTOßo^ ov OKOtibv eq Xa-
B 94, 1 (198, 24) eKiucrpf^öai tck; irupa- Tcttojv xoEa KaöiöTaiLieGa Krit. B 2
^iibac, CK Ti\i (TKiä? Thal. A 1 (4, 12) (614, 2).
vgl. A 21 (10,25) fie.ta Trjv OKictv xd- öKopöov. qpaYovra öKop&a ^fi ö2[eiv
Xiaxa YnpaöKei xP<5vo<; Ejit. B 26 (622, [Demokr.] B 300, 19 (445, 3).
10) — X6yo<; epYOU (Tki»i Demokr. B 15 öKopitioc; 68 B (499, 16 Anm.) (ar]nr[\a
145 (410, 28). irpuiTo) OKopniou Kleostrat. B 1 (502,
OKiaYpaqpeTv ävGpiuirov Km opUTÖv 19 vgl. 13).
Buryt. 3 (249, 33). ökot€iv6<;. dvaöuiniaöi^ Herakl. A 1
OKidZeiv Demokr. A 135 (377, 37). (55,30) ck toö OKOTeivoO t6 uypöv
OKfaöna Tr\(; ffic, Anaxag. A 77 (308, 20 irXeovdZov (55, 45) t6 okotcivov für
19). Zoqpcpöv (Anaxag.) A 42 (301, 29) vgl.
OKiövdvai. OKlbvr]ai köi irdXtv auvdtYei B 15 (320,11) xct OKOTeivd coni. ä|au-
Herakl. B 91 (75, 10) OKibv&ixevov opp. bpA Entstehung Leuk. A 14 (346, 6)
auviOTOtHevov Parm. B 2, 3 (116, 9) — Beiname d. Herakl. A 1» (56, 40)
öKi6vaö9ai v. diip, (piuvti Demokr. A 25 3* (57,9) 4 (57,46) B 10 (63, 21) 19 A 3
135 (374, 28. 35). (127, 20).
0Kiep6^. fvioiq Emped. B 61,4 (191, ökötio^. OKOTi'n (-p/t&)ati) opp. Yvrioin
13) TÖ OKiepov auf oeXrjvri Anaxag. Demokr. B 11 (389, 17. 20) vgl. sen-
A 77 (308, 14). SMS ienebrieosos B 165 (415, 19).
ök(XXii 'Eiriiii6vi6ei0(;Epim. A6 (493,6). 30 OKOTÖeic;. öKOTÖeffaa Gcujv irepi bola
OKiöenpov Anaximandr. 1 (12,3) vgl. Emped. B 132,2 (212, 7). ^
Anaximen. A 14» (20, 2). (Tkotoiliiivti. €v toTc; ökoto.uiiviikjiv
öKiTtwv dvTi (JKiiitTpou Vit. Herakl. öpäi (yXouH) Demokr. A 157 (382, 19).
A 1 (57, 4). okotoc; = Zeü?, 'Albr]c, Hippokr. 12 C 1
OKipTTiiaa. v€o-ni<Jiov Antiph. B 49 35 (81, 16) (dpxcti) tröp koi y?\ f\ jixäXXov
(599, 16). cpilx; KOI (Jk6to<; Parm. A 34 (110,44)
CKXripöq. TÖ (TKXripov luaXöaKov (Yi've- 37 (111, 7) cpvjc, koi ök6to(; Pythagot.
oGm öoKei) Meliss. B 8 (148, 2) t6 B5 (271, 26) = 14 A 3 (100,34) vgl.
ökXtipöv TÖ uuKvöv opp. t6 fioXaKov Krit. B 19 (619, 15) — Kard ökotoi;
Demokr. A 135 (375, 24 ff.) ixi] tol |ua- « nXdoKOUöiv Emped. B 121, 4 (209, 2).
XoKd fxwao tii] t« ökXiip' 'i\r[ic, Epich. ökuXckcio Pythagor. D 8 (289, 37).
Gn. 37 (95,17) to öKXrjpd t&v AcukOüv öKÜXaH. öTuqpeXiCojuevou öKiiXaKo<; Xe-
opp. Td i|/aGupd kmi eöGpunra Demokr. nophan. B 7, 2 (47, 20) euGü^ eH dp-
A 135 (377, 28) ~ aibr]poq öKXripöc; \f\<;, - ■ - |navGdveiv, d ber\aei Trpdrreiv
Meliss. B 8 (148, 5) vgl. OKXripöxcpov « auxoüc; TeXeiuöevraq Pythagor. D 8
Tov ai6ripov, ßapuTcpov töv |Li6Xuß6ov (288, 9;.
Demoki'. A 135 (375, 28) OKXrjpoi öKUTeO(; Hippokr. 12 C 1 (84,6).
d(pGaX|Lioi (373,32) — aKXiipoTepo? 6 OKUTfq Plur. Bolos 55 B 300, 12 (442,30).
553
oa(piarr\<;
554
OKtUTTTeiV. flfl CTriTCXäv TUJl aKUUTTrOVTl
Kleobul. 73» 3 (Ö21, 2).
(j^apaf6o(;. quemadmodum coctus ccd-
ridus in smaragdum converteretur
[Demokr.] B 300, 14 (443, 26].
a\ixKp6c, 3, lUlKpOt;.
öjuiupvri- (J|uupvri^ dKpi'iTou öuaiai? Em-
ped. B 128, 6 (210, 32).
öo\oiKiO|nö^ Protag. A 28 (535,18).
öO).i(pö?. "^Xvjaaa Kleidern. 3 (327,7)
TO evTÖq (toO öqpBaXiuoO} Demokr. A
135 (373, 34).
00 ö(; = K(vriai(; tujv ovo» cpcpoiiievuiv
öuüMUTUJv Demokr. A 62 (363, 42).
ö 0 (p i a. Tfq ao(pir]i itpwToq ; Orakel 1 A 1
(4, 20 ff.) äirapxriv Tf^<; oocpiac, dveOeöav
Tuii 'AttoWidvi Sieben "Weise A 2 (519,
28) Y] Tuiv enra aoqpiordrv aocp(a Py-
thagoi-. C 4 (280, 26) ev tüüi fipai oo-
qpiav (KTr\aai) opp. ^v v^OTrjTi eviirpa-
£{av Bias 73» 3 (523, 10 vgl. Anm.) —
rijucTepr] öo<pir) (^ai|Ltr]<; ä|a€{vu»v) Xeno-
phan. B 2, 12 (46, 4) oOöc 6{Kaiov upo-
Kpi'veiv ßiwur|v Tf^q ccYaöf^i; ootpiri^ (46, 6)
öoq)irj dXiiega Xeyeiv kki noieiv koto
<pvjoiv Herakl. B 112 (77, 19i ^uoii^-
aaro eauroö ooqpfriv v. Pythag. [He-
rakl.] B 129 80, lö) öo<p(ai npoexciv
'EirixopiLiov Epigr. Vit. Epich. A 3 (87,
24) oo(pir]c, irc' aKpoiot öodZciv Emped.
B 4, 8 (174, 17) noUä Tf\c, ooqpfa? ftia-
tpipovaa (rj Tux»li TrXetaTa a\ni\i o^ola
TToiei Ion B 3 (222, lÖ) vgl. toI<; Tf\c,
coq)in<; (K^p?)€öiv) opp. TOK Tf^<; Tuxrjq
Demokr. B 197 (422,5) Tr€p\ Tot T€Ta-
YMeva tOüv fieTCiupuuv T>v€ö6ai ttiv öo-
cpi'av opp. dperri Philol. A 16 (237, 24)
d Xo-ftöTiKd TtoTi xdv ö0(p{av tüuv dX-
Xüv TexvAv iToXu öiacp^peiv Archyt.
B 4 (263, 6) nep\ ooqpia? Tit. [Archyt.]
S. 264, 12 — öo(p{ai opp. kyLmiplax,
Mvniutii,. xexvJii Anaxag. B 21i* (322,16)
— öoqpdi HJuxnv Ttaöüüv d9aip6lTai opp.
ioTpiK»! Demokr. B 31 (397, 24) vgl.
C 6 (448, 11) ouT€ rixvr] out€ aoq>(r)
eqptKTov, r\v yLX] juciörii Ti<; B 69 (401, 1)
0. dea^ßo; B 216 (424, 8) öX(pi aoqtia
opp. d<ppo(yuvri nef6LKr\ [Demokr.] B 115
(406, 20) ö0(piav ^x^fiaTryv rjfouinevo*;
TTiv Tilrv da6q)ijü<; Koi tiXiÖiiu^ trapa-
ßaivovTiüv KOTavÖTioiv Demokr. B 118
(407, 12) Io(p(a ^itexXiieri v. Demokr.
6 A 2 (353, 4) 18 (354, 45) vgl. 74 A 1
(525, 20) aoq){r]c, opoq (Koipoö ^erpa
elöevai) Anaxarch. B 1 (458, 4) ou xiBe-
inevoi 6v ao(plr\x fviuliiTiv (458, 6) aoq){a<;
t6 irXfYjua fwJiJvai opp. T6X|uri Grorg.
10 B 8 (658, 9) ooq)(av kHpf&l^Qai coni.
dvöpti'av, e&fXwaaiav, dpcn^v Anonym,
lambl. 1 (629, 25) 3 (681, 7) Tlepi rac,
ao(p(a? Ktti Td? dp€Tä(; ai iibaicröv
Dialex. 6, 1 (645, 16) ai biaqpepci ao-
15 qp(a duoefriQ 5, 7 (644, 21) . . . KdXXioxov
cEeiipTiiLia imvdiua kc, xdv oocpfov x£ koi
€<; xöv ßiov 9, 1 (648, 15) üjpa : oo(p(a
ßokrates 80 A 3 (589, 24) aocpla ev-
X6xv0(;, noXixiKi^ (Protag.) C 1 (541,
20 26. 29 ff.) vgl auch (Protag.) B 12 (540,
17) Plural. ö0(p(ai . . . €k |a€Y<4Xu)v
XunriiLidxuiv ^GeXouoi Trapcrr(Tveö9ai
Antiph. B 49 (599, 1) rcoXXdt; ^Eeupwv
€ivi XöfOK; öO(p(aq [Arimnestos] 4, 6
25 (23, 23) €nxd ooqp{ai = iiecörryrec,?
SimoB 2 (268, 5 vgl. Anm.).
ööqpiöiua Protag. A 1 (626,3).
aocf)iaTr\(;, aotpiariKX] xexvT). Name
und Begriff 73b 1 ff. (524, 7 ff.) dazu:
30 ao(piox\\c, Herod. v. Pythag. 4, 2 (22,25)
■f\ xAv eirrd aotpioxüJv ao<pla Pytha-
gor. C 4 (280, 26) vgl. 73»» 1 (524, 11)
tpuöioXöyo» s= 0o(pi(jxa( Diog. A 4
(329, 3) naXaioi 00910x01 25 A 6 (221,
36 28) = 76 B 1 (562, 6) aoqpKJxai xüjv
*lv6ujv Demokr. A 16 (354, 28) vgl.
Fuinvoooqpiöxr]? — <;oq>iaxai dpxaloi
81 B 47 (627, 17) oocpiöxii? z. B. v.
Protag. A 5 (528, 21. 529, 4) 21« (633,
40 10) Gorg. A 1 (544, 4) vgl. A 1» (545,3)
4 (546, 1) 6 (546, 26) 13 (548, 8) (cpu-
öiKÖ(; KOI öocpicxriq) Prodik. A 1 (562,
26) vgl. A 4b (564, 6) B 1 (567, 13)
Thrasym. A 1 (573, 11) 9 (676, 1) (00-
45 <pi<yxfi(; Ka\ (piXöaoq)0(;) Hippias A 1
(579,6) 2 (579,9) 7 (580,36) B 4 (584,7)
6 (584, 15) 9 (584, 31) 11 (586, 6) An-
tiph. A 1 ff. (587, 17 ff) Krit. A 22 (612,
555
öoq>t<JTiKO<;
556
36) B 60 (627,28) u.ö. öo<pi<JTai Äairep
iröpvot Sokrat.80A3(589,29) Lehrer
d. aocpia u. dpcTot Dialex. 6, 3 ff. [645,
22 ff.).
ao<piöTiK6<;. XoYOi öo<piOTiKo{, öoqpi- 5
öTiKiuTaTo<; Antiph. B 44» (597, 18)
aotpiöTiKTi 8. ao(piavf\(i.
croq)6(;. dvrjp cfoqpöc; Emped. B 16, 1
(177, 5) ■iiuKvö(; Tt<; koi aoqpö<; fvtJL'iiiriv
dvTip Krit. B 25, 12 (620, 38j ctvbpi k»
aocpüji iräöa tn ßaTii Deniokr. B 247
(429, 1) TCKTOvo^ öoqpoO (Xpovou) Krit.
B 26, 34 (621, 22) t6 elvai uitb voO
Tou eauTÖv YivtwcTKOVTOc; koi (ToqpoO
opp. TÖ övondZecrOai (Demokr.) B 26 ir,
(395. 17) — €ÜTrpeTnfi(; xrjv övyiv Kai
rdXXa ao^pr) (GapfiiXia) Hippias B 4
■584, 9) aoqpfii; irevfa«; . . öKaiorriTa
irXoucJiav Kpeiaaov . . . exC'V ; Krit. B 29
(622.18) — ev TÖ öoqpöv jLioOvov Xeye- 20
<j9ai ouK cSeXci koi eöeXf i Zr]vö<; ovo|ua
Herakl. B 32 (67, 11 i aoqpov eaxi Ttav-
TUJV Ke%\up\Cixivov d. i. Beös;, ß 108
. (77, 18) TÖ öo<p6v eOTiv oO koö' ev
jLiövov Epich. B 4 (91, 18) tö öoqpöv 2i>
ä <puai<; Toö' olfeev ü)c, €\ei (91, 23;
ai' Ti KC ZaTfjiq ao<p6v Gn. 27 94, 18;
^v TÖ ooqpöv m. lof. Herakl. B 41 (68,
11) ebenso aoq)6v ecTTiv B 50 (69, 13)
iravToiiuv laaXiöTa crocpiüv eiriiipovoq ep- 30
TUiv {▼. Pjihag.) Emped. B 129 3 (211,
16) — "OtXY\poq CTfveTo tüjv EXXrjvuuv
(JO(pi(»Tepo<; TtotvTuuv Herakl. B 56 (70, 3)
6 ditaTri9ei<; öoqpuiTepo^ toö m'I «^a-
TriOevroi; Gorg. B 23 (561, 24) öocpuj- .5
Tepuii eiKciv KÖa^iov Demokr. B 47
(399, 20) — ävepujTToc; öoq)iif»TaTO(; irpöq
eeöv n{Qr]\io<; Herakl. B 83 (74, 9)
öoqpujTaToc; NcOTcup (b. Homer) Hippias
A 10 (581, 22) avfi] Erjpn vpuxn öoqpio- 40
TdTn KCl apiöT^ Herakl. B 118 (78, 13)
ö09U)TaTov Xp6voc, Thal. A 1 (5, 46)
apie^oq Pythagor. C 2 (279,27) 4 (280,
18) öeuTcpov ö ToT<; npoT^iaat Tot övo-
inoTa 9e|ii£vo(; (280, 19) öoqjuiTaTOv Ttwv 45
nap r||iiTv ioTpiKr] (280, 20).
6 ao(p6<i, oiapqjoi. XeYiw <Toq)6v,
oc av Tivi rjiiAÜJv, (bi qKxivtxai Km eaTi
KOKO, lueTcßdXXuJV iTOiriar]i äYtt9ä fftai-
■ veoöai T6 KOI eTvai Protag. A 21* 532,
34) Toöc; öoqpouc; . . . koto |li6v aximara
lOTpoui;, KOTct bk (puTct ^njDpfovc, (533, 2)
TTcpi Tf\(i TöO öotpoO 6i«e€06U)^ Tit,
Demokr. A 33 (367, 14) = B 0'' (384,
28) — äveupeToe; 6 öoqjöc; Emped. 11
A 1 (34, 22) anders 21 A 20 (156, 28)
öocpöv elvai 6eT töv emyviuaöyievoy
TÖv öoqpov Xenophan. A 1 (34, 23)
eXeueepi'uuf, Zf\v ixpt] töv (Joqjov; De-
mokr. A 166 (383, 40) upoaipriaeöeat
TÖV aocpöv pr]Top€Ü€iv ir\ iroXiTtiieoGui
Nausiphan. B 2 (464, 12) (ötioöv) bv-
vr\cseoQai iT€i9eiv toüc; (iKoüovTac; töv
(puaiKÖv (vgl. d.) KCl (joq)6v (464, 17 ff.)
Unterschied zwischen Köfoc, aoqpoO u.
TtoXiTiKoO p7iTopO(; (465, 20 ff.) — tuiv
öoqpCüv TÜ«; ij^uxck; 9€ou^ f 'veo9ai Em-
ped. B 146 (215, 24 ff.) vgl. B 147 216,1)
TrXei'ou^ aiaQr\aei<; (tAv irevTe) trepi tu
äXofci cuJia, T0U(; aocpovc,, rovc, Qeoxx^
Demokr. A 116 (371, 20^ — toutö . . .
Toi öo(po\ KOI Toi d)Lia9ei<; Dialex. 5, 1
(644, 5) = 5, 6 (644, 18 vgl. d. Folg.)
TOi ev tu; EXXdhi y^^^^M^voi aoq>oi
uvbpec, d. i. öoqjtöTaO 6, 3ff. (645,22ff.)
— Ol CTTTcx öoqpoi s. Reg. II Weise
,S. 862) oÜT€ öoqpoi oÜTe 9!\60O(poi
73'^ 1 (518, 15) öocpüc TTptJüTOi; v. Thal.
A 1 (3,7) 2 (7, 1) 3 (7,7) 11 (8, 48) u.ö.
X(aiuv öocpöc; Krit. B 7, 1 (616, 10)
eß&o|Lio^ Periandr. usw. oder Epim.
A 4 (492, 1) B 1 493. 31 i Zeitbestim-
mung auch Epiju. B 2 ;491, 9) Phere-
kyd. A 2, (604, 24) truvrtq tow<; ooqpoix;
Archilocli. Pythag. Anaxag.) 9av»>id-
^ouoi 4, 5 (23, 8) TTviGaföpr]!; 6 ooqio^
Ion ,?) B 4 (222, 80) vgl. Sp. 555, 31.
Vgl. aoqpiöTriq.
önöv 9tiov XoYOv 6t' uvanvof^<; Herakl.
A 16 60, 10).
OTiävioc, Hei-akl. B 69 (72, 14 vgl. Anm.)
öTTOtviov ra. Inf. opp. ^töiov Archyt.
B 3 (262, 9) Tüjv i^öea'v ta ottaviuu-
TOTC Demokr. ß 232 (426, 18).
öndvK; toO TTap^evl6e(ou ouf fpd|U)L»aT0<;
Vit. Parin. A 21 (108, 36).
557
oitcpMoXötoc
558
awctpciv m\p6i Orph. B 22 (482,17)
oiröpou Äpa Demokr. B 14, 7 (392, 6)
air€(p€iv ä(ia TTXcidoi Kleidern. 5 (327,
17) Toix; nepi xpowä^ an6povc, ciriotpa-
\e\<i (327, 19) — ataxpüx; ea-nnpaq, 5
KttKuJi; kQipiaa<i Gorg. B 16 560, 22).
anev6eiv Korä t6 ou(; xfjc; kuXiko^ Py-
thagor. C 4 (280, 38) öireiöavraq koi
euEaiaevou? kt\. Xenophan. B 1, 16
(45, 8). 10
ankot;. €v (mcoTeadf reoK; KOTaXefßerai
u6uip Xenophan. B 37 (52, 8) [ntger
eolor] cavcriwsis spectatur in antris
Emped. B 94, 2 (198, 25).
önepua. allgemein, irdvrujv rä oirep- i5
Mora uTpii (Thal.) A 12 (9, 8) 13 9, 19)
vgl. Hippon A 3 (223, 30) t6 iiypöv
öirepma rf^^ b\aKOO\vc\o^\uc, Herakl. B
31 (67,6) anders A 8 (58,35) toO evö?
ÖU0Tae€VTO(: eiT €E ^TtlTteölUV . . . CIT 20
^K öTrepiLiaTo? (Pythagor.) B 26 (275,
13) öTiepinaTa itavTuuv xpimoTUiv (d. i.
6^otO|U€pfj) Anaxag. B 4 (315, 6) oirep-
judriov dircfpuuv nXfiöoq oiibev €oikö-
Tuuv dXX»^Xoi<; (315, 21) vgl. A 43 (302, 25
26) 117 (313,19) - Ol» . . 6 Ti eruxcv ck
ToO o-aipymioc, eKcioTOu x'TvcTai (De-
mokr.) A 69 (364, 33) — \ikoc, «=;aTr€pMa
Orph. B 22 (482, 11) xriv '«ponv' €m
ToO öTt€p^aTO(; cKÖexönevoi b. Phere- 30
kyd. B 7 (509, 86).
Mensch. Tier, aibolov a-akp\xa-
roc, KOTaßoXa^ re koi Yewrjoioq (dpxd)
Philol. B 13 (244, 15) — t6 ankpm
kl UTPOO Hippon A 3 (223, 30) ScpMÖv 35
Phüol. A 27 (238, 46) vgl. Emped. A 81
(167, 7 ff.) a äcppö^ ToO ai^OTOc; Diog.
A 24 (332, 23) vgl. B 6 (336, 18 ff. 339,
10 ff.) = spuma sanguinis spiritu
coüisi (337, 9) oüi^a, v|juxf|<; iicn6<S-naa\xa 40
Leuk. Zenon 54 A 35 (349,18) koi t^iv
{>uva^lv (JüJ^a, nveunoTiKn tdp Straten
Demokr. A 140 (379, 35) iTKetpdXou
^€po? Alkm. A 13 (102, 33 ff.) ex me-
dtäUt profitiere semen Hippon A 12 45
(224, 35) dagegen auch Anaxag. De-
mokr. 14 A 13 (102,35) dqp' oXuuv xdJv
ainjidruiv koi tüjv Kupiurrdriuv ^icpujv
Demokr. A 141 (379, 37) (Praxagor.
Hippokr.) B 124 (408, 10) ditö c-pcc-
q)dXou Kat vurriaiou Piaton Diokl.
(408, 8) qp^peiv anipua npüJTov apxcTon
TÖ dppev 6v Toi(; cxeOi xoi<; 6i(; €irrä
x€X€X6ö|H€voi(; (Alkm.) A 15 (102, 47)
vgl. Herakl. A 18 (60, 42) weiblicher
Same Alkm. Parm. (vgl. 18 A 64 S. 113,
6 ff.) Emped. Anaxag. Epikur. 14 A13
(102,40) Demokr. Epikur. 54 A 142
(379, 40) vgl. Hippon 14 A 13 (102, 39)
26 A 13 (224, 88) dagegen Anaxag.
(102,39) 46 A 107 ;312,23 also falsch
A 111 S. 312, 34) Diog. (102, 38) «
61 A 27 (332, 34) Entstehung d. Ge-
schlechts Alkm. A 14 (102, 45) Ana-
xag. Parm. A 53 (113, 48tf.) Emped.
A 81 (167, 12 ff. anders 166, 38 ff.) Hip-
pon A 14 (224, 43 ff.) Anaxag. A 107
(312,21) Entstehung v. 6{öu|aa, xpi-
bv^a Emped. A 81 (167, 4 ff.) Hippon
A 18 (225, 19) v. Androgynen [si vir-
tvies permixto aeminc pugncnt) Parm.
B 18 (125, 2 vgl. 124, 25 ff.) v. xepoxa
Emped. A 81 (167, 1) Ähnlichkeit d.
Kinder Emped. A 81 (167, 6 ff.) Ana-
xag. A 111 (312, 34) vgl. YOv€i^ — ^k
qpauXri^ . . . Ktti xapaxiuöoui; Kpdoeuj?
luoxöripct fiveoQai xd anepfiaxa Pytha-
gor. D 8 (289, 33) — Sterilität d.
iljuiovo^ 8. d. Vgl. y6vo<;.
Pflanze. Aixi'ai irepi onepiLidxuiv
KOI qpuxürv koi Kapiniiv Tit. Demokr.
A 33 (357, 33) = B 11^ (390, 4) xd
q)uxd ^eXXovxa anep^a cpepciv dvOelv
Alkm. A 15 (103, 1) xf\i t^i olov dv
TIC, xö aitcpiüta kvap6ar]i, xoiaOxa mi
xd CKqpopa Antiph. B 60 (602. 6) ä-ni
xdiv KQaKiveuo|Lt€vu)v 0n€p>idxujv De-
mokr. B 164 (415, 2).
öirepimaxiKd?. dppo^ Herakl. A 16 (60,
42) iiKpeQiOfjibi; xoO <Jn£p^axlKoö kivii-
Haxoq Emped. A 72 (165, 6).
owep^axCq. oirep^axfxiftei; Diog. B C
(339, 10) A 24 (332, 25) semituUea rtae
B 6 (337, 8).
ön€p|uaxont£»XTiq Krit. B 70 (629, 7).
on€p^oX6TO(; Krit. B 70 (629, 7).
5Ö9
öirepxecSai
560 .
Cfitepxeööai. aTrcpxoiaxo trejUTreiv Parm.
B 1, 8 (114, 14).
öTTi^Xaiov = Koöjuoi; (Pherekyd.) B 6
(509, 30) vgl. avrpov. speluncarum azih
terra pendentium vastiias habet aera 5
suum . . . Metrod. v. Ch. A 21 (452, 27).
omvGj^p. Tou(;/- jaeTaßa(vovTa(; darepac;
liicrci amvQfipaq dqxxAAoinevou^ yiveaQai
Anaxag. A 42 (302, 6) vgl. A 82 (308,
40). 10
öTiivöripiZeiv Metrod. v.Ch. A 14 (451,
44).
ouXaYXvov. *öiaa0ri0evTo<; evi onXdT-
Xvoioi X6toio Emped. B 5, 3 (175, 6)
TtavToiiLiopqpa öTrXctYXVuiv f^vii (De- 15
inokr.) C 6 (449, 3) öwXaTXva bei
dvai|Lia : döriXa Dßmokr. A 148 (380,
23).
ouX rjv ~ Aiövuoo(; Metrod. v.L. 4 (326,
25) ei(; xöv öTtXfjva (q)Xe߀(; TCivoucn) 20
Diog. B 6 (337, 25) ßXaßepö^ öuijuaro?
dvepujTTivou KUl dviuq)€XTi(; evoiKO^
(Demokr.) C 6 (448, 35 vgl. 40).
öTrXriviTiq Diog. B 6 (337, 20. 338,
19 £f.). 25
öTTOf Ti" uiöirep öttOYTiäi xiöi ooijLiaTi
oXuJi Tpe9eö9tti (tu ejLtßpua) Alkm. A
17 (103, 12) Touq x^MOu«; eXKOfxivovc,
em xr\v arG6ri0iv kcii t6 rjYeinoviKÖv
Kaedtrep dTrö crtTO-f-fia«; Diog. A 22 30
(332, 18).
<JTtov6r|. HouöOuv öTrovöct^ lueXirtüv Em-
ped. B 128, 7 (211, 1) (JTtovöct^ TTOiet-
a9ai Toi^ Qeöiq Karo, tö ov<; tAv eK-
TTtuindTiüv Pythagor. C 6 (281, 46) vgl. 35
CJitevöeiv. — onovbai coni. iepd, öpKoi
Demokr. B 259 (431, 14).
(öTTOpoi;) (AniuriTpo?) Orph. B 15 (478,
17). Vgl. öTtei'peiv.
öTrouöuiöjLtuöOi; Demokr. B 104 (405,7). 40
a-novbaloc,. cpiXoq [Demokr.] B 302
(445, 32) dvrjp (446, 6) öTrouöaia ucXera
Solon 73a 3 (521, 9).
<JTrou6»i. TrapaöKeud^ovTai iroXXf^i ötrou-
br\i vjc, Antiph. B 63» (600, 8) oirou5fii 4.'>
. . . eTKovoOvra Krit. B 16, 1 (618, 1)
aTToubrjv öi«q)ee{peiv Y^^'J^Tt, fkXwra
onovbrn Gorg. B 12 (559, 21).
ffTtou6oYeXoiO(; ein gew. Herakleitos
12 A 1 (56, 37).
axoYuJv. Entstehung d. Phaeaken Aku-
sil. B 28 (516, 7).
axdöiov. ouK evbixexai xö ax&biov
ftieXeeiv Zenon A 25 (131, 36) vgl. A 28
(132, 1 ff.).
ox<i6|Liri. Kttxä araQixr]v lora^xivr] (sc. tj
öeXi^vT]) xoO qpiuxiJIovTo«; kxX. Demokr.
21 A 42 (187, 15] = 5o A 89^^ (367, 9) —
ordöiXY] ß{ou Diodot. 12 A 1 (66, 7).
0X(i6|ur)öK Nausiphan. B2 (465,16).
dTaQ^dc, Gewicht Demokr. A 135 (375,
21) (.lexpa Km araQp.a ei<3rx^r\<saaQai
V. Pythag. 12 (25, 26).
axaotdZeiv coni. ußp(Z;eiv Thrasym. B 1
(577, 6).
öxdaifxo(;. cxamiauuxepoc; [a,^p] opp. öHu-
xeprjv Ki'vrjöiv ex'-uv Diog. B 5 (336, 3).
öxdcfi<;. Stillstand, syn. r|pe|Lti« Herakl.
A 6 (58, 25) — Aufruhr, ov öxdai<; ovbe
x€ öfipi«; . • €v ineXeeacftv Emped. B 27*
(184, 1) ajäaic, eiuqpüXio«; Demokr. B
249 (429, 7) qp9övo(; öxdaioc; dpxnv
direpY'iZexai B 245 (428, 20) öxdaiv i^ev
€Ttauöev, 6|uövoiav be auHrjoev Xofionbc,
evpeQek Archyt. B 3 (262,12) (öieiieiv)
öxdöia? ö<peöavd(;, xoiö' ou6ev %pr]Oxbv
eveöxi Xenophan. B 1, 23 (45, 11)
öaxi? |uu9oi^ epY' drraXXdöaei KOKct txa-
%aLC, T ä(paip<üv Kai öxdöei^ Eurip. nach
Xenophan. C 2, 26 (54, 7) — xtjv fe-
vo|Lievriv axdaiv xoiq nu9aYop€foK irpo-
emeiv v. Pythag. 7 (23, 43).
öxaöituxTj(; xoö öXou v. Parm. (Platpn
u. Aristot.) A 26 {109, 31 ff.).
OTa\vc,. dxoTroV €v jueYoXuji "rreöiuui ?va
öxdxuv Yevri9fivai Metrod. v. Ch. A 6
(451, 23).
axefaZeiv. *(JxeY«crai qppevoc; . . ei'öiu
Emped. B 3 (174, 5).
aTeyeiv aeKac, Demokr. B 152 (412, Ü).
JxeivujTTÖc;. TToXduai Emped. B 2, 1
(173, 18).
crxei'xeiv. Xa,uiTpö(; dax6po<; ovei'xei |liu-
öpoc Krit. B 25, 35 (621, 28).
cfxevöq. xa öxeva 5iüTr(TrT6iv (im Was-
ser) Demokr. A 62 (363, 39) al ax€iv6-
561
0TOIX€TOV
562
T€pai (öTcqpdvai) Parm. B 12, 1 (123, 18).
Vgl. Tx6po<;.
0T€pY6iv. eaxepKTai . . 'AqppoöiTrii Em-
ped. B 22, 5 (181, 18).
öT€pe6<;. (^Trfireöov irepac; koi kaxarcov) 5
Toö OTcpeoö, TÖ öTepeöv qpuOK Pytha-
gor. B 24 (276, 4} ipirr] eiti^Äveia, re-
TopTOv arepeov (Speusipp. nach) Phi-
lol. A 13 (236, 20) arepca axnMaxa =
MaermaTiKU Pythag. 32 A 15 (237, 9) lo
YPOlifllKOl, 6u(lT€6oi, 0T€p€Ol dpiSlJlof
(Speusipp. nach) Philol. (235, 19. 43 ff.
236, 9) vgl. TT€pi TU cxeped Theodor. 4
(233, 17) — Tct öTcped (= uTO|.ia) oijp.
eirCTreöa Leuk. A 7 (344, 32 ff.) De- 15
mokr, A60 (363,6) t6 (TTepeöv (= uXf^-
peq) s= TÖ öv opp. K€v6v A 46 (360,
43) vgl. öTeppöxri«; — xö uepiexov öxe-
p€6v [Firmammt) Parm. A 37 (111, 8)
TÖ (ieaafxaTov Traaujv (öTcqpavürv) öt€- jo
peov (111, 9} — Tct öTcpect im Ohr
Emped. A 86 (168, 32).
OTep€oöv pass. v. Embryo Hippokr.
12 C 1 (82, 38).
öxepeaeai juriöevöc; Antiph. B 54 (600. 25
25).
OTepeiuiTÖ*;. öTepciUTrdi coni. eeXujLiva
Emped. B 21, 6 (180, 20).
<JTeppÖTr|(; d. Atome Demokr. A 1 (352,
29) solidUas A 56 (362, 26). ao
axeqjdvr]. (JT6qpdva(; civai irepiireuXe-
YiLievaq eiTa\Xri\oi'<; ktX. Parm. A 37
(111, 5 ff. 17) vgl. B 12, 1 ff. (123, 18 ff.).
iJTeqpavo«;. öxeqpavov \xy\ Ti'Weiv Pytha-
gor. C 6 1,281, 37) TrX€KT0U(; d)H(piTi9ei 35
öTeq)dvou(; Xenophan. B 1, 2 (44, 17)
Sternbild Epira. B 25 (498,17) ijuepTOU
■ireßav cfT€(pdvou Orph. B 18 (480,27).
öTiqpavoOv. öT6q)avoT (6 XoToq) opp.
KoXcl Gorg. B 8 (568, 11) KXeivi'ou 40
uiöv . . axeq)Ovu»auj . . . Krit. B 4 (614,
23).
öT€q)o^. oxecpcöiv 6aX€(oi(; (TcepföTCirro^)
Emped. B 112, 6 (205, 13).
<Jxfi9o^. ^\xr\ TÜJi KißmxOui, dXXot tuji 45
OTiieei' Oinop. 4 (230, 7) d|Litixaviti ev
auTuw öTiiÖeoiv ieüvei TrXaKTÖv v6ov
Parm. B 6, 6 (117, 18; — 6iä tujv
öTriOütiv (q)Xfcße(; öiOTeivouaiv) Diog.
B 6 (337, 18) Brust Sitz d. Seele (Em-
ped.) Protag. u. a. 74 A 18 (532, 9).
vCTTtiKCiv). €OTrjK€ Emped. B35,8 (186,1
vgl. Anm.).
OTtiXt). kl aÜTO|udTou Gxr\\r\ T15 öiap-
pi'lTvuxai [Demokr.] B 300, 18 (444, 11)
'AKiKopou öTriXri B 299 (439, 9).
axrwiyxiv. axrjiuove^ = auXaxc? Orph.
B 22 (482, 10).
ax)ip(Zeiv. ... Kputptui eaxripiKTai Zq)at-
po^ Emped. B 27, 3 (183, 24).
0T i ß a p 6 <;. em öTißapolai lueXecöiv Em-
ped. B 82, 2 (195, 32).
öTißd(; coni. ]xo.l(x Demokr. B 246 (428,
22).
aTiYM'l KOI )uovd<; oüöamxic (troniöouoi
\x€ilov) Zenon A 21 (130,17) tiiv öxi-
Yjufiv \xr\hk ev xiOevai opp. Tä aloGriTa
(130, 19) Trjv öTiYiLiriv wc, to ev Xtyei
(130, 21) TÖ ä OTi^jut^ (Speusipp. nach)
Philol. A 13 (235, 43 vgl. 47) irpiuTn
dpxn ek MeY^öo«; (^36, 19) lexpac, ev
OT:\-^[i.r\c, KOI Ypamiin«; öiaoxiinaai koi
irepaöi (236, 1) 0TiY|üifi ouoia Pythagor.
B 23 (274, 47) vgl. B 24 (275, 4) arn-e-
Tai ToO Kav6vo(; ou kutcx öTiYMrjv 6
kukXo«; (Protag.) B 7 (538, 25).
öTfreoeai Dialex. 2,13 (639,6).
öTfXßeiv. TÖ aT/Xßov Demokr. A 135
(378, 18) öpäv Tuji aT{XßovTi Alkm.
A 5 (101, 23).
0TiXßTi6t6v Plur. Metrod. v. Gh. A 10
(451, 37).
öTKppö^. (jdpH Diog. A 19 (331, 43).
OTixonoiia Vit. Parm. A 16 (108, 9).
OTXeYYk Hippias A 12 (582, 12).
OToixelov. KttTci OTOixeTov äirr€09ai
(Patron) 6 (28, 30) — Verhältnis zu
dpxn 8, d. — "Hpa, 'AÖrjvä, Xe.hc, ötoi-
X€iu)v ?)iaKoa)ni^0€i^ (bei Homer) Me-
trod. V. L. 3 (326, 16) vgl. tröfft toi^
öToixeioi? (d. i. 0€ol^), eE d)v tö ttuv
öuveaxrjKev, iLi-rrdpxeiv ^vavTimaiv ktX.
(Theagen.) 2 (611, 19) — tu . . . iro-
XuepuXiiTa TeTxapa div tö irpiltrov
ö5ujp eiva( qHXjuev koi u)0avei |n6vov
öTOixelov Tfeejiiev [Thal.] B 2 (11, 10)
563
(JTOIXCIOIÖTI?
564
aToixcTov (xurv övtiuv, sehr oft, z. B.
TÖ aireipov Anaximandr, 1 (11, 38) 9
(13, 3) 11 (14, 3) €v )iev diteipov bk tOui
txtfiQei Anaximandr. Anaximen. A6
(18, 19) ä)]p Anaximen. Idaios Hime- 5
raios Diog. Archel. 50 (327, 29) Diog.
A 1 (328, 25) uöp Herakl. A 1 (55, 17)
6 (68, 22) nvpb<; laev iruicv^Tepov depoc;
bk XetnÖTcpov ktX. t6 TTpuüTov öxoi-
Xelov Idaio8(?) 50 (327, 31 ff.) vgl. Diog. lo
A 6 (329, 17) iTöp KOI fi\ Parm. A 1
(105, 33) riaaapa Aegypt. 60 B 6 (459,
44) vgl. aber B 7 (460, 24) Xenophan. (?)
A 1 (34, 15) Emped. A 1 (153,31) {res)
A 21 (166, 32) (ekmmta) A 24 (167, 15
19) (rd öoiiLuxTiKä OToixeTa, opp. a\ ku-
p{u;<; dpxaO A28 (158, 6) 30 (158, 28 ff.)
32 (159,6) 33 (159, 10 ff.) 34 ff. (159,
33 ff.) 40 (160, 19) (tci Ko^ou^eva otoi-
Xela) 46 (161, 6) 52 (162, 3 ff) 78 (166, 2o
4 ff.) 86 (168, 42 ff.) 46 A 43 (302, 23)
vgl. bes. 21 B 6 ff. (175, 8 ff) 17 (177,
27 ff.) 21 ft". (180, 15 ff.) u. ö. X€Tei xd
öToixcia eeou^ (s. d.) A 32 (169, 6) u. ö.
df evnxa : öroixela B 7 (176, 11) aroi- 25
XeXa Ttpö TÄv öTotxefujv 6^olo^€pf^,
aTOixeia öT0ix€(u)v A 43 (160, 33 ff.) —
irept tOüv ttIvte ffximaTujv, a toI^ Koayu-
Koi^ diroöfftoTai oroixeioi^ (Speusipp.
nach) Philol. A 13 (236, 19) t6 dvtu- 30
TOTiu \xkpoc, ToO irepiexovTO<;, ^v iDi
rriv €iAiKp{v€iav elvai toüv 0toix€(iuv
Philol. A 16 (237, 20} — xd öfioioMcpti
oxoixe^a Anaxag. A43 (302,25) dueipa
Anaxag. Demokr. 46 A 45 (303, 1 ff.) 35
xd<; xpdöeK; Koxd TrapdSeoiv xüjv cxot-
xei'uuv A 54 (304, 46) 6uo öxotxeia Ana-
xag. (?) A 61 (305, 30) uweeexo oxoi-
X^a xd^ dxöjiout; Leuk. A 8 (345, 3)
x6 irXfipe^ KQi xö Kevov A 12 (345, 36) 40
TtavOTTepiufa Leuk, Demokr. 54 A 28
(348, 22) xd irptDxa oxoixeTa dxo/ioi
Kai Kevov A 32 (349, 6) vgl. 55 A 37
(369, 15) 125 (372, 12) u. ö. elcmenta
habere animas A 164 (383, 12) — ahm 45
ai äxo|Lioi f\ xd öxoixeia Metrod. v. Ch.
A 6 (451, 27) — xd xiijv dpi0jiu)v oxoi-
xeia xuJv &\'xvjv axoixeia irdvxwv utre-
Xaßov cTvai Pythagor. B 4 270, 39) xoO
dpiöfioO oxcixeta x6 xe dpxiov Kai
TreptxTov B 5 (271, 14) xd kl (dpiö/juiv,
aumuexpiöiv) ouvGcxa öxoixfia, koXoü-
|i€va TeuJ^expiKa B 15 (273, 13) üb^ cv
uXti<; €i6€i xd oxoixeia xdxxciv Aristot.
V. Pythagor. 45 B 5 (271, 39) — xüjv
iraXaiiüv Kai TtXefuj Xetövxujv xd oxoi-
Xela xf\c, (puöcuuc; (271, 41) — Ixotxcia
(mathem.) Tit. Hippokr. v. Ch. 1 (231,
25) = 45 B 1 (270, 6) vgl. Euclides
Reg. I S. 763. Vgl. dpxn, öv (elvai).
öxoixenJ^' &»!<;• iiyp6v Thal. A 23 (10, 41) .
dxo'ixo^. bei ^exp€iö6at xüji A xöv
Oxo^Xov €<p' oö ABf KxX. Pythagor. B
27 (275, 24).
ax6Xo^. XÖYOu cxöXov oC'k diraxnXov
Emped. B 17, 26 (179, 3).
axö|Lia biaXtKxou Hippokr. 12 C 1 (85,
13) xö ^K XU) ax6|naxo(; 9ep6.u€vov
1tv€0^ö Archyt. B 1 (260, 6) xd iffV(;
xil» cfx6|Liaxo^ xpuini)Liaxa (260, 7) ^ai-
vojLievuji <jx6|Liaxi (v. EißuXXa) Herakl.
B 92 (76, 13) €K 6' 6ö(iuv oxo^axtuv ..
öx€X€uaax6 rtr\fr\v Emped. B 4, 2 (174,
11) öid iToAXüJV yXiuööt)? . . . CKKexu-
xai axo^dxiuv B 39, 3 (187, 6) — x^i-
Xeujv d(pf| ffxöfiaxi ircpmxuööoiaevri
(Demokr ) C 6 (448, 22) ev xatc; (iirixpai^
xd ira'öi'ov <Jx6|uaxi €09fei Alkm. A 17
(103, 14) vgl. Demokr. Epik. 56 A 144
(380, 9).
öx6)uiov (aoxpatv) Anaximandr. 18 (16,
40) (kukXou nXi'ou) 21 (16, 10. 14) (oe-
\if\yr\q] (16, 20) km <tto|li(ok (öupfff'A'v)
Emped. B 100, 3 (200, 17).
axovaxii. €K xe cvxovaxiuv cfcvcaöe coni.
€p{öijuv Emped. B 124, 2 (209, 26).
axopT^l- öxopTTiv öxopYfli (öirumajicv)
Emped. B 1C9, 3 (203, 21).
axpaYTOwP'O Hipparch. 66 C 7 (449,
12).
0xpaxeia. lauGoiioieiv öxpaxeiov axpa-
x€iai Trapaxaxxo^icviiv v. Pberekyd.
B 4 (608, 21) iKitw^ia eirixri&eioxarov
€\<i öxpaxetav Krit. B 34 (623. 26) ouk
cxiuv ^Tti Tf\c, axpaxei'ai; ttoi€iv (sc. ki-
aipelv xdv uopTraKa) B 37 624, 38).
565 ouYKepavviWaj 566
öxpaTTifeW n6X€iq xai bvvaoxaq Hip- B 4, 6 (174, 15) — um'iv B 112,4 (205,
pias B 4 (584, 9). 11). Vgl. a6<;.
öTpoTTiTia. iroAXüiv ejincipov öTpCTri- outt^vcjo. f\v (iitö auTt"€v6ia^ tuiv
Tiufv (AuKoöpTov) Hippias Bll (585,7). TIuGorropcduv v. Philol. 4, 17 (27, 31)
öTpaTicüxrii;. (öTpaTn£iTr|i) . . dva-fKr) 5 oufT^veiaq irAöat; eirinop€v')6Tai {^6^6-
vbwp Trfveiv ou KaOapöv Krit. B 34 vo«a) lambl. 80 B 44» (597, 27).
(623, 27). öUYT^v'l«;- (0 KÖaiLio«;) el^ unö evöq tü>
öTpaTiu)TiK6(;. cKmuiLia Krit. B 34 o>rn"€veoq . . . Ku߀pvi6|aevoq [Philol.]
(623, 27). B 21 (247,19) öuTTev6t(; bpp. öeffTröxai
cTTpe(p£iv. avuu aTpeq)oneviJuv tuiv öko- 10 Kleobul. 73*3 (521, 1) cpiXoi ou nav-
q)ü;v Herakl. A 1 (55, 39) vgl. oxpo(pr\ Tic, oi 5u-pf€vee<; ktX. Demokr. B 107
A 12 (59, 6. 12) 14 A 4 (101, 11) 80 B (405, 13) n tOüv av^yewbv exOpn opp.
28 (596, 3). tuiv oGveiuiv B 90 (403, 22) ol axirfe-
öxpofT'J^o?- «JX'IM« (T'n<; T^O T"p6v, veK opp- oi exöpoi Dialex. 1, 13(637,
OTpofTuXov Anaximandr. 11 (14, 6) 16 14flF.) — Tct ouYTevf) qtipeaQai irpöt;
Pami. A 44 (111, 39) vgl. ffi — öTpoT- äXXiiXa Anaxag. A 41 (301, 7) Demokr.
TÜXu)^ €K(pepouaa Xihc, (Tct voiifiOTa) A 38 (359, 36; tci av^€vx\ ^aXxoxa
Thrasym. A 3 574, 6) vgl. A 12 (675, noicl t^v nSovriv Eniped. A 86 (169,
19) 13 (575, 28). 43; m (juftevfi = CTepoffvf^ (169, 25).
aTpocpciXiT^. . . . ev piiar\i ^iXoTt^c 20 öufT»TV€OÖai. irayTTii öupfifvcöeai
öTpo(paXiYTi TCvriTui Eraped. B .35, 4 arjeea Emped. B 22, 8 (181, 21) (tu-
185, 30). vaiKi) "Vorschriften Pythagor. D 8
orpo(pr\ s. öTpefpeiv. (289,22. 290,25).
(JTpu(pv6(; (xuXo;) erkl. Demokr. A 129 auYyif vuiöKeiv. ooffiyvvjaKeoQax TOV<i
(372,32) 135(376,6 vgl. 375, 39. 377,1). 25 ävepiOitou^ oOk euireT^.; Demokr. B
Vgl. ffTutpeiv. 253 (430, 6).
OTUY€iv. OTu^eei . . 'AvoYKriv Emped. auffvdj^njjv dXXi^Xoioi opp. dTV«/>nu)v
B 116 1,207, 27) <JTUT€0uai B 115, 12 Hippokr. 12 C 1 (82, 4).
(207, 18) TÖ Z:f^v .. öTUY60VT€^ De- ovf:fovr\: öuaTOöic; Demokr. B 137
mokr. B 199 (422, 8). 30 (409, 21).
(JTUYfP<^c. Tupavvir)(; Xenophan. B 3, 2 ouYTPOMMO. Stil d. Herakl, A 1 (65,
(46,17, (TTUTcpoTo TÖKOU Pann.B12,4 14 ff.).
(123,21). oviYTPatP'^' ovfypacpf\c,äpxr]f6(;\.^he-
öTÜ€iv OTC eaeiq [Demokr.] B 300, 19 rekyd. A 2 (504,27. 605, 7.9) ev rf\ibe
(445, 15). 35 Tf\i ou-fTPa<P*ii Diog. B 4 (336, IC) cv
öTuiTTreioiTU»Xri<; Krit. B 70 (629, 4). ooTfpaqpaii; tci |i€v "EXAyjöt rhbk ßap-
OTUTiTripia Demokr. A 99* (368,42). ßdpoK; {€ipr\rax) opp. rto\r\Tai Hippias
(JTucpeiv Demokr. A 130 (372, 41). B 6 (684, 21) eKXeEduevot; TOUTa«; Tä<;
öTuq)£X(Z;€iv. öTuepeXiZoiievou awjXa- <Jiiffpa<pa<; [Herakl.] B 129 (80,16).
Ko*; Xenophan. B 7, 2 (47, 20). 40 öUYKai'eiv. tö oufKCKauiuevov . . . ev
■Ju. ^v Tuii 001 nauu) . . Xöfov Parm. toi<; x^^o^ coni. tö vnrepumrrmevov
B 8,50 ;121, 11) TToöa toi Xenophan. (= (pki-ffxa) Prodik. B 4 (571, 2).
B 22,4 (50, 10) br\ toi Parm. B 4, 6 ou^Kelöeai s. (TuvTiSivai.
(116,24) bi TOI Emped. B 8,1 (175, ou-rxepavvüvai. t« . . . Terrapa (sc.
15' T'tp TOI B 17,14 (178,11) OYe toi 45 OToixeia) . . . Trptx; aXXT]Xa ouTKepdv-
B 08. 1 (186, 20) u. ö. Toi Demokr. B vutoi [Thal.] B 2 (11, 22) eau) fn^
125(408,20) 284 (436, 1 7) u. ö. — *öu oufKpaöevTuuv lieptJüv (sc. tiüv <jtoi-
T(€, Emped. B 110, 6 (204, 6) ae fe xe»"Jv) Emped. A 78 (166, 8,.
567 <JUTKXe(eiv 568
öuYKXeieiv. ra dv6jioia . . . ctpiuovfai A44 (160,42) vgl. Anaxag.A 41 (301,1)
cfuTKeK\€ia9ai Philol. B 6 (241, 13), 43 (302, 21) Leuk. Demokr. 64 A 9
öu^rKpareTv. rj vpuxn au-fKparei ^ii&<i (345,16) 55 A 37 (369,28) (OTOixcia)
Anaximen. B 1 (21, 17). lucTaßdXXovxa Kaxä tt^v GuYKpiöiv koi
oÜYXpaöiq. Vj 6v Toi^ ^topioK; toö m- 5 öidKpiciv Emped. A 28 (158,7) vgl.
naioc; Oü^Kpaaic, Emped. A 86 (171,9). A 42 (160, 30) 85 (168, 1) 95 (172,37)
ovfKpuxa. dviujuaXöxric; av-fKpiixcnoq tu>v axr\iJiä.TWV eKoarov ei^ ^xlpav ky-
(b. ffeX^ivri) Anaxag. A 77 (308,12) Kocr|ioiJ|ii€vov avfKpiaiv dXXriv noielv
aijfKpina dvtJUjuaXov (b. ßpovx»i) De- öidBeöiv Demokr. A 38 (359,37) ^dv at
mokr. A 92 (367, 33) TroXuKeviuxepa lo ovfKp. öjai fidlov<; 6|Lto{ujv övxtuv xüüv
(b. itpY]axr\p) (367, 39j — xd<; dxpjioix; OixwJL&Tiuv ludXXov cpuGpöv elvai A 136
irdvxa xd auYKpi'iuaxa Y^wdv , iröp, (377, 40) öctv umpdc; xoö x^(A.'poO fdc
ijöiup, depo, Y^v A 1 (352, 27) vgl. xd av^Kplaeic, «Ivai (378, 7) — xö dXoYov
xe aWa öUYKpi'jiiaTa . . Ttoici (sc. xd kuG' 6Xr\v xfjv öuYKpiaiv xoö öiJ(>|üiaxo^
äxoMo) Kai xd ijiaexepa öilt/iaxa kxX. 16 öiecirapiuevov A 105 (369, 45) dfici-
A 49 (361, 32) \\ivxA == irupÜL)6e^ öuy- vpipucnetv = dXXdööeiv xfiv ov-jKpxaiv
Kpi)Lia A 102 (369, 29) xd (eK xOuy axoi- B 139 (409, 24). Vgl. 5idKpiai(;, oirf-
XeCiuv) avfKplfiaxa Kexpiüööai A 125 Kpi'vtiv.
(372,13). avfKpovaiq. döxpattriv cruYKpouaivve-
'auYKp{v€iv. CK niKpoxepuuv ÖYKWv xd 20 q)ujv Demokr. A 93 (367,34) auv-
öxoixela auYKpfvei v. Emped. A 43 Kpouöi^ dxd|iu)v A 60 (361, 43) eon-
(160, 35) xö N€Tko? öuYKp(v€i opp. ftia- eursiones A 66 (362, 26).
Kp{veiv Emped. A 37 (159, 46) vgl. auYKiipeiv. auveKupoe Emped. B 63
aber Z. 29. 6iaKp(vei xai ouYKpfvei dq (189,28) 59, 2 (190, 19) 98,1 (199, 81)
dXXviXa (sc. xd äxojLia) Demokr. A 49 25 Suvewupoe B 104 (202, 13).
(361, 31) passiv, opp. öiaKpivecrflai v. öuYXa^dv. dtravxidCovxa auxd avro'ic,
axoixela u. ä. Epich. Gn. 9 (93, 2) Em- öUYxaXQvxo Archyt. B 1 (258, 17).
ped. 20 A 6 (140; 976^» 23. 26) durch avfxmpeXv. xö ttukvöv ko» öiepöv . . .
<t>iXfa21 AI (153,32) 28(158,10) vgl. i\Qabe ouv€xiupnö€v Anaxag. B 16
A 86 (170, 30) durch NeiK0<; A 37 (159, so (320, 12) — dXoYiax(Ti jufi HuYXWpeeiv
48) Yiv6a0ai ki kvbc, koi ouYKeKpiiuevou xaiöi . . . dvdYKOn; Demokr. B 289
(xöv oupavöv) A 42 (160, 32) \6yo(;, (437, 13).
Ka6' 6v öUYKp(vexai xd &ir|iprmeva UTTÖ öuZcuYvüvai. d ijjuxd xuii oiunoxi öuv-
xoö Ne(Kou^ B 131 (211, 25) — evelvai eZcuKxai Philol. B 14 (245, 17).
noXXd x€ KOI iravxola ev Tram tot<; 35 ouKdinivo? : ßXdorriöt?, ireipi^ Menestor
ouYKpivonevoi^ Anaxag. B 4 (316, 6) — 4 (219, 31).
xöv tiXiov KOI XT)v aeXi^vriv €K xoiovixuiv a\)Kf[. »pujpiöv Kleidern. 6 (327,24).
XeiW . . . ÖYKUJV cfuYKeKp(<j0at Demokr. ctOkov. fk^aaova Xenophan. B 38, 2
A 38 (362, 30) (TuYKpivo|U€vu»v (xti>v (62, 11).
ö(paipoei6iJüv oxviiudxuiv d.i. t^iux»]) unö 40 öuXXaßii. irepi bvv&txevjc, öuXXaßuiv
xoö Trepiexovxo(; eKGXißovxoc; A 106 Hippias A 11 (681, 28) d. €tto? Py-
(370, 1). Vgl. (TÜYKpiöi?, biaKpiveiv. thagor. B 27 (275, 47) — cuXXaßd
öÜYKptaiq. xd . . xexxapa (sc. <Txoix€ta) Quarte Philol. B6 (241,14.18.19.
. . . irpö«; auYKpi0tv . . . auYKepdwuxai 242,3).
coni. nnYvumv, tfuoxaöiv [Thal.] B 2 48 öuXXrmii^. ouXXdvjJie? var. leci. für öuv-
(11, 21) (TUYKpi0ei(; M6V icat b\aKpiaex<; Axiiieq Herakl, B 10 (64, 1) — 1^ xaxd
eia&fovai, f€.vea^i<; bk koi cpeopd(; ou ' xfjv auXXriviv (pawaaia xfl<; Y^vaiKO?
Kup{u;<; Emped. Anaxag. Demokr. 21 Emped. A 81 (167,9).
569
(iu|U|ueTpO€
570
öuWoTH. €<; xnv HuAXoxnv (toO koO'
riinepav ßfou) Antiph. B 49 (699, 8 vgl.
14).
üu\AoTicr|ioq Nausiphan. B 2 (464,15)
coni. eTTOTurfii (465, 23). 5
öüX\oYO<;. [y] 6|Li6vota) dq)op|uri9eTffa
€Tri . . . KOivou(; tc öuXXoyoui; iravTa«;
KOI i6iou<; lambl. 80 B 44» (697, 26).
ou)nß ai'veiv. öujiißafvei m. Inf. Meliss.
B 8 (148, 8) ujöTrep em ßeXOöv Archyt. lo
B 1 (259, 16) roxc, p6]ußoi<; . . . t6 ai)xb
öu|aßa(vei (260, 12) ... eiriöuiieovTi
(Juiußaivrii m. Inf. Demokr. B 191 (420,
20) TUJUTo . . . Ta1<; 9iuvai^ ouiLiß/iöexai
m. Inf. Archyt. B 1 (260, 1) — auv 15
6' eßn ev OiXÖTHTt Emped. B 21, 8
(180, 22).
öU|nßaXXeiv. irepi tOüv fxefia-rwv öufi-
ßaXXai|U69a Herakl. B 47 (69, 1) —
öuiaßdXXerai k^bofj.6.c, {icird xtisammen- 20
gerechnet) Herakl. (?) B 126» (79, 21).
öu|iißoXov (xei|Liu)vo<;) Anaxag. B 19
(321, 10) Tpaipai ti öu)ißoXov €v ir(vaKi
Pythagor. D 7 (286, 30 vgl. d. Folg.)
Zu)aß6Xiuv TTuGaYopei'wv kir\fr]ai<; Tit. 2r>
Anaximandr.(vei6Tepo^I 45 06(281, 21).
au|ußouX€U€iv |LiT]6ev Trapu tö ßeXri-
OTOv TuJi au)aßouXeuo|jeviui Pythagor.
C 4 (280. 44).
(Ju|LißouXeuTiK6<;. Xo^oi Thrasym. A 1 30
(573, 14) vgl. A 13 (575, 30).
öUMßouXn iepöv Pythagor. C 4 (280, 44).
cuju^axeiv. au|Li)nax6i tux»i ^i"!*. B 21, 3
.619, 24).
öu|Li|i€iYvt5vai, avuixlofeiv. aujufii'a- 35
Y€iv = €va eS änqpoTepiuv dpi6|Lt6v
Xaßeiv Pythagor. 35 A 17 (256, 15) med.
Hippokr. 12 C 1 (81, 21) öiaKpfvexai
ä^a bk Ka\ aufiixiOYerai (82, 25. 26)
(Jufim'cpf€Ta{ xe KQi 6iaKp{vexai Ana- 40
xag. B 17 (321, 2) Y^veaeai = avu-
|a{öY€a8ai (321, 4) xa öu|Li|Liicrf6|U€va
coni. äTTo- 6iaKpiv6|Li€va B 12 (318, 20)
xä (JU|a(a6)U€iY|Lieva (318, 12) — uftijup
oivcui au^^€iYvü|aevQv Krit. B 1 (613, 45
19) öiroxav 0U|U|niYr^i (nOp) Qvwpiaaiv
Herakl. B 67 (71, 17). Vgl. auMmEi<;.
öu)Li|i€veiv (v. Atomen) Leuk.A 1(343,9)
*14 (346, IC) Demokr. A 37 (359, 21.
24) €v Kpu|iu»i . . öu|U|Lievei opp. ek-
Trruexai A 152 (381, 14).
aujU|LA€xp(a. xf)v xf^g au|U|ii€xp{a<; köi
döujajLiexpia<; q)uaiv Hippas. 8,4;30,10l
f] T&Ziq KOI oujainexpia KaXi] koi ou|ii-
q)opo<; opp. dxaEi'a, d(ju|u|uiexp(a Pytha-
gor. D 4 (284, 3; 8 (288, 3) coni. ütcj-
palia Demokr. A 16V (383, 14) vgl.
eiiBujLii'ri . . . ß'ou au|U|uexp{r|i B 191
(420, 10) — crup|U€xpia ßepuoO xai
vj;uxpoö Parm. A 46 (112, 13) xujv tto-
piuv Parm. Emped. Anaxag. Demokr.
... 18 A 47 (112, 23) Emped. A 86
(169, 10. 13 ff. 34) B 77 (194, 22) öum-
)j€xp{a oxi^öTiuv, ncfeQwv, Beoeoiv,
xdSeuuv Lenk. A 14 (346, 16) dpxa<; . . .
xd<; öunjuexpfa^ xä<; cv xoT<; dpiOi^oi^
Pythagor. B 15 (273, 12) vgl. dpinovia.
öu|Li|iiexp(a Tcdvxujv xAv |iop(ujv Poly-
kleit. A 3 ^228, 32. 37) Tx\q Kpaaewc,
(Entstehung des Geschlechtsunter-
schieds) Emped. A 70 (164, 14) — ouju-
MGxpfa? Antiph. B 106 (606, Q\ Vgl.
oujLijuexpot;.
ö\5)a|Li€xpo<;. iröpoi 0ti|Lt)Li€xpoi Emped.
A 87 (171, 20) 89 (172, 1) v. \iQoc, u.
ai6r|po<; (171, 36. 41) xp6a diroppoti
auujudxujv öt}J6i au|Li|üi€xpo(; (Emped.) A
91 (172, 22) Gorg. B 4 (556, 2) vgl.
21 B 84 (196, 24 ff.) (depo) atimuexpov
xi^i öcTjuni Diog. A 19 (331, 6) av^^e-
xpou Ovar]!; rx\c, da^ir[(; xu>i depi irpo?
xfiv Kpäöiv (331, 19) 61 xi«; eir\ xfji
Kpdöei aü|i|iAGxpo(; (331, 8) xf)v \jYe(av
XTJV OU|Ll|HeXpOV XUJV TTOlUiV Kpdoiv
Alkm. B 4 (104, 12) (JttvoV Kaxaif/uEei
xoO ev xoii ai|iiaxi Sepiuoö <JujLij.i€xpuji
Emped. A 85 (167,46) ouMjuexpiuq exoü-
ar[C, rf\q \v^x\\c, Kaxct xrjv KpfiOiv De-
mokr. A 135 (374, 43) laQeiv Ka\ ni-
veiv öu|U|ii€xpa trpcx; x6 (ppoveiv Krit.
B 6,26 (616,4) — |miK€i oü crumucxpoi
xfji iro6ia{ai (Vierecke) Theodor. 4
(233, 13j — oIkgiou xf\i tpüijci xOöv
emueXiLv övxo^ xoO auiajjexpou xiiiv
«!iK€poxOuv Archyt. A 16 (255, 11). Vgl.
öufinexpia.
571
ÖU|UMIY)K
572
(Tu]umY»i<;- i== l^iKToi;) (JTCqxivai Paxm.
A 37 (111, 9).
cvmxiliq n&vxiuv xP'HMöTuiv Auaxag.
B 4 ;315, 18). Vgl. öu,u^€iYvuvai.
öuiLiitdeeia. TT€pi 0u)iinaeenuv koi dvTi-
naeeiwv Tit. Bolos 56 B 300 (440, 2 ff.).
öu|ntTa6»i(;. av^xTtaQia Ttdvra Hippokr.
12 C 2 (86, 3 .
ouiuirapetvai : napeivai iDemokr.] B
302 ,446, 34).
öOiuna^ KÖöjuioc; Demokr. B 247 ;429, 2)
Tfji; Ttepixujptiöioc; xf\c, öu)LiTruari<; Ana-
xag. B 12 (318, 17) tö . . Ivpmav eineiv
Diog. B 2 (334, 8) öu|UTravTa Demokr.
B 11 (389, 18) — ev tOüi oüiuTravTi . . .
evtivai irdvxa xPni^ciTa Anaxag. B 4
(316, 2) dafür ev roiq avunaai B 1
(314, 2) Ttepi Tu>v SunHctvTiuv Demokr.
B 165 (415, 27) ai&otov xäv Suvairdv-
Tujv .ctpxciv) Philol. B 13 (244, 18).
Vi^l. Tiä^.
ou.uuepidTeiv tö aorpa (v. drip) Leuk.
A 24 (347, 36).
ö\j|aTr€pieXKeiv passiv. {vä\ta\if€ia^=
i\\\o<;] Emped. A 66 ;162. 23;.
öoiuiTepiXaiaßdveiv xd daxpa ,v. diip)
Leuk. A 24 (347, 36) passiv, v. ri^io^
u. a. Anaxag. A 42 (301,40, örav avpi-
-rrepiXriflpGtii Ti xuii OyP'Iii irveuiaaxiKÖv
Anaximen. A 17 (20, 15).
öu.u'rrepiqpepeiv. passiv. q)ucrei(; jeibbeiq
xoi(; döxpoiq Anaximen. A 7 (18, 45)
vgl. A 14 ;19, 37^ Anaxa?. A 42 (301,
42,.
aujutn-iYvOvai. . . . av}XTcr\fvvxai ff\
Anaxag. B 16 (320, 20) €K xf^c; fx\<;
Xi9oi (jujLiTniTvuv'xai (1320, 22) eE depoq
Kai itupöc; xrjv yfiv cru|.tTtaYfivai Xeuc-
])han. A 37 (43, 34) xöv oupavbv es
depoc, avfJLttafevxoc, Einped. A 51 (161,
40) dvöpuiTtou^ auiaitaTtivai koi xd dXXa
Ziüia Anaxag. B 4 (315, 8).
öujLnriTrxeiv. tüjv EujuinirxövTUJv An-
tiph. B 29 (596,10) aufiitiTTreöKov
Emped. B 59, 2 (190, 19) öuiunrinxei
ID. Inf. Archyt. B 2 (261, 17) ökko xd
cpepöi^eva . . . öu^irexrii B 1 (268, 16).
au|LiuX.eK£iv. öufiirXcKeaöai xd öjuioio-
oxtiMOva Leuk. A 10 (346, 26) vgl. De-
mokr. A 43 (360, 31) x>TiI)va . . . trepi-
xe(vouöi xOüi Koauuji bia xOuv oyki-
axpoei6u)v dx6|Ltujv 0U|LiTTeirX€YM€vov
5 Leuk. Demokr. 54 A 23 (347,20). Vgl.
öujutTrXoKTi, irepmdXatic;, irepiuXeKeiv.
oujUTtXoKti ( opp. dnoTomi ) Leuk. A 1
(843, 4 Anm.) 15 (346, 22) Demokr. A
43 (360, 31) = irepmdXaEK A 135 (376,
ib 13;. Vgl. öu|LinXtKeiv.
0U|LiTivoia coni. auppoia Hippokr. 12
C 2 (86, 3).
öufiiTÖaiov xoiv ööiuiv Orph. B 4 (474, 5,
öuiuTTOöiaiv epeöiöiaa Krit. B 1 (613, 16).
15 övjuTixuiiua (Zenodot. nach; Oinop. 12
(231, 10) eoiKc öUfiTrxuuiaaoi Aristot. 45
B 27 (276, 11) Unglücksfälle Hipparch.
65 C 7 (449, 21. 450, 1).
öuiuqpcpeiv. zusammentragen^ -führen.
20 TO dvi^iaxa öuveveYKdfievoi f\c, xr)v
oiKriOiv Anaxag. B 4 (315, 13) — intr.
x6 dvxfEouv öujuqpepov Herakl. B 8
(63, 3) vgl. Hippokr. 12 C 1 (84,22) a\)\x-
q)€pö^6vov öiaqjepöjuevov Herakl. B 10
25 (64, 1) danach C 5 (86, 43) — nütxen.
r\b\} mi6ev dTTOÖexeoSai »iv M^ <Jw^-
<ptpr|i Demokr. B 74 (402, 10) x6 öujli-
(pepüv KOI lüqpeXijuov opp. x6 koXov koi
eüaxrmov Pythagor. D 8 (288, 17} vö-
30 Mo^ TTcpi xOjv eOpiaKovxuiv xi xf)i nöXei
öujuqpepov Hippodam. 1 (227, 31) xö
i'öiov öuiaqpepov ou ßXenei Demokr. B
237 (427, 14; qpiXoi ... oi Eujaqimveov-
X€(; Ttepi xoO Hujuqpepovxo«; B 107 (405.
35 14; xö 6iKaiov = xd xoö Kpefxxovo«;
Eu|uqpepov Thrasym. A 10 (575, 16;
auOdbei^ npöi; xö (ju)iq)epov opp. xö
TTpeiTOv Gorg. B 6 (557, 22; TreiöxiKÖv
eaxi xö YiviüöKCiv, Tr69ev rJKei xö av}\x-
40 qpepov Nausiphan. B 2 ^465,1) ou a\i\x-
(pepov m. Inf. Demokr. B 253 (430, 1).
0U|a(popd. )*) xoO öXou Herakl. b. Luk.
12 C 6 (86, 39) vrjirfoioiv . . . Su|uq)opri
Y(v€xai öiödoKaXoq Demokr. B 76 (402,
45 18) döiKi'n«; &€i)ja El•^(popf\(; xepjua B
216 (424, 7) XI XP*1 Tfl» 0u|iq)opäi xprj-
oeai ; Antiph. B 49 (598, 1 7) ircpiaXf ujv
xf|i ou|Li(popäi B 54 (600, 16) dnujXo-
573
öuva9poiö|a6(;
574
(pupcTo ri~\y/ (Juuqpopdv ^GOO, 19) olöiv
i^lftovriv 6X0UÖIV ai tüjv ireXa^ iv^tpo-
pa{ Demokr. B293 438,1) €ir" dtvepiu-
TTiuv av^cpopai<i un t^^öv B 107'' (405,
16) TÖ £v Hujaqpopf^iöiv qppovetv a bü
B 42 (399, 11) TÖc; . . . auficpopctq (ird-
öxeiv) avrovc, Thrasym. B 1 (576, 28)
TToXAou^ . . . eXKi6€^ KareßaXov eic, ävr\-
KeöTou^ ffujLiq)opd<; Antiph. B 68 (601,
20) q)i\oi . . . Tct^ aujjqpopäq eXaq)po-
xipac; TToioöoiv [Demokr/ B 302 (446,
37).
öuiütqjopoc;. irpooi'Ziei t6 öu^qpopov tuji
(TU|uqf>6puii opp. daüiuqpopov Hippokr.
12 C 1 [82, 5) auM(popa ftiuqpopa (83,
26) lüiia <Tu|iq)opa opp. dau)aqpopa (83,
11) öpoc; au|Li<pdpujv koi dGufiqjöpuuv
Demokr. B 188 (420, 1) vgl. B 4 (386,
>24"i.
öü|Li(ppaoi(; var. lect. Philol. B 10 (242,
20).
aufiq)p6vr|öi^. öixa qjpoveövrujv av^x-
cppovTiaii; Philol. B 10 (242, 20).
0U|i(pu€lV. aU|H(pUÜ|LieVU>V TÜJV fi€pU)V
b. fkveoic, TüJv Zaiiatv) Emped. A 72
(166, 3) lv\i . . €(puovTo Emped. B 96, 1
(198, 28) €v au^q)uvTa (Elemente) tö
näv B 26, 7 (183, 4).
ouji(pu»iq. TÖv öeöv öuficpufj TOiq nfiaiv
Xenophan. A 36 (42, 20).
au|Liq)uia. i^i irpb^ t6 Trepiexov Herakl.
A 16 (60, 13).
aujixcpupciv. (ßiOTriv) iroXXf^iai wipöi
öu|Lnr€(pup^evr]v Demokr. B 285 (436,
23).
0ufi(pu0i(^ opp. xuipt^Moc Herakl. A 16
'60, 20) coni. to^k Demokr. A 136
;378, 33).
a u jiq) UTO i;. aufxqivrov coni. oiKctov opp.
noXeiLiiov koi exöpdv Philol. B 11 (244, 0).
öu^ifpuuveiv. oi Eu|Li9UjveovTt<; Ttepi . . .
Demokr. B 107 (405, 14) cru^cpwvoüöa^
dp|Liov(a(; Tpiööou<; Ion (?) B 5 (223, 6).
<ju|n<pujvia (TÜJV Terrdpiuv ftiöKiuv) Hip-
pas. 12 (31, 23 ff.) xpcTc; dp^ovfri^ Hip-
■poikr. 12 C 1 (82, 26) oi tüüv Tpiüiiv
OuiiiqpuDviüüv Xötoi Pythagor. B 18 (273,
40, 36 A 17 (265, 39 ff.) vgl. aber 45
ß 27 (275, 44, töv Xof üv tüüv oujuqpu)-
viLuv ev dpiBuoi^ elvai Archyt. A 19 '
(266, 39) TÖ Kaxä töv Xöfov dKoXouBov
öiaauuiZeiv ouk ev toi; a. luovov dXXd
5 Km Tal<; t&v T€Tpaxöpöuuv ömipeöeöiv
A 16 (255, 9j evöq q)9ÖTT0u fiveaQai
KOTu Tu<; ou)-i(piwvia(; xf^v uvTiXrnpiv
Tf\i äKof\\ A 18 ;256, 23; — = Y Z öu|n-
(puuvfai Pythagor. B 27 (275, 39 vgl.
10 d. Folg.).
ouiacpiwvoc; opp, 6id(purvo(; Hippokr.
12 C 1 (84, 34) 2 (86, 7) toü<; ou^(pl(l-
vovc, luöXXov (sc. Xd^oug^ cmöeiKvuvai
ßouXoMevoi Pythagor. 36 A 17 (255,
15 40) eqp" djv toi dv6|Lioia eXdaoova r\i,
€Keiva . . . ou)Liq)urv6Tepa (256, 18).
^oüv. 2uv vöiui X6Y0VTa<; Herakl. B 114
(78, 2) ETTaioi ii)v vdiui Demokr. B 35
(398, 22) xpf\ai<i Suv v6u)i, Euv dvoitii
20 B 282 (436, 9. 10) öuv na-rplbi eßr| =
€\c, Tfiv iraTpföa (?) Antiph. B 114 (606,
23) — öüv öe f€ Mus. B 11 (486, 17)
auv 6' eßn Emped. B 21, 8 (180, 22;
Ivfx irpuJT' €(puovTo B 95 (198, 28).
2) ovvdfeiv. öuva^ei opp. OKiövrioi He-
rakl. B 91 (75, 10; coni. ouöTTäv v.
XuXÖQ Demokr. A 135 (375, 48).
ouvaY^XdZeiv. Züüia . . Ztuioiq öuvafe-
XdZexai Demokr. B 164 (414, 23).
so öuvaTiuTn (xPIMOTurv) Demokr. B.222
(425, 4; luvcYUJTn Tit. Hippias B 4
(684, 7).
öuva-fujföq. ouvcTfoJYÖv Tt e%o{far]c, tüüv
irpttTiLidTiuv Tf^? . . 6)iXoi6tiito(; Demokr.
35 B 164 (415, 8).
öuvoöiKciv. jLifi suva5iKe€iv Demokr.
B 38 (399, 4).
(Juvaöpoi'teiv. nupiöiujv tüjv auv-
aQpoilouiviUv Ik iric, ^TPd«; dvaOujuiid-
40 öeux; <Juva9poiZ;övTUJv bk töv tiXiöv
Xenophan. A 40 (42, 46. 47, ei^ tö
auTÖ TtoXXd aiupiaia cuvnepoicJÖJi Leuk.
A 24 (347, 24). Vgl. öuvaGpoiöud«;.
öuvaepoia)ii6<;. Kaxd öuvaGpoiaiuöv tüiv
4> XeTiT0|uepürv aujixdrujv KoOfiOTToioOOi v.
Emped. Anaxag. Demokr. ... 21 A 44
1,160, 42) KOTo TÖ iroaöv €k ouvaöpoi-
(JMOÖ (160,44).
575
(JUV<Sl6€lV
576
öuvdifteiv. (Tuväiftov 6iäi6ov Herakl.
B 10 (64, 2).
öuvaKoXouSia. Korä cfuvaKoXou6{av
Ta(; . . (piaioc, [Phüol.] B 21 (248, 8).
öuvaXiZetv passiv, Demokr. A 93 (367,
36).
öuvdXXayiLia. irepi tuiv auvaXXoYMaTDuv
biaK\aaa6ixeQa Archyt. B 3 (262, 14).
(juvavoTiSevai (qpopTiov) opp. auTKoO-
«ipelv Pythagor. C 4 (280, 36).
auvaopo? r|vi6xoiöi Parm. B 1, 24
(115, 6).
auvoLTtai; s. avunac,.
cruvaiToeviiiöKeiv. ouvaTreöavev Gorg.
B 6 (557, 33).
öuvapfxÖTTeiv (-6Z€iv) Emped. B 92
(198, 8) öuvap^oae€VT(a) 'AfppoSfrrii
B 71, 4 (193, 19) eK irepaivovrujv t€
KOI ÖTrei'puJv 0 xe koöjuo^ koi xä ^v
auTUJi otuvapiLtoxön Philol. B 2 (240, 6).
öuvapräv. auvTipTf|ö9ai Tctq alöör^öei^
upö«; TÖv eYKeq)aXov Alkm. A 5 (101,
25).
cruvauYCtöiLi6<; (dcnepcuv) Anaxag. De-
mokr. 46 A 81 (308, 37} Demokr. A 91
(367, 22;.
öuvauSeiv. ouvauHei (cHiv kokitjc;) De-
mokr. B 184 (419, 13).
öuvai{>K. KttTot jaiKpöv ■f\ avva\\ii<; (b.
vj/aeupd) Demokr. A 135 (377, 32) ouv-
aiitiec, öXa koi oux ^Xa ktX. Herakl.
B 10 (64, 1).
ouvöelv. Touq d7tXav€i(; äaTepa<; ouv-
fteöeoeai toji KpuOxdXXtui Emped. A 54
(162, 12).
öuv5ecfi? Plur. v. Atomen Demokr. A
135 (378, 34).
öuveöpeueivv. Pythagor. 4, 16 (26, 39).
ouveSpiov. cveirpriOuV rot öuveSpia
Pythagor. 4, 16 (27, 16).
auve{6rj<Ji<;. öuvciSi^oei rfi? . . . koko-
iTpaTM00»5vn«; Demokr. B 297 (438, 12).
(JuveiX€iv passiv. Herakl. b. Luk. 12C5
(86, 41).
öuvetvai. oiiui ti^ äv . . . öuvf^i, toioO-
Tov ävcLfKn] f eveö9ai kui cutöv An-
tiph. B 62 (602,15) xoTpe Kai öuviöOt
Pherekyd. B 1 (608, 12) töv ouvörra
(sc. Tf\i fUvaiKi) iLirj äiiK€lv Epich. Gn.
36 (96, 18).
ouve{p6iv. ouv€ip6|Li€voq XofO«; coni.
}xaKp6<; Nausiphan. B 2 (465, 28).
5 öuv€iaKp{v€iv passiv, v. 6h^ir\ Emped.
A 94 (172, 28).
ouvepY«^?- auvepfobc, tujv ^v tuji k6-
Ojiiuji f ivoiaeviüv coni. cpfdrac; Herakl.
B 75 (73, 6).
10 öuvepxeöeai. ouvepxcTai ev fiovov
elvai Emped. B 35, 5 (185, 31) auvep-
Xonevia] el<; Iv ctTravTa B 17, 7 (178, 4)
= 20, 2 (180, 5) -^ 26, 5 (183, 2) tOiv
(yuv€pxo^evuJv B 36 (186, 16).
15 cruv€<ji5 coni. Kpdxoq, xijx^l Ion B 1
(222, 8) vauv Süveoiq opp. f€p6v'rwv
älvveain Demokr. B 183 (419, 8) 66Ea
KOI ttXoOto«; äveu Euveaioq B 77 (402,
16) ouveffei t€ koi eniöxiiinrii öpöo-
20 upafeuiv B 181 (418, 18) — (xö niKpbv)
ILioipav exeiv ouvecfeuj? (= aiöSi^öei«^)
A 135 (377, 4).
au V 6x6^. ^vöq q)iX(r| EuvcxoO Kpeaöiuv
dEuvexujv ndvxiuv Demokr. B 98 (404,
25 16).
auvexeiv. önep ittoXiaxa xfjv dpexr^v
öuvexei Demokr. B 179 (418, 8) ou6e
XI . . . , x6 K€v eipTOi |LHv öuvexeööai
(sc. xö €6v) Parm. B 8, 23 (120, 2) in-
30 trans. €1«; fjv (sc. qpXeßa) a\ tiXetöxm . . .
(juvexouaiv Diog. B 6 (338, 16).
<juv€Xi'K' 6 k6ö|uo(; ct^ ^Ojv koi ouvex»!?
[Philol.] B 21 (247, 21) vgl. unten Z. 37 ff.
iiövo^ ouvexrk Demokr. B 241 (428, 1)
35 ömXi'n B 184 (419, 12) kv xoT? xpn-
jucuJi . . . xö cruvcxe? (?) Demokr. B 281
(436, 8) — ev, ouvexe«; (xö k6v) Parm.
B 8, 6 (119, 3) Euvexe? itav B 8, 25
(120, 4) el ev eaxiv (xö öv), rixoi troaöv
40 eaxiv Ti (Juvexe? ^öxiv f\ ^ifeQoq . .
Ti aibtxa Gorg. B 3 (553, 22) xfji dqptit
öuvex^? xö aireipov Anaxag. Demokr.
46 A 46 (303, 3) elvai nn Gvve\k<; (xö
irav <yü)|Lia) Leuk. Demokr. 64 A 19
45 (347, 1 vgl. 3) — i'^aXa) . . . öuvexuiv
doxepiuv öu|Liq)iJuxiZ!ofieviuv dXXfjXoiq
Demokr. A 91 (367, 22).
0 u v ji 6 € la. npoeXeeiv km xriv rf\(i tovfi?
577
<JuvTi0evai
578
. . (Tuvriefiov Demokr. A 161 (881, 2)
TiSvoc, . . eXa<pp6Tepo<; . . a\}vr\Q€ir\i B
241 (428, 2).
öO V 9 e ö i (; opp. eTtmpöoGrjai^ Melisa. A 5
(137 ; 974» 26) ap|uov(a Kpööi^ koi auv- 5
Gcök; ^vavrCuuv Philol. A 23 (238, 7)
•fpafi|Lieujv avvQemo^ lncTct dTroöeiSewi;
[Demokr.] B 299 (439, 15).
ou V 9 eTO(; s. öuvxiGcvai.
öuvGiiKr). €Triue\f|^ koto xyjv öuvGiikiiv lo
V. Antiph. A 2 (588, 19).
ouv9pauoi^ (Entstehung v. ßpovxat)
Metrod. v. Ch. A 15 (451, 47).
öuvievoi. qpaCvexai evio auviovra koi
TTiXoufieva Leuk. A 19 (347, 7) öuv(|iev 15
äv6pi, Ti)vaiK{ Dialex. 2,4 (638, 14 ff.)
OuYCTpf, noTpf, d6eXq)äi 2, 5 (639, 16).
öuvievai coni. opöv, dKoüeiv Meliss.
ß 8 (147, 17) dist. iLiavedveiv Prodik.
A 16 (566, 7) Huviriöi opp. alö9dv6Toi 20
Alkm. B 1» (103, 26. 27) oü6ev dxpc-
K£(; <iuvieM€v Demokr. B 9 (388, 26)
olov CKaoxov eaxiv f\ ouk edxiv ou
ovvkixev B 10 (389, 2) oi) Huviöoiv
ÖKux; Herakl. B 51 (69, 14) tu^ De- 2.5
mokr. B 293 (438,1) Suviäöi xi|iu»jU€voi
B 95 (404, 10).
öuvirdvai V. aiMO Diog. A 19 (331,32).
öuviöxavai. oux€ öKibvdjuevov , . . ouxe
ffuviöxdiLievov (x6 e6v) Farm. B 2, 4 30
(116, 10) öuviaxdjLiev' d\Xo9ev ctAXa
Emped. B 35, 6 (185, 32) . . . cE Uiv
öuveöra 6 k6ö|lio<;, koi xoiv irepaivöv-
xujv Ko» xiliv dne{pu)v Philol. B 6 (241,7)
laexct x6 öuoxf^vai x6v k<5o|uov Anaxag. 35
Diog. 46 A 67 (306, 12) uttö 9€pMoO
KOI ^mjjux^a^ avOTf\vai xöv K6ö^ov
Archel. A 14 (325, 10) u. ö. (dnp) nu-
Kvoujuievoq KOI öuvi0xd|Li€vo(; ubiup . . .
Yi'vexai Anaximen. A 8 (19, 3) vgl. dfip 40
öuv€<yTU)(; A 7 (19, 8) iruKVou|Lievov xö
iröp eEuYpa(veö9ai ouvioxdMevöv x€
TfveoGai (j&iup Herakl. A 1 (55, 25)
Toü^ döxgpat; avviaraaQai Anaximen.
A 7 (18, 44) Trepi GaXdxxr)^ nd)^ ouveoxri 45
Anaxag. A 90 (310, 1) Metrod. v. Ch.
A 19 (452, 16; Antiph. B 32 (596, 18)
u. ö. ... ffuvioxaaGai xd ve9Ti Metrod.
Diala, Fngni. d. Yoriolo-.III.
V. Ch. A 16 (462, 4) dnoppofa? Emped.
A 88 (171, 31) efftiuXa Leuk. A 31
(349, 2) 0ÖX6 q[)uxöv . . . (pOvm ouxe
Ziüiov . . . TCveoGai . ., ei fxr] oöxu)
auv{<Txaxo uiöxe xaCrrö elvm Diog. B 2
(334, 17) eig xou^ itopouq 6 x"Mo<; . • .
ouvföxaxai 65 C 1 (447, 27) ipxhn . .
xov ^v xüüi 6(£ipriK{ aou öuvioxd]uevov
9um6v Demokr. (?) B 298» (438, 20).
öuvoöeiieiv i^Xi'u« (v. aeXi^vr}) Thal.
Anaxag. A 77 (308, 18). Vgl. oijvoöoq.
öüvo6o^ (udvxujv) Emped. B 17, 4 (178,1)
xüöv dx6^UJv Leuk. A 24 (347, 28) (oe-
XrivnO Pythagor. B 36 (278, 3) daxe-
pu)v Anaxag. Demokr. 46 A 81 (308.
37j vgl. auvo66Üeiv. TTepi auvööujv Tit.
[Demokr.] B 306 (446, 46) — öciömoc; :
auvo5o<; xu»v X69v6t(»xujv Pythagor. C 2
(279, 28). Ygh öuvofteijeiv.
ouvoiKciv. nöXei^ auvuiuaiiueva^ Ana-
xag. B 4 (315, 10).
0i5voiKO^. (TuvoiKov . . €v 66)Lioi(; exeiv
(Trevfav, OKOiöxrixa) Krit. B 29 (622, 19 .
öuvopQv. öuviöelv x6 /LieXXov, xö fevö-
juevov Pittak. 73* 3 (522, 16).
ö u V o u ö (a. Beischlaf. Euvouoiii Demokr.
B 32 (398, 1) duvouoiriq 'iiToufrrov C 6
(448, 47).
öuvoxn- öuvoxn KOI ^expov qpuöftuc;
(eoxia) Phüol. A 16 (237, 15) dpiOfiöv
xfi<; xujv KOömKurv . . 6ia|Liov<^(; . . .
auxotevf^ auvoxtiv [Philol.] B 23 (249. 8!.
aüvxoT^a. €v xoi^ uiroXemofievoic; öuv-
xdYiuaoi V. Demokr. B 13 (390, 24).
Ouvxi^KCiv. (trOp) ouvxf^KOv (xrjv ffjv^
Ypundvjov TTOiet Antiph. B 30 (696. 1 5;.
öuvxi96vai. €K wdvxiuv . . xd yiefvom
KOI 6)a6q)uXa owQeic, Hippias B 6
(584, 22) vgl. A 12 (682, 20) rj . . ^^>vxi^
€K xexpd6o<; «»iTxc'Tai Pythag. 45 B 3 5
(273, 29) xov offtripov ävwn&Kwc, avf-
K€l<j9ai, xov |bi6Xuß6ov 6|aaXu>^ Demokr,
A 135 (376,29. 31) xöv yXukuv xw^öv,
€K uepiq)€pu)v auTK€lff9ai öxIM^^tu^v
(376, 2) u. ö. — 6 Kürv0(; ii iou)v axrf-
k€{m€vo<; . . . kukXujv B 155 (413,2) —
auv9exoi (dpi9fio{) opp. dotivGexoi
(Speuaipp. nach) Philol. A 13 (236,
19
579
avvtonia
580
33 ff.) cuveeta tfroix^o Pythag. 45 B 15
(273, 13).
<juvTojit{o AoTurv Gorg. 74 A 26 (534,
33). Vfl. öuaTp£q)eiv.
ouvTöfiO^. öuvroiniUTCtTri öböc, He-
rald. (?) B 134 (80, 2(J).
oüpiY^- üöhre. aopKiüv oiiprrfC«; Em-
p«d. B 100, 2 (200, IG) (am Tor) a£o-
vo? ^v aupiT^iv . . elXfSaöat Parm. B
l, 19 (115, 1) Flöte. eOpeiv Mapöüav
Metrod. v. Ch. B 3 (453, 20) '{<ei> au-
P»TfO< duTiiv Parm. B 1, 6 (114, 12).
oüpvia. övou(; aupfiOT' fiv eAetröm ^ö\-
Xov Herald. B 9 (63, 7).
aup^aT01t^6Xrl<; Krit. B 70 (629,4).
auppeiv. oxav t\c, nieTO Kevöv . . . "tToXXa
(i4>\iaxa . . öuppuni Leuk. A 10 (345,
26) üTpaiv6|Lieva . . . öupptiv ei(; ttiv
KoiA(av Demokr. A 135 (376, 5 vgl. 8).
ouppoia |Li(a, öu)Lirvoia jiiCa Hippokr.
12 C 2 (86, 3).
öö<;. au£(; «Kl qpopuTüüi juapfctivouaiv
Demokr. B 147 (411, 8). Ygl. vc..
cuaitäv KOI (juvaTei¥ (töv 6?uv x'J^<5v)
Demokr. A 135 (375, 48).
öüöTaöK;. (J>3ffTaaiv tüjv cykoöiuiiujv
coni. jSuYKpiöiv, -rtntvucriv [Thal.] B 2
(11, 21) TT}V TUJV KOÖ|LllKUJV cxr[\i.a.T[i}-\i
auöTaoiv dveOpev v. Pythag. d^ (23,30).
ouöTtWeiv. TÖ auöTeXXofievov (xf^^
\i\y\c,) coni. xtUKVOüfievov Anaximen.
B 1 (21. 4) (Ttup) €1^ auTo auöTcXXo-
(Li€vov Herakl. A 5 (58, 15) dfjp ou-
öT€A\6uf.vo(; Demokr. A V6b (373, 29).
öuöTrjina- veqpujv . . ouöTj'maTa Xeno-
pfaan. A 44 (43, 16) öuöTiijua d. Pytha-
gor. Vit. Epich. A 4 (87, 32).
0U(JTOixia Pythagor. B 5 (271,17) 6
(272, 2) vgl. 14 A 3 (100, 32).
ouGTO|noq. €q TÖt ai50T0|Lia TÄv xeuxeujv
. . . CTXetTöi Archyt. B 1 (259, «).
cuaxp€9eiv. öuaxpeq)€xai xö ubtup coni.
iruKvoOxai Antiph. B 29 (596, 9) ouv-
cOTpaopn -596, 10) äfip <Juv€öxpa]uia€voq
Emped. A 60 (162, 41) — -^ 0uöxp€-
«pooaci TU vorjuaxo . . . kklic, Thrasym.
A 3 (574. fV cmmstis v. Tbrasym. A 12
;57o. 19 .
avaxpo(pr\ (äv€|üiu)v) Herakl. A 14 (59,
17) OTTOU OUVCKliptiaCV TÖ TTUKVÖV OU-
arpo(pi\\ (xfiv yr\v) iroifjaai Diog. A 6
(329, 26).
6 öqpaYH- &»it Tüüv aqpaYÜJv (q)X^߀(;) Diog.
B6 (337,14. 338,10.17).
0(pdz:eiv s. oqpdxxeiv.
a<paipa. Tf\ ^kxujv ÖiLbexa uevTaftuviuv
Hippas. 4 (30, 2) xiwv axii|udxtuv xö KciX-
10 Xiöxov aq)alpav elvai xüüv axcpeiLv Py-
thagor. C 3 (280, 2) TTept x\iauaio!; kü-
kXou Km a<paipr]<; Tit. Demokr. A 33
(357,37) = Bill (390,10).
I(paipa Tit. Mus. A 4 (483, 24) 'Ef*-
15 TteöoKXeouc [Emped.] B 161 (218, 21)
[Demokr.] B 300, 20 (446, 18) l^pa^,e
I(paTpav v. Anaximandr. 2(12,19) Kax-
€0K€Üaö6 1 (12, 6) erfand Atlas 2, 5
(12, 81) vgl. unten Z. 39 — cpXoTÖq
20 öqpalpav it€pi(puf]vai xu»i irepi xf^v -ff^v
depi Anaximandr. 10 (13, 36) (xö €Öv)
€UK»jkXou oqpaiprjc; evctXÜYKtov öykuji
Parm. B 8, 43 (121, 4) to rtpäxov dp-
|.io(r9ev . . . €v xiöi jLieowi xä^ cqMXipa^
25 eaxi'a KaXeTxm Philol. B 7 (242, 11) xd
laq öq)a{pa<; oiujuaxa trevxe E 12 (244, 8
vgl. Anm.'i xd ev xdi oqpai'pm . . . KOi ö
xöq 0(paipac oKkolc (244, 0) €k xoO 6uj-
benaibpov ri\v xoö Travxö(; oq)aipav
30 Pythag. 45 A 15 (237, 12) xöv xpovov
xk'iv öcpaipav xoö irepiexovxoc; elvai B
33 (277, 20] (fiXiov) üttö xf\(; irepiexou-
0)1^ avxbv acpaipac, KuuXuofievov Em-
ped. A58 (162,37) — oirö xOüv kÜkXhüv
:3r, Kai xtlrv öipaip&v, k<p' «XiV cKaOTOi; ße-
ßriK6, (pepecrGai (xou<; dcrxepa^) Anaxi-
mandr. 18 (15, 43) ()nexd xfjv xujv dtrXa-
vujv ö-foipav) xoüc; e ^Xav^ixot; Philol.
A 16 (237, 17) ''AxX(?(; == V) uTtXavn«;
40 ötpaTpaC?) Krit. B 18, 5 (619, 2) o-polpa
döxpoXoYiKii Grorg. A 17 (548, 29) •vgl.
oben Z. 17 — xiln nvpX xf)v öqpatpav
dire&iwKav Leuk. Demoki*. 54 A 16 (346,
27) Kivou(ieva(; xac, döiaipexouc; ö(pa(-
45 paq (d. i. xriv ^ivyfy^) Demokr. A lf)4
(369,38). Vgl. <Tfpoiipoei6r')(;, acpaipiKÖ«;.
ötpaipiKÖv TTtpi ö(paipiKä.'; (cjoqpr^ hid-
Yviuiyiv) coni. fay-crpiac,. dpi6ua»v, ynu-
581
öxnMtt
582
owiüc, Arcliyt. B 1 (258, 10) — Xofuii
6€iüpriTU)v atpaipiKoc^ . . exövTiuv rä^
i6ea<; Demokr. A 102 (369, 30). Vgl.
(Tqpaipa, Gq)aipoeiö>^g.
Oqpaipociferi^. 0€Ö<; Xenophau . A 1 [Si,
17. 28 (37; 977b IfT) 33 (41, 27, 35 (42,
20) vgl. A 31 (41, 4. 6; tö dKivriTov
KOI nerrepaffiJievov aqpaipoeiöee; = öeöq
Parnj. A 31 (HO, 27) voOv tov Beov ev
TTupi <jq)aipociÖ£i Detiiokr. A 74 (365,7)
TÖ Tiov Xenophan. A 30 (42, 24) Parm.
A 7 (107, 13) 23 (109, 4) tö ev Emped.
A 32 (159, 4) TÖv KoöM-ov -A-egypt. 60
ß 6 (460, 6j Leuk. Demokr. 54 A 22
(347, 15) oqjaipoeiöf] Otto Qeiac, buva-
yiVJJc; Y^TOvevai Ekphant. 1 (265, 34)
TtpiijTO? T^v fr\v ÜTTtqpaivc oq)aipoei6f^
Parm. A 1 [105, 33) ö(pcttpoei&e(; axf\^a
= TrOp (OepMov), vovc, Leuk. A 28 (348,
231 Demokr. A 74 (365, 7) 101(369,26)
106 (370, 7) 135 (376, 33) vgl. vuxn-
Vgl. <jq)a?pa, oqpaipiKoq.
ZcpaTpo^ äTtoiO(; Entstehung Emped. A
41 160,24) 52 (162,2; vgl. A 32 (159,7)
' fi^plxovir\<; nuKivüüi Kpu<pu)i eöTtipiKTOi
Z(paipo<; KUKXoTepiic; (aovfTii irepirit^i
Yaiuuv B 27,4 (183,25) « 28, 2 (184, 4)
TryAToOev laoc, koi naiiirav onrefpwv B
28, 1 .184, 8) öq)atpO(; et^v koi (TravTO-
etv> xoo^ eauTtüi B 29, 3 (184, 18) we-
\«.y.il(.To fula ecoio B 31 (184, 28) vgl.
B30 (184,18).
ö(pa\€pöc. Tf.KVOTpo(p{T) 0(paAep6v De-
mokr. B 275 (434, C).
öqxiXXeiv. (av»ip) ö<lla^.\6^€vo<; Herakl.
B 117 (78, 11).
öqxÜTTeiv, a<pa2€iv. naTT^p q)(Aov uiöv
aeipa<; (JcpdUi Emped. B 137, 2 (213,
36) aipalac, B 137, 4 (214, 1).
C(pf.bav6q. öTaöiac; *a<pf.bav6q Xeno-
phan. ß 1, 23 (45, 11).
^<iqyli<i kontrahiert) Demokr. B 29»
(397, lo »iq>wv aÜTüJv Emped. B 110,9
20i, H) Anaxag. B 21b (»22, 17) An-
tiph. B 49 (598, 2*) <jq)iöiv Emped.
B 17, 11 (178. 8) = 26, 10 (183, t]
108, 1 (203. 11) öqji'cn B 22, 9 (181, 22)
öq)iv Panii. B 1, 16 (114, 22) Emped.
B 11, 1 (176, 18) 15, 3 (177, 7) 30, 3
(184, *0) 100, 3 (200, 17) Demokr. B
127 (409, 2) aq>(ic, = auTot^ Parm. B
1, 12 (114, 18) €1 Top K€v ö(p(e) (die
5 Lehren?) . . . eiroTrrcüarm Emped. B
HO, 1 (203, 34) aieepiov \uv f6p o<f>€
nevoc; . . öiiuKei B llö, 9 (207, 15) —
(piv s. d., |j\v s. auT6<;.
^ö(p€T€po<;. toenT« Xenophan. B 14, 2
10 :49, 3) beyiac; Emped. B 37 (186, 18)
Oeoui; (öcpeTtpou^) Xenophan. B 16, 1
(49,11) KOTCt oq)CTepa<; 6uva|U6i^ Parm.
B 9, 2 (122, 10) ou TToXXo twv aip^xi-
pu»v dvaXtJÜöavTUi; Demokr. B 880
15 (436, 2;.
acpifftiv. aiQr\p ö<p(tYUJv ttepi küxXov
ctTtavTa Emped. B 38, 4 (187, 2).
0(pobp6c,. biit Tctv iaxvv xav oq)o6p<iv
(v. trveü.ua) Archyt. B 1 (260, 8) öcpo-
20 öpöv (nveö|Lia) opp. äaGeykt^ (260, 18)
vgl. (259, 14) Gcpobpai dpiiei^ De-
mokr. B 72 (402, 6) — ö(po6poT€pov
niXTiGev (tö irOp) Herakl. Aö (58,20).
oqppafiZeiv. öcppayf^ou toü^ Xöyoue;
25 oiYHi, Trjv öiY»iv Kotpuii Solon 73=» 3
(521, 7).
a(ppa*flq. tUdmtur aniüo {ut) signaret
ccra molli quae esset expertus v. [De-
mokr.] B 300, 2 (440, 12; (KppaYi; nMC-
30 TGpn<; fXwtrY]c, km toIOocöi kcitüi Krit.
B 5, 3 (615, 3) — dist. öoktuXio^ Hip-
pias A 12 (582, 12).
(ö(pupa). malleus Demokr. A 164 (383,
15).
.35 axe?>»o<; XÖTo<; v. Gorg. A V^ (645,4) vgl.
A 1 (544, 13).
axkbxivoc,. axe6u vrjv <|)iX6TrjTa Emped.
Ji 19 (179, 21).
öx€tXio^. oxeTXi* cpYO ßopö<; Emped.
40 B 139, 2 (214, 14).
0Xf\|ua. mathem, 0x»^|iiaTa (Speusipp.
nach) Philol. A 13 (236, 3) tuiv ay^-
|Li<iTUJv TÖ K(iXXi0T0v oqpatpav elvai tujv
OTCpcoiv, Tüjv 6' tTTinefcujv kukXov Py-
4r. thagor. C 3 (280, 1) irevTC ox>mdTiuv
övTcuv OTcpeiiJv anep KaXciTOi xai f»«-
enMariK« . . . Pythag. 32 A 15 (237, 9)
— irapaXXüYMi; (tlüv irptiiTiuv dftiaipt-
19*
583
öximaxiZeiv
584
övivaiLiiv, ei iLv xä alöOrirä T^veoGai
Ekphant. 1 (266, 31) laeTeBö? te koi
öXflMO Demokr. A 47 (361, 5) rpfrov
ßdpo^ Tcpoae9riK€v Epikur. (361, 6) — 5
axf\}xa {{ivaixoc; s. d.) coni. e€0i<; talic,
Leuk. A 6 (344, 3 ff. 13) vgl. A 14 (346,
2.13) 15(346,25) 24(347,25) 32(349,7)
55 A 38 (359, 35) 45 (360, 44) 125 (372,
15) 135(375,15) tö axi\^a koO' auxö lo
6ÖTIV Theophr. gegen Demoki'. A 135
(376, 39) Mannigfaltigkeit d. öxrifjaxa
(xä 6fioiojaepf| 'no\va\r\nova) Anaxag.
A 51 (304, 34) (CK xfi? uavairepfxCa^ xOjv
öxrmäxujv sc. ärceipa rroiel xä oxoixeia) 15
Demokr. 46 A 45 (303, 2) Leuk. A 1
(343, 5) 7 (344, 40) 8 (345, 4) 9 (344, 18)
11 (345, 31) Demokr. A 37 (359, 14) 38
(359,41) 45 (360,45) Ursache d. aicjeri-
OK A 119 (371, 41) 131 (373, 5) 135 20
(375,43. 376, 35 ff.) 163(383,7) Erklä-
rung d. xuiLioi A 99a (368, 47) 126 (372,
18) 129 (372, 31 ff) 131 (373, 1 ff) 135
(376, 46 ff.) d. xpiwMaxa A 125 (372,
12 ff.) 126(372,17) 135 (377, 25 ff.) ouöe 25
xoO n;uxpoö KCl xoö öepjaoö (puoiv
uudpxeiv, dWä xö a%i\yLa luexamirxov
epf6ZeaQai kqi xfjv i||aexepav dXXoitJuaiv
(375, 35) xwv axrniarwv eÜKivrixoxaxov
xö ocpaipoeiöe; A 101 (369, 26) vgl. 30
ocpaipo, icuxti- — TTjv xu)v koöjliikujv
(TxiMaxuuv aiaraaiv dveöpev v. Pythag.
6» (23, 30) ircpi xiijv itevxe oxrmdxiuv a
xoi^ KOO|uiKoT(; änoöföoxai atoixeioiq
(Speusipp.nach) Philol. A 13 (235, 19) 6 35
k6(J|lio(; auveöxri TrepiKeKXaö^evuji axTf\-
luaxi kayir]naTiayiivoc, (Leuk.) A 24 (347,
22) axf^a köoiliou, rjXiou, creXrivr)?, fr\<;
usw. s. d. — Mopqpr) dvepunrou = öxfi|Lia
KOI XP*M« Demokr. B 165 (415, 23) — 40
bih krcra oxrmdxujv (Vokale) r] yvdiai^ .
61' eirxä axtiiudxujv Kai ai aiaQr\a€i<; dv-
epuuTruji Hippokr. 12 0 1 (85, 12) —
axnjua KXaZojLieviov Antiph. B 114 (606,
21) — (JxfJiLia XÖTUJv opp. öiavoiiöCK; 45
Nausiphan. B 2 (465, 22).
oymnaxiZeiv. ^idvov xüji öxri|Liax(aai
fciacp^pciv TÖv ToO öoqpoO XÖyov kui xöv
xoö TToXixiKoO ^r^xopoc; Nausiphan. B 2
(466, 19) — k6ö|U0(; irepiKeKXaoiaevuji
öx»i|iiaxi e^xilMOTiajaevo^ (Leuk.) A 24
(347, 22;.
öXi1ILi«Ti0(jö^ (öeXtivTi^) Herakl. A 1
(55, 40) axr\naxiano\ XeHeux; Gorg. A 4
(546, 6).
oxiZeiv. a%ilwv tovc; \6fovc, \wp\c,
CKaaxouc; xtBv irpaTiudxuuv Philol. B 11
(243, 14) — axilerax . . aKpa (xujv qpXe-
ßiwv) Diog. B 6 (337, 20) axiZovxm (338,
1. 8. 11) — axicSTohc, Xei^&vac, . . .
'^(ppobkY\c, Emped. B 66 (192, 27).
oxio^xa. Schisma defin. Philol. B 6
(242,8).
öXKJ^ö^ [vicpovc) Metrod. v. Ch. A 15
(451, 48).
öxoivo<; Menest. 5 ^219, 37).
ouiiZleiv. qpuöetq, |uopqpä<; aiuiZovxi [Phi-
lol.] B 21 (248, 11) xouxou [sc. irdXic;
eu d^oiuevTi) awiZonivov uuvxa au&i-
Zexai opp. 6iaqp9€{p€O0ai Demokr, B
252 (429, 19. 20).
aü)i0(;. 0 dv aüxOui koi öüüiov t^v An-
tiph. Bo4 (600, 18).
öu)|ua. allgemein, ei ev ecrxiv, rixoi
troaov €öxiv . . . fi ^.k'feQ6<; eaxiv f\
öujjud ^öxiv Gorg. B 3 (553, 22) oaijua
Hf[Koc, TxKdroc, ßaGot; eHei (553, 26) —
ur\bkv (Jujfia . . . Kivc^ffBai ei mi xic
irpoujaeiev ti KoGeXKuöeie Metrod. v.
Ch. A 21 (452,21) Kivdöeai xä auijuaxa
xfii xoO ßdpouc; TrXiiTf|i Epikur. 55 A
47 (361, 7) — depo dpxtjv xOjv driXitv
awjudxiuv Anaximen. A 4 (18, 8) Ent-
stehung v. i^i xu)v cruvOexwv 0U))udxujv
(pvaic, Emped. A 34 (159, 33) eioxriKei
Kox' dpxä<; xä aai|uaxa voöq bk aüxä
ÖUK^önTiöe Anaxag. A 48 (304, 13) —
Xpöa diropporj crujjudxujv Gorg. B 4
(556, 1) — odjuaT eixoiovv (Geüjv) Xe-
nophan. B 15, 4 (49, 8).
Prinzip, öüo t^vriffexai xö öv, x6-
rcoc, xe Kai ouiiiia Gorg. B 3 (553, 6)
vgl. Sp. 586, 16. bei aujina ^x] ex^iv
(sc. xö 6v) Meliss. B 9 (149, 2) vgl. A 5
(139; 976a 19 ff.) _ aw^aroq uepcxa :
ouoiai Pythagor. B 23 (274, 46) vgl. B
585
aw}xa
5g6
24 (275, 3) — öOü|Lia tö uKOKei'^evov
(Idaios; (328, 4 ff.) aiSepiov adj^xa He-
rakl. A 8 (58, 34) (dr)p) d{6iov koi döct-
vaxov 0u)|uia Diog. B 7 (339, 17) — tu
TTpuira döiaipexa eivai adi^uTa Ek- 5
phant. 1 (265, 30 ff.) 2 (265. 38) — öev
{Vgl. d.) = (Jtl)|üia (d. i. dxoiuoij Demokr.
A 156 (413, 11) TÖ eXdxiOTOv öOü|ua B
141 (409, 28) öoijLiaTa (irptiTa, dTcXä) =
dxoMüi Leuk. A 1 (343, 5) [corpusctäa) 10
All (345, 32) 15 (346, 26) 16 (346, 31. 33)
idxoiuia öiü^axa) A 24 (347, 23j Demokr.
A 47 (361, 7) 49 (361, 28 ff.) {eorpora)
i366, 13 Nachtr.) u. ö. Vgl. dxo^oq.
Kosmos. T]xoi criti|Lia f\ xörroc; xb 15
eKxoc Archyt. A 24 (267,17) vgl. oben
Sp. 584, 44. TU räc, acpaipac, au),uaxa
Ttevre Philol. B 12 (244, 8) beaa aiwjuaxa
Qeia A 16 ;237, 17) xOüv oiu.udxujv xct iuev
ßapea töv kuxui xonov ... tö öe Koöqpa 20
TÖv civu) eirioxeiv Anaxag. AI (293,43)
fi.wbr] ouuiaaxa oujJTrepicpepo^eva xoi^
döxpoi^ Anaximen. A 14 (19, 36) vgl.
Anaxag. A 42 (301, 411 77 (308, 21).
Mensch. Verhältnis zu vjjuxrj- 25
animam . . . vitam esse corporis Phe-
rekyd. A 5 (506, 1) longe aliud anima,
aliud corpus . . . [Hippon] B 4 (226, 24)
au)^a TTOioövxi xfiv »jjuxiiv v. Demokr.
A 135 (374, 47) corporis atque animi 30
primordin altemis variare membra A
108 (370, 24) Kiveiaeai uirö rf[c, ijJUxiK
(TÖ öOu|Lia) A 104 (369, 34) 104» (369,
40) ev öXuji Tüui aiwjioxi (eTvai tt]v 6id-
voiav) A 107 (870, 19) xö äXoYov xaS' 35
öXriv Tiiv auYKpioiv toö aüj|LiaTo<; 6i€-
<JTrap,u€vov A 105 (369, 46) tu» aXXwi
öiuMaTi (außer ömuaoiv) /ueTabiftövai
Tnq aiöenaewi; A 135 (374, 17 ff. vgl.
38) (öuv(€|Li£v) neTaniTtTov . . Koxd . . 40
flu»Maxo<; öiae»iKTiv B 9 (388, 26) —
öf^^a xf\c, ij;uxn? (^ö auj/ia) Orph. B 3
(473, 33) 32 B 14 (244, 23) d vuxd xiii
cfu)|aaxi auveZeuKxai Philol. B 14 (245,
1 7 vgl. 10) anima inditur corpori, di- 46
ligiiur corpus ab\ anima [Philol.] B 22
(248, 22 fi".) Tr)v xuxoöaav »jjuxriv de, xö
Tuxöv evöüeöGoi <yil»|ia Pythagor. B 39
(279,7) Seele: Körper = Spinne: Netz
Herakl. B67a (72, 3) d|ui(pißpöxtiv x0<5va
s= TÖ Tf^^ »I'UX'I? irepiKcfiacvov Emped.
B 148 (216,0) — eu tö a<Si)xa exeiv koi
Tfjv HJuxnv Kleobul. 73» 3 (520, 11) ai
ftlicitas esset indelcctaiionibus corporis
Herakl. B4 (62, 10) ouTe ö(J[i|iaöiv outc
Xprifiaaiv €Ü6ai|uovoö0iv . ., dXX' öpöo-
öuvni Demokr. B 40 (399, 7) ^lvxf\<; MoiX-
Xov r\ adj^xaioc, Xoyov iroieTöSai B 187
(419, 18) iaTpiKTj öu)|iiaTO(; v6aou^ OKe-
€Tai, ooqp{r| vpux^v waSOJv dq)aip€tTai
B 31 (397, 24) vgl. C 6 (448, 11) xcO
ou»|LiaTO^ auxni (sc.Tfii uiuxni) ö^ktiv Xa-
XÖvxo<; B 159 (413, 29) xct laev dnui-
Xeöe (sc. ^ vuxn) ^ oö öu^^aToq . . . Kat
eSfeXuöe ... xct Ö€ Kax£q)9€ip€ koi bii-
anaae (414, 2) rmepi'iaioi unvoi öuiiaa-
Toc, öxXriöiv r\ vj;uxn<; dbrmocnJviiv . . .
oriliaivouai B 212 (423, 19) — opp.
voO^. Ka6apöv dv xöv voOv 'ix^^i, ätrav
xö öOüfia Kaeapö(; el Epich. Gn. 26 (94,
16) öa»^axo<; koXXoc; 2^u)iui6€(;, fiv |afi
voö(; uirf^i Demokr. B 105 (405, 9) —
opp. Yvi«|ii»i- >! "pi^MI TOÖ oiJ[»|iiaTo^
riYCixai Km cic; Of (£iotv koi v6öov . . .
Antiph. B 2 (592, 14) fxr\re a tOji äX-
Xu)i öa»|uaTi ai(T6dv€Tai )uri&e & xf^i
YviOjarii YiYviuöKei Krit. B 39 (626, 26)
— {txoQoc,) dSdvaToq ouk €v dGavÄTOK;
oa»^a(Jlv Gorg. B 6 (557, 38) Physio-
logisches. Entstehung v. bene con-
dita Corpora Parm. B 18, 3 (126, 1)
permixio in corpore (126, 3) y"'*"' tu
oüJiaa X€XoTX€ Emped. B 20, 3 (180, 6)
öuveoTdvai xd i'jiuexcpa awfxaia ex Oep-
MoO Philol. A 27 (238, 45) oapKdiv a6-
piYT£<; n\5)i.iaxov Koxd 0al^a xexovrai
Emped. B 100, 2 (200, 16) KaO' anov
xö öiö^ia q)Xe߀^ öiaxe(vouöiv Diog. B6
(337, 16) 6eHa/i€va( = ^v xuüi öififioxi
(pXeßcq Demokr. B 135 (409, 18) 6 ^t»C€-
cpakot; qjpoupeei xrjv aKpryv xoO «juijia-
xoq C 6 (448, 16) eTKaxoßuööoOffGai xö
ciöuuXa 6id xurv iropujv ei«; xd aib^axa
A77 (365,36) Körperpflege. olTTu-
6aYopiKot irdaav <ppovT{6a iroioOvrai
xoO awMaxo<; opp. 01 TlvQtvfopioxai 45
587
OtujuaTiKÖ^
588
E (291, 33) TTpoöcixov rix atii^ara lu^ av
(d€i) ^mTtuvaÜT&v ftiaKcriTai Pythagor.
D6 (286, 1) T€tx<5? T€ KOI 0iJüTiip(riv
ncpißoX^oOat toI^ re xP'lMaoi Ka\ to1(;
adjfxaaiv (rdiv iraiÄorv) Demokr. B 280 6
(436, 4c) iv veujt öuijuari örav tk; ttjv
7ra(6euoiv f^vvaiav evapöarji Antiph.
B 60 (602, 6) ei moi y^voito cdjpia €T6-
pov toioOtov (einjii€X6<; öv) oiov cyilu
^^auTüii B 49 (Ö99, 6. 10) dircp -rfic, lO
uTi€(a(; ToO öu>|LiaTo^ (699, 7) öioaOüv
öuj|LiaTuw (699, 13) adya d|Liaup6Tcpov
Tcuxouot Krit. B 6, 10 (616, 19) iroöK
flru»)naTi . . uKpeXiMO«; B 6, 18 (615, 27)
oiviuoai (JtJLi|Lia (616, 6) iriDi; äv ßeXri- ir>
dxoc, TÖ auj^a y^voito kci iöx^P^toto^
B 32 (623, 11) €»6 cpuTeuuuv . . . xa-
AaiirujpofT] tö owpia kcli i^ Miitrip . . .
\a%voi TÖ avma (623, 12. 13) — & elxe^
irepi TÖ (Jtöna, ärravTa (TauroO epTQ v. 20
Hippias A 12 (682, 10).
avJ\xaTXK6<;. €l fiexcOo^ (to 6v), <juj|ua-
tik6v, toOto Yop TtdvTfn 6v Zenon A
21 (130, 16) xh(i . . ^ov&bac, itpüüTOi;
äi{€<pr\vaTO cuiiuaTiKcii; v. Ekphant. 2 25
(266, 39) Tac; oiu|uaTiKä^ (dpxa«;) änei-
povq uoiiiffaq v. Anaxag. A 41 (300,
44 vgl. 16) — öwjuaTiKÖv tö irdeo^ (sc.
ÖTrvoq), oü> »puxiKov A 103 (312, 7).
aujjLiaTOTCoic'tv passiv. Demokr. A 93 30
(367, 40).
öiu|naToöv. (6 6pi0|jö^) öwjLiaTtliv ndv-
To) Phüol. B 11 (243, 14).
ItUTin (= Iiiuini) Emped. B 123, 3 (209,
21). 3r,
öiupeueiv. TÖ öiupcuöjuevov ^ik-^eQoc,
[Emped.] B 159 f218, 16).
oujTtipio. ß(ou cJoiTiipiri Demokr. B 43
(399, 18) T€lXO^ . . KUl ffUUTTlpirjV Ttepi-
ßaXta9ai (xp/iiuaoi, (Jaijuaöiv) B 280 4«
(436, 3).
ötuTTipiot;. uöujp opp. öXtOpiov Herakl.
B 61 (70, 21) lurrnpia Tit. Orph. A 1
(469, 17).
öU)q)pov€Tv. oü ouMppovel Antiph. B 68 4,5
(601,18) o\ ähii'iToi buöTuxeovreq ouj-
q>pov€Ou<yi Demokr. B 64 (400, 13)
|Li6Tä . . Tuiv dyaöiöv €0u»(ppovoujuev opp.
^ndvrmev Tbraaym. B 1 (677, 7) to!^
6oK{|Liot(n iTiOTCiieiv . . . (Ju)q)poveovTO(;
opp. 6Örje€<; Demokr. B 67 (401, 19)
irevdiv ^ittctKiDq <p€p€iv aujrppoveovroq
B 291 (437, 20) owcppovoOvTCi; = jiiai-
v6n€voi Dialex. 6, 1 (644, 6 ff.).
0(uq>poviiv otuq)pov^OTEpo(; Antiph. B
68 (601, 18).
öU)<ppov{Z€iv Thrasym. Bl (577, 8).
a\u<ppoavvi]. npö^ . . . ttjv Euocßfiic
YcfTova Z\u(ppoavvr\v Krit. B 6, 31 (616,
22) Oepdtrcue aiucppoaüvriv Pittak. 73» 3
(522, 19) 6iä AöfiMV t€ kci epfiuv
T^öKelTo wepi aw(ppoavvr]c, Pythagor.
D 8 (289, 47) aürapKea (Tpdnetav) ouj-
«ppoöüvri {v:apaiiQr\aiv] D«mokr. B 210
(423,16) a. Tct Tcpirvö deEei B 211 (423,
16) TTOTpö«; acucppoöövri B 208 (423, 1 C)
Yiipao^ öwqppoauvr] dvöor, pj 294 (438, 4)
iTcp&f \JLaTa.] uirep . . . öuuqjpoaüvric; coni.
böEr]q u. a. Antiph. B 49 (599, 9 vgl.
14) aiucppocöviiv dv&pö^ ouk «v dKXoq
öpeÖTepöv Tiq 1 piveicv n . . . B 68 (601,
22) ai 6taq)tpei jnavia cfu»q)poöuvri(;
Dialex. 5, 7 (644, 20).
(JOKppujv defin. Antiph. B 69 (601, 29)
öiuqppovoq Yvwn'to^ dpetd Epich. Gn.
36 (96, 1?).
raivia. Taiviot? itcpföTCUTO«; Emped. B
112, 6 (206, 13):
TOKTiKiJc;. TcKTiKÖv Tit. Demokr. A 33
(358, 6) = B 28b (397, 2).
TaXaiTCUJpciv. TaXaiitujpei Demokr. B
278 (436, 7) töv Tf\c, ßioTf!(; xpovov ev
Tapaxai? koi q)ößoi<; TaXamiwpeouöi B
297 (438, 14) ... djuexpriTa eir» Toi^
dvaYKai'oiöi TaXaiitiupern B 286 (437, 2)
61 6 cpvTeuiov . . . TaXawtiüpoiri tö o&^a
Krit. B 32 (623, 12) TcAamtJupoOvTC«;
. . . r\bovxai Antiph. B 63 (600, 2) tOuv
TaXamiupeovTiuv tou^ ß(ou<; Oeuupeerv
Demokr. B 191 (420, 17).
TaXaiTriup(a. oTcp juöxöou koI ToXai-
Tm)p{ri(; Demokr. B 223 (426, 7 vgl. 8).
TaXaiiTiupoq. tu)i ToXaim/ipuii ßtiuiKri«.
589
-raxvc.
590
B 2ö, 30 (621, 18; dviTipöv Km toXoi-
TTiupov Demokr. B 243 (428, S}.
TÖXavTov ßapÜT€pov Tf)(;fivS<; kt\. Diu-
lex. 5,4 (644, 11) Bereicherung d. The-
miatokl., Kleon KriL B 45 (627, 1).
xaXdvTuxJiq = ßapoc; Antijjh. B 42
(697, 9).
TdXai;. ToAaiva qppiiv Demokr. B 125
(408. 19).
TOiLiielov (KaKUJv) coni. 9ri(Taupiö|uia De-
mokr. B149 (411, 19).
TauiTi<;. äXbc, Tajiu'at Krit. B 2 (614, 12).
Totfiveiv s. xeiLivGiv.
xavaöi;. Tavaiürepov ((pwc,) Emped. B
84, 5 (196, 33) irOp) B 84, 11 (197. 3).
Tavaiunii;. 'HXiOTrrj Emped. B 122, 1
(209, 9).
TavÜTTCTiXoq. Eii&ujp)] Hesiod. B 5
(500, 5).
■rälic, (= Öia8i"f»l) coni. axH^ct. 06öK
Leide. A6 (344, 4) 9 (345, 14 ff.) 14 (346,
3. 13) 32 (349, 7) Demokr. A 38 (359,
36) 45 (360, 44) 125 (372, 14) 135 (375.
15. 377, 34. 378, 1 vgl. 376, 5. 378,
33) — voOv aiTiov . . . xfj^ xdEct :d-
'JY](^ Anaxag. A 58 (305, 12) — axct
xrjv xoö xpövou xdtiv Aiiaximandr. 9
13, 9) xdEiv xivct Kai xpovov lupiOjue-
vov xf^q xoO k6ö|liou ^exaßoXriq Herakl.
A 5 (58, 11) xdSt<; aöxepuuv Pythagor.
B 35 (277, 42. 44) Demokr. A 86 (366,
32) \gl. Anaximandr. 19 (16, 46 ff.) vgl.
auch x6 rrOp eaxi'ac; irepi xa Kevxpa
xctHiv €TT€xov Philol. A 16 (237, 19) xd
KOUfpoxaxa xf)v dvu) xdEiv Xaßovxa xöv
TiXiov diToxeXeoat Diog. A 6 (329, 25)
— Xüpa 6eKaßd|aova xdEiv exotaa . . .
Ion (?) B 5 (223, o) Trpö^ xriv xf^^ i|»u-
Xf^<; xdSiv, TJ xujv <pap|LidKU)v xdSi^ Gorg.
B 11 (559, 11).
xaueivoOv. xdvöxiaxaneivu)6fivai Em-
ped. A 58 (162, 36).
xapdxxeiv Demokr. A 135 (376, 4) xa-
pdooeiv xrjv ^^;ux1^v cpvX&aaov De-
mokr. ;?) B 298» (439, 1).
rapaxn 'kivtiG€uj<;, sc. xoO öirepiaaxoO
Emped. A 81 (167, 2) x^v xopox^^v xoö
oqpGoXjaoö (aixiaxai) Demokr. A 135
(379, 3) — r| . . TToXiTcfa xap«XTiv auroi^
TTopex«« Thrasym. B 1 (577, 18) ^v xa-
paxoT*; xm qpößot^ xaXanrujp^ouai De-
mokr. B 297 (438, 13; ei«; . . . xapaxa.;
5 ... dcpiKfoeai Thrasym. B 1 (577, S .
rap<ix^hr\(;. ÖTTÖppoiat coni. ywOetc; De-
mokr. A 135 (377, 38 .
xapöoc. öxitexai . . . tni xöv xapodv
((pXev) Diog. B 6 ;337, 22) km xov
10 xopoöv xoö ■Tro6ö(; Kaen.KOUöi (338, 6)
— Augenlid (Demokr.) C 6 (448, 21'.
xapxdpio<;. t] xapxapirj {iioipa Phere-
kyd. B 5 (509, 18).
Tdpxapoq s. Keg. II.
ir. xdxx€tv. q)aKoi luexä (paKu»v xdoöovxai
Demokr. B 164 (415, 4i 6 ßi'oc; €Ö xe-
xttKxai syn. eOxaKXo^ B 61 (401, 6) —
dvujxdxui ndvxwv xöv riXiov xexdxöai
KxX. Anaximandr. 18 (15, 41) vgl. 45
20 A 16 (237, 22) irepioöou ^expov texa-
ffi(vr\c, Herakl. A 8 (68, 36) irepi xd
xexuYM^va xdiv |aex£u»purv Y^veoBai xf|v
öocpiav Philol. A 16 (237, 24) — x€-
xctTlnevujc; Pythagor. B 36 (278, 2).
25xoöpoq. okcXo^ . . ntov xaOpou Xopi-
voO Xenophan. B 6, 2 (47, 12) xa\5pu!v
. . <p6voi<; oO 6€Ü€xo ßu)^6? Emped. B
128, 8 (211, 2) xöv Kpfjxa dTaT€tv xaO-
pov Akusjl. B 15 (614, 20) euouai xaO-
30 pov lueXava (in Smyma) Metrod. v. Ch.
B 6 (463, 32) — dKepuji xaöpoi De-
mokr. A 156 (381, 44).
xaüxn» Emped. B 17, 13 (178. 10) =
26, 12 (183, 9).
35 xacpii. iro)^ bil Kaxa6(iTrx€O0ai Pytha-
gor. C 4 (281, 6) in melle servarent De-
mokr. A 161 (382, 35).
xdqpof;. röTr€<; €|nq)uxo* (Zu>vx€<;) rdqpoi
Gorg. B5» (567,2. 556,27).
•10 xdxo(;(|LiGxaßoXf^^) coni. öEuxrj^ Herakl.
B 91 (75, 9) bid xaxeo^ . . . irapo(x€xai
Demokr. B 235 (427, 7) \x.r\ Töim xdx€i
(cpepoMeva) Archyt. Bl (258, 18).
xaxu<;« Kivr]öi<; opp. ßpabca Archyt. B 1
45 (260, 10) udvxojt; TroXXcmXaoiu)? xax«
ecrxi Anaxag. B 9 (317, IG) xo/u a<^-
verb. Archyt. B 1 (269, 8. 12) xdxiov
Ktvtovxai opp. ßpd6iov B 1 (261, !■ xö
591
TaxuTTi«;
592
TcixiöTOv opp. TÖ ßpaftÜTOTOv im 'AxiX-
\€u<; XÖToq Zenon A 26 (131, 38).
TuxuT»!^. . .. diTOKpivo)Lievujv iJTTÖ ßiri«;
re KOI TaxuTfjTo<; . ßiriv öe ■f\ layivtric,
TTOiei . 1^ bk Taxurf^q outujv ouöevi eoine
. . ri\v ra\vr?\Ta . . . Anaxag. B 9 (317,
13 ff.) 1T€pl TÖiC, TU)V oiöTpiJLlV TaXUTCtTO?
Archyt, B 1 (258, 8) xaxuTf^Ti iroftuiv
Xenophan. B 2, 1. 17 (4ö, 14. 46, 9).
xaxuxeip Krit. B 55 (628, 12).
>^^Te Konjunkt. ♦i^ T(e) Mus. B 22, 3 (488,
29) avxic, re Herakl. B 40 (68, 10)
eKeivov T€ Y<ip B 56 (70, 8) Zdjeiv eOe-
Aouai |Li6pou<; r exeiv B 20 (85, 15)
€Öpeq)9ii kc, tijjl&c, t dvopouae Bmped,
B 30, 2 (184, 19) Tir-'^JLiöKeiv xe %p^
Demokr. B 6 (388, 6) — xe . . . xe
häufig beiEmped. z. B. iuiHk; xe 6idX-
\aiic, x€ B 8, 3 (175, 17) nf\K6<; xe irXd-
xo<; xe B 17, 20 (178, 17) xiKxei x öXe-
K€i xe B 17, 4 (178, 1) KrjpiiKUJV xe Xi-
eoppfvujv xeXuuiv xe B 76, 2 (194, 17)
xaOxa xe . . . aXXa xe B 59, 2. 3 (190,
19, 20) 110, 3. 4 (204, 2. 3) €k xe . .
€K xe . . . B 124, 2 (209, 26) 6 xe aibi]-
po<; . . . Kaxaxp{߀a9ai . . . ki. uöax6(;
xe ff] . . . Yiv€ö8ai Meliss. B 8 (148,
5 ff.) xe . . . KOI (xe Kai) selir oft na-
mentl. b. Emped. Demokr. — 6jaßa{-
vo|Li4v xe KOI oÜK e|ußa(vo|iiev, eljuev
xe KOI ouK el^tev Herakl B 49» (69, 7)
irepaivovx{ xe Km ou Ttepafvovxi Phi-
lol. ß 2 (240, 7) vgl. B 1 (239, 32)
2 (240, 1. 4) är\p xe koi aiQr\p Ana-
xag. B 1 (313, 34) 2 (314, 4) TtoXXd
xe KCl Travxoia B 4 (315, 5. 12) dvQpuj-
uo( xe KCl aXXujv eOvea OripOüv Em-
ped. B 26, 4 (183, 1) ävepiwTTou«; xe , . .
KaVxä aXXo Z&ia Anaxag. B 4 (315, 8)
ndvxei? xe icai OjuvoTröXoi kui . . . Em-
ped. B 146, 1 (215, 2C) eeoXoYoi xe Kai
^dvxie? Phüol. B 14 (245, 16) nXeov-
e£ta T€ . . oOk eoxi . . . koi iaöxa^ eaxtv
Archyt. B 3 (262, 13) »iwep xe öuva-
fiiv ... Kixi op^aiv Demokr. B 3 (386,
15) juexontirrov Kuxd xe atujuaxoi; bia-
9i)kt)v Kai x(l)v ^Treiaiövxmv . . . B 9
(388, 25) aber krcl xe xu>v . . . Kai im
xu)v . . . B 164 (415, 1) uatöeOcfai xe
xoü<; iTctt6a^ Kai xelxo^ te koi awrx]-
pfrjv itepißaXeö6ai xoTi; xe xpTrmaci koi
xol<; (njöjuaaiv B280 (436, 2. 3) koi fi^Y«
5 Koi iöxupov KOI d{öi6v xe Kai dSdvaxov
Km uoXXd eiö6<; Diog. B 8 (339, 21)
xe . . . xe . . , Kof (. . . r\bi] Parm. B
11, 2 (123, 6) Emped. B 21, 9 (180, 23)
xe . . . xe KCl B 22, 7 (181, 20) 98, 2
10 (199, 32) u. ö. xe . . . koi xe B 12, 1. 2
(176, 27. 28) xe . . . KOI . . . xe B 121, 3
(209, 1) Ktti xe . . . KOI xe B 129, 6
(211, 19) xe KOI . . . Km . . . koi B 146,
1. 2 (215, 2«; 27) xe . . . xe . . . Kai . . .
15 xe Ka{ B 123, 1. 3 (209, 19. 21) xe koi
. . . xe B 71, 2 (193, 17) xe . . . xe Kai
... Kai B 123, 1 (209, 19) xe . . . xe
Km . . . Ka{ xe B 21, 11. 12 (181, 2. 3)
23, 7. 8 (182, 6. 6) xe . . . ii6e u. ä.
20 s. Y\be — xe dreimal Pami. B 8, 29
(120, 8) viermal Emped. B 122, 3 (209,
11) vgl. B 154» (217, 20).
bi xe Mus. B 11 (486, 17) Xeno-
phan. B 24 (50, 18) Emped. B 35, 7
25 (185, 83) = 35, 16 (186, 9) 109, 3 (203,
21) iTTuoi Mev xe . . ^6&c, 6e xe Xeno-
phan. B 15, 3 (49, 7) xd jiiev xe . . . xd
6e xe Emped. B 35, 11 (186, 4) öcppa
uev xe(?) . . . xöqjpa juev ouv . . . bi
30 B 15, 2 (177, 6) oüxe . . . ouxe . . xe
B 62, 8 (191, 24) oux dp xe . . . ou&e
Emped. B 17,30 (179, 7 vgl. Nachtr.)
142, 1 (215, 7) ov ... ou5e xe B 27=^
(184, 1).
35 ^x€ Indefinit. r\ xe Emped. B 46 (188,
23) e(p' tüi xe B 4, 7 (174, 16) xfii xe
B 105, 2 (202, 18) oi xe B 84, 4 (196,
32) 111, 3 1204, 14) 115, 5 (207, 11)
*d X6 B 110, 7 (204, 6) xd xe B 2, 2
40 (173, 19) 111, 8 (204, 19) i=im€p xe B
133, 2 (212, 11) ööov xe Parm. B 1, 1
(114,13) Emped. B42,3 (187, 29) enei
xe B 73, 1 (193, 25) oTov xe eivai s.
oiO(;.
45 xefT^'v. ÖoKpüoK; xe-frei Kpoi5vujjbia Em-
ped. B 6, 3 (175. 10).
xeftoi;. Aiö«; xeteoi öö^ioi Emped. B
142, 1 (215, 7).
593
TeXeuTüv
594
xeto? ('EK<iTnc)? Emped. B 142, 2
(215, 8).
xeöriuevai. T€Qr\nw<; Emped. B 17, 21
(178, 18) TeenTTÖTtq Parm. B 6, 7 (117,
20). 5
T6 IV € IV. T€{v€i {(fki^i) Diog. B G (338, 3)
T€ivouöi (337,11.24. 338,2.5.17.18.
339, 2. 5) T€ivou(toi (338, 1.10. 339, 3)
TÖ . . . v6jLti|Liov öiä . . . aieepoq nve-
K€iu5 TeTOxai ... Emped. B 135, 2 (213, lo
18) öupiYT^^ TTUfLiaTOv Kaxa öujfaa xe-
xavxai B 100, 2 (200, IG) öboc, n Koxä
Ttdvxa (xa>xrj cpepei Parm. B 1, 3 (114, 9).
xeixo«;. x6 itepiexov irdöac (sc. oreqpct-
vu<;) xei'xoui; ökriv öxepeov Parm. A 37 15
(111,8) unep xoO vojuou oKtuartcp tel-
Xeoq (|ndxea6ai) Herakl. B 44 (68, 17)
x€ixö<; xe km auJXTipi'riv ircpißctAecjeai
Demokr. B 280 (436, 3) xö itpb xujv
x€ixü)v xuiJMaTa A 135 (378, 36). 20
xexjiafpeiv med. opp. 0aq)iiv€iav €X6iv
Alkm. B 1 (103, 24).
xeKfiap evapY6(; Mus. B 7 (486, 14) die-
selbe Stelle im Vers Apollon. Rhod.
66 B 16 (479, 34). 23
x€K^»^plOv Rhetor. 74 A 26 (534, 22).
xcKvov. xeKva iraiöeiieiv Kleobul. 73* 3
(520, 16) oiov<; äv epdvou? ev€YKTii<; . . .
auxöq . . . uapd xüiv xckvujv irpoöö^xo"
Thal. 73» 3 (522, 4) iraxpö^ awq>poovvr\ 30
txifiarov xckvok; irapaTfe^MC Demokr.
B 208 (423, 10) i^ xeKvoK ärav XPH"
(idxiuv avvaf^uT^ B 222 (425, 8) troXXoi
xä ibia xcKva KaxeöcpaHav Hipparch.
55 C 7 (449, 18) Tod (449, 36 fif.) xekvo 35
aiioöi5p€ö8ai Thrasym. B 4 (578, 24)
Ähnlichkeit mit Eltern s. YOV€'i<;. Vgl.
ftalc,.
x€KVonoieio8ai, x€Kvouoiia. öeT
xeKvoTTOicioeai Pythagor. C 4 (280, 32. 40
281, 6) xpvabv kxovar\x jurj 'n\r\ax6Zew
km X€Kvoitoi(ar (280, 37) irp6voiav noi-
£tadai xou< x€Kvo7roiounevouq xu»v iao-
luevuAf ^KTÖviuv D 8 (289, 28 ff. vgl.
290, 15) vgl. auch Krit. B 32 (623, 45
10 ff.).
xeKvoxpoq){ii oqpoXepdv Demokr. B
275 (434,6). Vgl. nal?.
xeKxafveiv. eneurv kööihov excKxqvoxo
Demokr. B 21 (394, 16).
x€KXoviKii Nausiphan. B 1 (464, 3).
xcKxujv Handwerk Hippokr. 12 C 1 (82,
16. 84, 13) faber Demokr. A 164 (383,
15) — Xpovou . . . x€KXovos öoq)oO
Krit. B 25, 34 (621,22) ^euöOJv acKxo-
va? Herakl. B 28 (66, 15).
X € \ e B e i v. xa ^ev xeXeOouoi YuvaiKe^ . . .
Emped. B 65, 1 (192, 20).
xeXeiv. vollenden, epf« xeXeiv . . .
Xenophan. B 15, 2 (49, 6) apOnm ep^a
xeXoOoi Emped. B 17, 23 (178. 20)
mjBujv . . xeXeeiv dxpandv B 24, 2 (182,
18) xexeX€(Jji€vov . . ndvTo öev (xö eöv)
Parm. B 8, 42 (121, 3) xexcXco^evov
eiiTuuv Xenophan. B 34, 3 (52, 1) —
aufwenden, xd xeXeujueva opp. xd km-
KxujiLieva Demokr. B 279 (435, 18) xeXc-
<j6fivai = dvaXu;8nvai Antiph. B 82
(604,21).
xeXeuiv. xeXeiofievoio xpdvoio Emped.
B 30, 2 (184, 19).
xeXeio^ (dpiöiLibq) (xd ÖCKo) (Speusipp.
nach) Philol. A 13 (235, 26) xö xeXeiov
dyaebv opp. xö lueXXov Demokr. B 295
(438, 6) xeXeCoi^ ev Xijueveaaiv (Kuirpi-
fcoO Emped. B 98, 3 (199, 38).
xeXeiöxr|<;. dpxtöGcni xobc dvepoiiroix;
xt^^ x6Xei6xTixo(; itepl xfjv öeuxepav
ۧ6o|id&a Herakl. A 18 (60, 41) ^uxn^
xeXeoxTi? Demokr. B 187 (419, 19).
xcXeioöv passiv, opp. 6mp6po0ö6ai Em-
ped, A 83 (167, 36).
xeXeöxiKÖ^. X€X€iJrtKUixdxr|v xüiv ov-
xuüv (xriv öeKdba) (Speusipp. nach) Phi-
lol. A 13 (235, 22).
xeX€xn Plur. Mus. A 6 (484, 2) Orph.
A 11 (472, 6) 15 (473, 19) vgl. A 16
(473, 22) B 6 (474, 18) 14 (478, 12) 15*
(478, 27) Tit. A 1 (469, 15) xoT«; ()6^-
ßoK; xoI(; €v xal^ xeXcxai^ Kivou|ievoi<;
Archyt. B 1 (260, 11) xcXcxdc; xüiv ye-
tuptfa? KoXüJv ^5dirr€i Prodik. B 6
(672, 1).
xeXeuxQv. xeXeuxöi {cp\i^l) Diog. B 6
(338, 11) xcX€uxu»ai (338, 18. 339, 6)
el<i YT^v ndvxa xeXeuxöi Xenophan. B
595
xeXeuTn
596
27 (50, 25) ek TiOp Herakl. Hippas. 12
A 5 (58, 14) TfAeuTÖi ec, Kevoboliaw
Demokr. B238 (427,15) räbe (= k6-
öf-toO T€\€VJTrjöouat Tpacpevra Parra. B
19, 2 (125, 8) CTeXeuTrjoe . . äv Troxe
Yevö)i€vov (t6 öv) opp. r'ipFuTo Meliss.
B 2 (143, 13. U) — TÖv TCTeXeuTTi-
KÖTO MOKoiptre Chilon 73'- 3 ,'521, 22).
T6A.€UTTi dist. TC€pa<;, itay^aiov Prodik.
A 15 (560, 33) ri aorf) xeXeuTr) kci
dpxn Hippokr. 12 C 2 (85, 36) (xö öv)
apXT]v oiiK Ix^i ovbk x€\€UX)iv Meliis.
ß 2 (143, 10 vgl. 12. 144, 1) vgl. A 5
(136; 9743' 10 ff.) dpx»iv, xeXeuxriv, ueaa
xCüv ovxiwv exu>v (Zev'x;) Orph. B 6 (474,
20 vgl. 29) xeXeuxri, iiieöov, dpxti töv
äpi8|Liov exet töv xoö ttovto^ t= xov
xfis xpidöo«; Pythagor. B 17 i273,36) —
öxav TTpäYH<xxo<; . . . xf|V ctpxiiv opBÜJc;
irouiörjxai, eiKcx; Km x»iv xeXeuxnv 6p-
eOuc; fvfveoeui Antiph. B 60 (602, 4) —
Gavdxoio xeXeuxri Empcd. B 8, 2 (175,
16) irepi xoO fiexci xf)v xeXeuxfiv . .
Xpovou DemokR B 297 (438, 15).
■zeXoq. xr^v dpx^v Tuii xeXei ■apoaaxiiai
Alkm. B 2 (103, 29) Trpöx€pov elc. xö
i'llLitau beiv dq)iK€06ai xö q)€pö|Li€vov ti
Tcpö^ xö xeXoq Zenon A 25 (131, 26)
dpxiiv x€ KOI xeXoc; exov oüöev ouxe
di'öiov oux€ diretpov Meliss. B 4 (144. 9)
XUX11 TcX€o<; KupiTi opp. TrpriEioc dpxn
Demokr. B 269 (433, 11) — ek TeXot;
zuletzt Emped. B 146, 1 (215, 26) —
'ev xeXoq xu>v Ttdvxuuv Demokr. A 166
(383, 36) — xeXo(; : i") xapci em koXqIi;
Leuk.(?) A 37 (349, 23} r\ ü\^Qlvr\ xfjq
ipuxfl«; Lykos ebend. euöujLiia (vgl, d.)
Demokr. A 1 (352^32) (= eueoxu)) B 4
(386, 22 vgl. 9) öiixdpKei« Hekat. (386,
26) = 60 A 4 (458, 32) (Hippias) A 1
(579, 7) vjjuxa-ftwT'C Apollodor. (386,
27) = 61 A 1 (462, 25) dvaxatrXriSi'a
Nausiphan. (386, 28) = 62 B 3 (465,
41) evbaiixovia Anaxarch. A 14 (357,
24) travxeXem xOüv dfaOiöv Diotim.
A 1 (466, 5} xö öuYTCviKÖv xeXos; . .
Y[beaQm kclX ixi] aX^e^v Nausiphan. B 2
(464, 29).
TeXxi«; Entstehung Amnenidas 18 B 24
;126, 2).
x^|iievo<; Aio^ Xenophan. B 2, 2 (45, 16)
xe|Li€vri Aegypt. 60 B 6 (460, 5).
5 xe|üiv€iv (xd|uveiv). dist. feiaipelv Gorg.
B 3 (553, 24) rj ladxaipa xe^vei [De-
mokr.] B 302 (446, 7) neque corporilus
finem esse secandi [eoncedit) Anaxag.
A 44 (302, 44) bi^a x€|iv€iv beim re-
10 xpo.fuJvian6(; Antiph. B 13 (593, 24 ff.)
x£|LivovT€^, Kaiovxe^ (laxpof) Herakl. B
58 (70, 11)6 d?ia<; xd^ \ie^{ora(^ xdiiivujv
[verteilend] Demokr. B 263 (4^2, ß)
Kprivdiuv diTo . . xa^iövx' (ev) dxeipli
15 x«^»''J''i Emped. B 143 (215, 14) ei kuj-
vo^ xenvoixo . . . krcrnkboxc, Demokr.
B 155 (412, 21) e{iTTop{T]v öiöboiöi
xexMfl(J0ai Emped. B 100, 5 (200, 19;.
xev6piiviu»6r](;. xö xevöp. bei «KepuJi
20 xaOpoi Demokr. A 155 (381, 44).
xeöi; (= xiq). eiöeujv *x€d irpaYluaxeia
Archyt. B 4 (263, 9) *xpr\\xr\ xed* töxt
Demokr. B 277 (434, 18) oü xeov Parm.
B 8, 46 (121, 7) Top xeu Meliss. B 7
25 (146, 1) öxav xeu Demokr. B 174 (417, 9)
*xeu noi B 277 (434, 14) dxtö xou ö|ui-
KpoO Anaxag. B 12 (318, 18) dXXd xtuji
(318, 9 vgl. 10) öTtedxeOöi xeoii; Xeno-
phan. B 37 (52, 8).
30 xepai;. xepaxo Entstehung Emped. A
81 (167, 1) Demokr. A 146 (380, 15].
xepaofia Plur. Emped. B 60 (190, 24).
xepaxoiroiCa Pythag. ö' (23, 36).
xepaxoOKoiroi; v. Antiph. A 1 (587,16)
35 2 ,587, 26) 5 (590, 20).
xepriv. axm Emped. B 100, 6. 22 (200,
20. 201, 11) öe^a^ (u&axo^) B 100, 11
(200, 25).
xepGpov. pivujv eöxaxa xepSpa Emped.
40 B 100, 4 (200, 18).
xepjaa /dbiKir)^) Demokr. B 215 (424, 7)
iloO^ Kai eoirepat; xep/aaxa Herakl. B
120 (78, 17) eu eöxaxa xepjLiaxa kukXou
Emped. B 35, 10 (186, 3).
45 xep frei V dist. öxXeiv Antiph. (?) B 93
(605, 13) xAv Tjbea'v xd Ciravioixaxa . .
judXiöxa xepTrei Demokr, B 232 (426,
13) x€(pnoi) dv Emped. B 142, 2 (215, 8)
597
T€XVn
598
Tüiv XÖTUiv Ol Mev €XuTr»]öav oi bk
CTcptjiav Gorg. B 11 (559, 14) (ai npo-
iToöci^] Tep»j;aaai Xuitoööi Krit. B 6, 24
(616, 2) ou TCpTTOiievoi ßiorfii Demokr.
B 200 (422, 10) önvaioTTiTi (422, 18).
Tcpirvö^. Ta T€ptrvo Demokr. B 211
(423, IG) TepTTvoTOiTriv ..."fficiav Krit.
B 6, 21 (615, 30).
T€pvpi<; dist. xctpo. ciJtppoöuvti Prodik.
A 19 (666, 31 vgl. Anm.) ipuxniöi Tep-
Hiiv (d. i. feveaiv) f\ edvarov üfpirjiöi
■feveoeai Herakl. B 77 (73, 14) rep^K;
ärep\iixr\ tiuuto Herakl. b. Luk. 12 C 5
;86, 41) iip\\n<i KOI ctTepiidi {äxepi\iir]]
oupo^ (tOuv ou|iqp6puuv Koi diau|ncp6pujv)
Demokr. B 4 (386, 24) 188 (420, 1)
Tipxilic, ßpaxtia B 235 (427, 9) Aaxeiv
u'pav Tfje; Tepi};iO(; Orph. B 5* '474, 18)
eüeujuir) jaerptoTriTi Tepi|;io<; Demokr.
B 191 (420,10) ai )LitTdXai r€pi\)(ic, OTtö
Toö eeäöeai tö KaXd B 194 :421, 17)
auTov €E eauToO Tctq Tepijiiaq Xajußct-
vfiv B 146 (-110, 20).
TerpafwviZeiv (töv iaöirXcupov, eiti-
Treöov dpiGMÖv) Theodor 4 (233, 15)
jeTpafiuvilovoai fpa[.i}J.ai Hippias (?) B
21 (586, 16. 17).
T€TpaTU)vi(T|u6q jiT]v{<JK0U Hippokr. V.
Ch. 1 (231, 24) = 45 B 1 (270, 4) 30, 3
(231, 40 £F.) bia tOüv T|uri|jdTU)v = öiä
Tüjv MiiviaKUJv (231, 38 fF.) kukXou 2
(231,33) 6 (232,34) Anaxag. A38 (300,
26) Antiph. B 13 (593, 13 fF.).
TexpdiYUJVoq. Tfii |liov(46i tu)v k(pei.f\c,
TreptoatJüv tvuu|li6viuv nepniQeixivujv 6
fivonevot; dei xerpaYiuvo^ Pythagor.
B 28 ,276,25) dpieMoi 45 B 27 (275,30)
— TCTpdTtuvov KOI eTep6|iriK€<; : dpxai
Pythagor. B 5 (271, 28) Asymmetrie
Theodor. 4 (233, 12 ff. vgl. Anm.) YUivfa
Göttern beilig Philol. A 14 (236, 37.
48 f.) pythagor. Lehrsatz 45 B 19 (273,
44 ff.) TCTpdYnuvov beim TeTpaYiuviö|Liö<;
kukXou Antiph. B 13 (593, 22 ff.).
Terpafveiv. xo^^^T*^' öfavra Tcrpi^axo
(öedvai) Emped. B 84, 9 (197, 1) t€-
Tprivrai dXoHiv . . . repOpa bm\m€p€<^
B 100, 3 '200, 17).
T€TpaKTU<;. ueY'öTO? op'<0(;, uYiefai;
dpxn [bim) Philol. A 11 (235, ö,i vgl.
Pythag. 34, 4 (250, 15) (Archyt.) A 26
i267, 35) 45 B 15 (273, 27] t6 €v AeX-
5 cpoic, jLiavTeiov = dpjLiovi'a C 4 (280, 17).
Vgl. Terpdt;.
T6Tpdf. TÖ luaenMOTiKov jLifYeOo^ Tpixfli
biaördv (ev) Terpdfei (Speusipp. nach)
Philol. A 12 (235, 8) T€Tpd<; ev itupa-
10 !Li(6oq YUJvioK; f\ ßdöeöi A 13 ,235, 48)
ev öTiYltxfK Kai Tpamufj^ öiacTTriiaaöi Kai
uepaai (236, 1) f\ re-tapTri irupaiui? (236,
17) Bedeutung d. jerpac, (— T€TpaKTu<;)
Pythagor. B 15 (273, 20 ff.) vgl. B 16
15 (273, 33).
T€Tpdxop&o^. hiaipeöci^ tüüv Tcxpa-
XÖpöujv Archyt A 16 !2ö5, 10 ff.).
Terrape^. TtTT«pa<; A\Qi(o-nac,) Mus. B
13 (486, 24) xd iroXuGpuXriTa TeTxapa
20 ;sc. öToixcia) [Thal.] B 2 (11, 19) reö-
0apa . . . piZ;i/»|aaTa Emped. B 6, 1
(175, 8) iLitpn B 96, 3 (199, 19) ötoi-
Xtia 3. d. xd b Tiupaiufq (Speusipp. nach"
Philol. A 13 (235, 44 vgl. d. Folg.) —
25 öid xecrcapa . . . öiravfav )iioOaav deip«-
|Li€voi Ion(?) B 5 (223, 7) i^ öid xeaod-
puiv öU|Liq)uiv{a Hippas. 13 (31, 40 ff.)
Pythagor. 35 A 17 (256, 3. 18 ff.) B 18
(273, 40).
3ox€Üx€iv. 66ko^ b' em TidcJi xexuKxai
Xenophan. B 34, 4 (52, 2) dp^oXerj . . .
xcxuKxai dvfepdöi (dXriöefji) Emped. B
114, 2 (206, 3).
xeOxoc;. xd oüöxojLia xOüv xeuxcujv Ar-
35 chyt. ß 1 (259, 6).
xeqppa. cinere Herakl. B 37 (68, 2) 6e-
Xexai uftujp Leuk. A 19 (347, 8; xd 2>id
xf^q xeq)pa(; v)Xi2;6|neva Metrod. v. Cli.
A 19 (452, 17).
40 X6XVT] opp. Jcfx»J<; Mu8. B4 (485, 1) opp.
xexviKÖ^ Epich.(?) B 3 (91, .10) opp.
aoqpir] Demokr. B 59 (401, 1) xexvr)t
dist. i)nit€ipiat, ^vi^iLitii, öo<piai Ana-
xag. B211' (322,17) n^l^ev elvai iLinxe
45 rixvr\v oveu |ji€XexTi(; ini^xc fieXexr^v avev
x^Xvn«; Protag. B 10 (540, 9) öokci . . .
x6 ^ev cfuiiwav xexvri eTvai oi.<6€|Li(a ouk
coOöo Hippokr. 80 B 1 (591, 20 vgl.
Ö99 Texv>ma 600
592,7) eepoTieue xexvnv Pittakos 73* 3 Tit. Thrasym. A (578, 1 ff.) Thrasym.
(622, 20) — öriXiJLiöuj xexva^ cpavepä«; äv- et Qorgias qui . . primi traduntur arte
öpurnou iraGiiiaaöiv öfiofoc; eouaac; Hip- quadam rerha vinxisse 78 A 12 (675,
pokr. 12 C 1 (83, 34 ff.) Texvaiq hn^- 20) rex^nv ötXuitfaq öuveati^öaTo v. An-
aaic, 0uv6iTeTai 6eio(; X(5yoi; . . . ou yöP & tiph. A 6 (590, 22).
äv8piuTro(; xeyvav xiv' €upev, ö öe 9e6(; Texvrma Erfindung Anonym. lambl. 6
TOTttftv [Epich.] B 57 (99, 2) . . . tiuk; (632, 29).
oü . . . tivaYKOCTa.uev, av x' eKOöroq X(i- t€xvik6<; opp. T€xva Epich. B 4 (91,
xn* Texvav epToZieaOai, aWk \ilv\ &v 10) Kaxa -vhc, ötmioupffat; xäc TexviKctq
€Tr(öxaxai ; Dialex. 7, 3 (647, 1) — VKcxd- lo Tr(iöa(; coni. iiouaiKci Philol. B 11 (243,
Kou xexvn 8,12 (31,18) (Tpacpeeq) ä|U9i 20) TexviKd (Tit.)Demokr.A33 (358,3)
xexvn«; • . • eu 5e6aurr€ Emped. B 23, 2 = (396, 1).
(181, 26) solus hominum artem ipsam xexvCxric; dYaeö(; Erklärung Emped. A
fecisse artis opere v. Polykleit, A 2 86 (169, 4) xf^i uXt)i xöv xexvixiiv rrpoö-
(228, 23) TTtpi xexvujv näaav elxev k^- 15 eZeuEev v. Anaxag. A 46 (303, 41).
Tieiprov opp. inaGriMaTiKOt, ctkukXioi X6- x€xvoYpaq>iK6<;. Xoyoi Thrasym. A 13
Yoi u. a. V. Demokr. A 1 (351, 4) irepi (575, 29).
TcaXri^ KOI xOüv äXXwv xexvuiv Protag. xexvoYpatpo^. prjxiup (Parm.) AI (106,
B 8 (539, 2) — xä(; xexva^ irecpeuYÖ- 16).
rac, ... €|ußaXXou<Jiv eic, xexva<;, Xo- 20 xexvoXoY^a Pythagor. D5 (284,24).
Yi(T|HOU(; x€ Kai äoxpovofiiav koi y^w- ^n' dort[hin) Parm. B 1, 4. 20 (114, 10.
Mcxpfav Km MCuöiKriv &i6(i0KOvxe^ v. 115, 2) 8, 23 (120, 2) xf^i . . . xfli B 8, 48
Hippias 74 A 5 (528, 28) et XoYiaxiKO (121, 9) xf^i f\ xfji B 8, 45 (121, 6) xfii
. . . xil»v . . dXXäv xexvüjv . . . bia9€- juev . . . xf\i 6e Emped. B 61, 3. 4 (191,
peiv dxäp KOI xct<; •■^i.\is\xfxp\Kd.<^ ... 25 12. 18) xfjt ^ev . . . xdvx(a Parm. B
Archyt. B 4 (263, 0) xrjv iroXixiKriv 8, 56 (121, 17) i^i juev . . , xf^i |Liev —
xexvriv iucyiötviv ouöav eKÖi6d(JKea9ai i] öe . . . xauxqi hk Emped. B 17, 9
Demokr. B 157 (413, 17) Texvn iaxpiKn (178, 6 ff.) = 26, 8 (183, 5 ff.) *xf\i y« • •
Bolos 55 B 300, 1 (440, 8) iepd [Ar- 'öwc\\ B 12, 3 (176, 29) tfli x€ tvo ja
chel.] B 2 (325, 39) . . . xfjv Kaxct irXd- 3» B 105, 2 (202, 18).
xo(; öoi YP<i<puJ xexvriv [Demokr.] B xfiifte Emped. B 103 (202,11).
300,18 (444,34) — rhetorisch, X6- xnKeiv. (xfjv YXOJxxav) xriKeiv (xoü<; x"*
Yo^ xexvrii YP«<P€K> ouk dXrjGeiai Xe- M0u<;) xf\i 0ep^6xTlXl Alkm. A 5 (101,
X06(^ öorg. B 11 (559, 7) .auxö<; r\\ipr\- 21) xiliv Xeuxoxdxwv ^v depi . . . xri-
K€vai iLv Ö6i X6ywv xexvnv Prodik. 74 35 K0|Li6vu)v Anaximandr. 24 (16, 33).
A 26 (534, 35) = 77 A 20 (567, 4) X6- xfiXe ^idXa Parm. B 8, 28 (120, 7).
Yuw xexvnv |Ltfj öiöctcTKciv Krit. A 4 xriXeGctetv. daxea xriXcedovxa Emped,
(610, 2) eniöxaoeai Dialiex. 5, 1. (647, B 112, 7 (205, 14).
15 ff.) xexv»! Kaxct Xöyoui; Anonym, xfi^o^ Hesiod. B 3 (499, 24).
lambl. 2 (630, 29) CYPave Texvav pri- 40 xripetv. opKou^ . . . ou xnpeou^iv De-
xopiKnv V. Thrasym. A 1 (573, 15) mokr. B 239 (427, 18).
xexvai pTixopiKoi Pythagor. D 1 (282, x(eiv. |i€xä nööi x€xtfievo<; Emped. B
38) Gorg. A 4 (646, 1) Texvn epiori- 112, 5 (205, 12).
K»I)v Tit. Protag. A 1 (526, 26) B 6 xielvoi. viixxa -^alo. xOnöiv Emped.
(638,10) Texvn Tit. Gorg. A 3 (545, 26) 45 B 48 (188, 81) tpuxnv . . . dfiefvu» Ti-
(559, 18 vgl. d. Verweise) vgl. A 2 Gnöiv Demokr. B 187 (419, 21) ef^öeii;
(545,16) 8(547,20) 14(648,13) 20(549, kl ö^ßpoio . . . auxMÖv kxX. Emped. B
22) B14 (560, 4. 9) u. 5. McYctXn Texvn Hl, 6. 7 (204, 17. 18) 6k . . . rwuw exi-
601
t\<:
602
eei v€Kpd B 125 (209, 28) auXoö irope-
}xbv en euciöei x^P' öeiaa B 100, 10
(200, 24) Ol) TiOeinevoi €v aoq)ir\x fvu»-
iaT)v Änaxarch. B 1 (468, 6) <3r\ixaT
eÖevTO x^^pU ^^' ä\\r\\{)jv Parni. B 8, 5
oö (121, 16).
riQr\Vi]ai(; TroXuxpovio^ (dvBpiGuou)
Anaximandr. 10 (13, 40).
TtÖrjvö^ öpTH? (Kapbfri) (Demokr.) C6
(448, 29). 10
t(kt€iv. Tpi'a . . TIKT61 Mus. B 3 (484,
2C) septimo metise parere midierem
posse Emped. A 83 (167, 42) — irdv-
TUJV (J\)voboc, t(kt€i t' oXcKei T€ (sc.
Tevecfiv) B 17, 4 (178, 1) (€uit€T€(ti) 15
TiKxei tük; i^&ovd(;Demokr.B178(418, 6)
riöovai) TiKTouoiv dr]6iaq B 71 (402, 5)
(Xp6vo<;) t(ktu»v avxbc, ^auT6v Krit. B
18, 2 (618, 32).
rijuäv. TOUTUJi öe tijlhjü Pherekyd. B 2 20
508, 12) dpriiqpdTouq .. ximioi Herakl.
B 24 (66, 3) xpf^ööai (sc. toI^ XPni^«-
öiv) \h<; Ti|Ltu)iTo Grorg. B 20 (661, 18)
Suviaat Ti|Liai]uevoi Demokr. B 95 (404,
10) T€T{|ar|Tai ^aXiöxa ('AxcXdiioq) Aku- 25
Sil. B 21 (515, 17).
Tiiirj. Ehre. ۆ665oio . . . dvGea Ti}jLf\c,
Emped. B 4, 6 (174, 15) Ti|nai eeou?
KOI dvepuiTrou(; KaTaöouXoOvxai He-
rakl. (?) B 132 (80, 21) e6o\ . . . xiMniöi 30
(pcpiöxoi Emped. B 21, 12 (181, 3) =
146, 3 (215, 28) ^ 23, 8 (182, 6) x^^a\
•trapd xoi<; ev cppoviovai ixifa &uvavxai
Demokr. B 95 (404, 9) xi|aai Kai äeXa
. . . luefdXuiv TTÖvuJv ... ei^ dva^KC^ 35
Koeiaxäaiv Antiph. B 49 (599, 2) —
Ehrenstellung [Ami). cS oir|? Tijif^<; . . .
<Tt€öa)v> Emped. B 119, 1 (208, 20) xi-
iif^^ dXXtig aXXo (Element) fieöci B 17,
28 (179, 5) vgl. €(; xijLtctg dvöpouöe 40
(NciKO<;) B 30, 2 (184, 19) oi kokoi
i<5vT€(; €5 rd^ xijLid^ Demokr. B 264
(430, 8).
xiVio<;. xfjiiov dv&pi Xaxelv Xenopban.
B 6, 2 (47, 12) xiVtov = evxijiiov An- 45
tiph. B 94 (605, 21) xiMiurrdxn (aoqpin)
Demokr. B 216 (424, 9).
Ti|mup€tv (döiKOUiiCvoiöi) Demokr. B 261
(431, 19) 6ßp»Z;6|Li€vo^ T»|uu)poö Chilon
73a 3 (521, 30).
xi|iu>p(ci b. 6taßoX{a Hippias B 17 (686,
26) öid xiva^ xifiiupfai; d M'uxd tuöi oiu-
Mcxi (JuveZeuKxai Philol. B14 (245,17).
xiveiv. xe{aou(Ji iroiviiv Mus. B 22 (488,
29) xeiodöOriv Orph. B 13 (478, 10).
^xi^. xi'q TidÖev el<; Xenophan. B 22, 4
(50, 10) xoOxo ö' ^TrauEn(J€;e xö növ x(
Emped. B 17, 32 (179, 9) xi xPn &ia-
voeioOai xd<; . . . ^mqpaveiai; Demokr.
B 155 (412, 21) xf warum Emped. B
113, 1 (205,21) iva xi Gprivelxe auxotj<;;
Herakl. (?) B 127 (80, 8).
Xxi?. TTÖc . . XK Protag. B 9 (540, 5)
dirotoi xive<; B 4 (537, 31) öXXa xi<;
alxfa [Philol.] B 21 (247, 17) m^t«
Xpf^Md XI Emped. B 113, 1 (205, 21)
ö|LiiKpöv av Ti . . x^PMO Xenophan. B
2, 20 (46, 12) — al irepi xi ff<po6pai
öpeSct^ Demokr. B 72 (402, 6) xö . . xivi
indvuji irpoöiriTTTOv opp. x6 KOivfii träöi
cpaivöfievov Herakl. A 16 (60, 23) —
Kai ouxK Demokr. B 116 (406, 27)
ouxii; dvi^p Xenophan. B 34, 1 (51, 22)
ou xk; . . . evTixb<; dvt'ip Emped. B 17,
26 (179, 8) ovhk xi^ Xenophan. B 34, 1
(61, 28) Emped. B 8, 2 (175, 16) 128,1
(210, 27) ouxe xi(; öeoiv oijxe avSpiü-
TTtuv Herakl. B 30 (66, 20) — oöxi \x6i-
Xa^ öienciv Xenophan. B 1, 21 (46, 9)
ou XI Y*vaKJKU)v 6eou(; 0O6' Tipu»a<; He-
rakl. B 6 (62, 18) ouxi ae jioTpa kckti
npouTre|HTi€ Parm. B 1, 26 (116, 8) ouxe
x{ iruj . . . bk\iac, encpaCvovxa^ oöxe . . .
Emped. B 62, 7 (191, 28) oöxc xi |U€l-
Zov ouxe XI ßaidxcpov Parm. B 8, 44
(121, 5) mix€ XI <5tj>iv exwv uföxei . . .
|iti^x€ XI . . . nCaxiv epuKC Emped. B
4, 10. 12 (174, 19. 21) ou6^ xi . . . oufte
B 13 (176, 81) ouöe xi xf^i jiöXXov . . .
ou64 XI x€ipdxepov Parm. B 8, 23. 24
(120, 2. 3) »iiux^iv oOöev xi dfiefvuj li-
enoiv Demokr. B 187 (419, 20) |UTi6ev
XI ^öAXov . . . ai6ei<T9ai eujxoO fitiöe
XI iJÖXXov ^HeptdZeoeai kok^v . . , B 264
(432,8.9). Vgl. xcöc;. Stellung: sehr
häufig an zweiter Stelle im Satze
603
xiait;
604
bezw. hinter der NegatioQ, äv, fap, &e
u. ä.; z. B. nach fi Xenophan. B 2, 21
(46, 18) Herakl. B 5 (62, 16. 16. 18)
Emped. B 21, 2 (180, 16) Diog. B 3
(335, 9) Demokr. B 35 (398, 21) 173
(417, 3) 189 (420, 6) 233 (426, 14) u. ö.
nach eiT€ Xenophan. B 2, 5 (45, 18)
eure Emped. B 115, 3 (207, 0) edv De-
mokr. B 278 (435,9) örav Diog. B 6
(338,20) nach bk Epim. Bll (496,21)
Emped. B 71, 1 (193, 16) 129, 1 (211, 14)
Demokr. B 277 (434, 19) u.ö. fäp Me-
üss. B 7 (145, 5) Archyt. B 1 [259, 10)
Protag. B 9 (^540, 5) u. ö. ööa riq äv
Demokr. B 143 (410, 14) nach äv Xe-
nophan. B 2, 20 (46, 12) Herakl. B 16
(65, 6) Demokr. B 285 (436, 23) Me-
trod. V, Ch. B 2 (453, 18) vgl. Emped.
B 12, 3 (176, 29) Archyt. B 1 (260,14)
u. ö. vgl. oben Z. 8 — iu<; ov fii^
TioTe Ti<; . . ßpoTUJv Parm. B 8, 61
(122, 6) — ToO Ti irp>iaaeiv dvriKeöTov
Demokr. B 191 (421,4). Vgl. Stellung
v. äv.
Tiofi^. öiKriv Köi rfffiv bibovai Anaxi-
mandr. 9 (13, 8).
Tixafveiv. äp|Lia TiTa(vouöai Parm. B
1, 5 (114, 11).
TiTctv . . alöi^p Emped. B 38, 4 (187, 2).
Vgl. Reg. n.
TiTavoTpo(pia(V) Mus. B 1 (484,17
vgl. Anm.)
Tixp&v. kv Tf^i äKof\i TeTprjTai ßpax" . . .
Diog. A 19 (331, 21).
Tfutfifia. TÖ UTTCp Tfl? 'ffli; T)tlf^Jia toO
kukXou Hippokr. v. Ch. 5 (232, 26) re-
TpaTUJviönö<; (kukXou) öiä t&v r^ir\ix6.~
TU)v (= 6iä T«Jüv HTiv{öKuuv) 3 (231, 38 ff.)
vgl. 80 B 13 (693, 13) r<Jujv oudüjv (sc.
TU)v eiri(pavciurv) i'ou zixr\^Qxa f.axat
(V. Küjvög Demokr. B 155 (412, 2ß
vgl. 22).
Töei . . . iHoMOi Parm. B 3, 2 (116, 18).
Tüi. btf\ Toi Parm. B 4, 6 (116, 24) vgl.
<jO. outu; toi B 19, 1 (125, 7) bi xoi
Krit. B 32 (623, 10) (peiftiü toi ... De-
mokr. B 229 (426, 6) oiiroi Xenophan.
B 18, 1 (49, 17).
Toi-fapoOv Gorg. B6 (557, 82).
ToiT^pToi Emped. B 146, 1 (216, 21).
To(vuv Meliss. B 7 (147, 2) 8 (148, 18)
e\ ToCvuv B 1 (143, 7) 7 (146,8. 147, 8)
5 6t€ toCvuv B 2 (143, 9) cn« Toivuv
Philol. B 2 (240, 2) ov xofvuv Melisa.
B 8 (148, 9).
Toioi;. KOTct Tctv Toiav uirepoxäv Ar-
chyt. B 2 (261, 16) (Toioi) (261, 22)
10 Toiujv Emped. B 124, 2 (209, 26).
'^TOtöoSe. Tr\äöri(; Toif|aÖ€ Emped. B
75, 2 (194, 7) Tct Toiäöe Demokr, B
173 (417,2) TU)v Toiu)vf>€ B 197 (422,4)
f.v TOioToöe irpäfMCtaiv Protag. B 9
15 (540, 7).
^TOioOxoq. iraTe; xoioöxo^ olov Demokr.
B 277 (434, 16) xoioöxov elvat B 182
(419, 6) ouui Ti^ äv . . öuvni, xoi-
oöxov . . Y^veoSai Kai auxov Antiph.
20 B62 (602, 14) xoiauxri (cpuöiO Demokr.
B 278 (435, 9) xäi xoiaijxai dpiuoviai
♦o'iai Philol. B 6 (241, 13) xotoöxov
ueutr. Zenon B 1 (133, 10) aufgen.
durch olöv ircp Meliss. B 8 (147, 14.
25 148, 15) aiufxa excpov xoioOxov (em-
jaeXe? öv) oiov eyii) e|iauxü)i Antiph.
B 49 (599, 6) j.iri6ev luäXXov xoioöxov
»1 xoioöxov etvai Demokr. A 38 (359,
42) ex€iv XI xoioöxov, w^ ititibcv exi
30 xoioöxov eötai Thrasym. B 1 (577, 10;
x6 fiev . . xoioöxov . . . xö 6e ^irj xoi-
ovlxov . . . Demokr. B 261 (431, 20.
21) xoiaöxa Xenophan. B 22, 1 (50, 7)
xoiaöe' oi6v iT€p ... B 16, 5 (49, 9)
35 Meliös. B 8 (147, 8. 148, 18) xoiaöxa
(xoffaOxa ?) ök6öoi<; ifKuptOöiv Herakl.
B 17 (66, 8) ub^ Emped. B 15, 1 (177, 6;
TTiivTa Tct TotaOxa Demokr. B 174
(417, 8) TOiouTUiv 6ko{uiv Herakl. B 1
40 (61, 34).
Töixo?' Tr€pixp(ctv xöv xoixov äaßeöxwi
KXX. Eüryt. 3 (249, 33).
*xöKa(; «pp€vo(; errAexö faßtifip* Em-
pöd. B 67, 1 (193, 1).
45X0K:6ii^. ocfioi -apbc, xoü*; xöKCß^ öpp,
eeöi Govg. B 6 (557, 30).
xoK6a»v. ü»^ •mlbaq tok€ujvu)v Hefakh
B 74 (73, »).
605
Tpc'.YUJibi'a
606
t6ko(;. öaiViüv öTinfepoto tokou . . .
äpx€i coni. iLiiEioq Parm. B 12, 4 ^123,
21) fcaveioot eTt\ rftKiui Antiph. B 54
(600, 12).
TOXfio äpxö^6c, Pythagor. B 22 [274. 40)
bvdc, [Pherekyd.) B 14 (510, 20) roAiaa
TrpnSioc apxn Demokr. B 269 (433, 10)
opp. \oYtcfu6c;, euvoia [Demokr.] B 302
;445. 43} t6X|hti(; koi aocplac, .öe'iTai)
Grorg. B 8 (558, 8) toAiitii otvöpeiav
(eEeiq) Bias 73* 3 (623, 13) uei'eeiv . . .
TÖXjurii KOKfii Krit. B 15, 6 (617, 7).
ToX|biäv. öxav . . . irpoTeX.eiv To\|Lieujai
Demokr. B 255 (430, 12).
To^ii. 11 en direipov Zenon B 2 (134, 8)
|ifi ei(; aireipov elvai tt]v xo^tiv De-
mokr. A 48 (361, 16) vgl. d6ia(p€T0<;.
TTjv eu dtreipov x. ävaipeiv, f|v Otro-
Öccfiv 6 f€U)|Liexpri<; Xcjitßdvei (Antiph.)
B 13 (594, 19) xo|UTi xoO ri|niKuX(v6pou
ArcLyt. A 1 (250, 41).
Tüvoc. KEpauvcx; 6 xf^^ otöxpainii; xövo^
Emped. A 63 (163, 12) — xövo^ äfiip'
dpexf](; coni. ^vr,jLioauvTi Xenophan. B
1, 20 (45, 8) tomim dividerc temptaiit
V. Philol. A 26 (238, 24 ff.) vgl. B 6
'242, 6 ff.) — irpiv juev o' etrxdxovov \^6X-
\ov (sc. xfjv Xupav) Ion(?) B 6 (223,7).
T 6 1 o (;. äpiacvtri OKtuaTrep xoEou xai Xu-
pri^ Herakl. B 51 (69, 15) xOüi . . x6-
i.ü)i övo|ia ßiO(;, epTov 6e edvaxoq B
48 (69, 2) — kc, XaxdTwv xö5a Krit.
B 2 (614, 2).
ToEöxri^ Sternbild Demokr. B 14,3 (391,
14) 14,8 392,47) sagittariua Klec:trat.
B 2 (502, 21).
TÖTCoc, ne^iöTOv Thal. AI (5,44) (xö iräv)
ouK €xov x6nov ev eauxu/i Parm. A 23
;109, 8) €l eoxi XI ■x6noc,, evxfvieaxm;
Zenon A 24 (131, 12) ti Trav xö öv
ev xÖTTüui, öfjXov öxi KOI xoO xonou
xönoi; eöxai, Kai xoöxo ei? dneipov
TTpöciöiv (131, 15) irav x6 6v itoö, ei
Ö€ 6 x6iToq xutv övxouv, ITOÖ av ei'ii;
(131, 18) xöno^ = x6 cv uii ou»f,id eoxiv
Y\ bvJvaix' dv eivai Archyt. A 24 '257,
20) öüJjLic i\ xöwo^ xö €Kx6^ (257, 17 ff.)
öüo ftvriaexai xö öv, x6uo<; re icat
aüj|bia (dxoTPov) Gorg. B 3 (553, 6 ff.)
KOI e5iu xoO Kooiuou (kcvöv eTvai), orep
6fiXov oxi xöiTo^ )uev guk dv eir|, aüxö
6e Ka9' aöxo uipetfxriKe Metrod, v. Ch.
."> A 8 (451, 32] xd ^ev dttö xf|<; dop{<Jxou
^udöot; olov xdiioq koi Kevöv dueipov
33, 2 (249, 21) — xö kivou|H€vov ovix"
ev öii eoTi xoTcu» Kiveixoi oöx' ev d»i
inri €0X1 Zenon B 4 (135, 8) x6nov dX-
10 Xdaöeiv (unmöglich) Parm. B 8, 41
121, 2) — nveö|iia öid . . MaKpÜJ (|U€(o-
yoq) xonuj exqpepexai Archyt. B 1 (260,
17) €i<; xöv aüxöv xönov . . , tuOoOvxai
Demokr. B 164 (415, 7) OncpßdXXutv
15 cic xou^ xötrouc xouxoui; Diog. B 6
(339, 12) — primi communis locus
tractasse dicuntur v. Protag. Gorg. 74
B 6 (538, 16 vgl. 13).
xopö<;. xopuii; xaOx' i'ööi Emped. B 23,
2u 11 (182, 9).
>'x6öo<;. *x6öov Emped. B 21, 14 (181, 6)
üoaov aufnehmend B 35, 12 (186, 5)
108, 1 (203, 11) xoööov ooov B 42, 3
(187, 29} *x6ö(ya öaa B 71, 4 (193, 19).
2.5 '^xoaoOxo^. 4«; xoooOxov xpovov ... .
iijoxe Thrasyni. ß 1 (576, 22) xoöa(jx»iv
fpuXcKfiv u)Oxe Demokr. B 3 (386, 16
ÖKoöuji . . . xoöouxuji B 254 (430, 0;
TocToöTov 6k6(Jov Herakl. B 114 (78, 5)
so Demokr. B 251 (429, 13) ööov B 277
(4^4, 17) xooaöxa öoa Zenon B 3 (134,
15 16).
^xöxe Xenophan. B 8. 3 (48, 5) Emped.
B 73, 1 (193, 25} 84, 7 U96, 85) Phe-
3i rekyd. B 2 (508, 8) xöxe b{\ Emped.
B 1 8 (174, 17) (Kleostr.) B 1 (502, 18)
xüxe l> au Emped. B 100, 20 (201, 9)
oxe .ucv . . . x6x6 juev B 9, 3 (176, 22;.
xoxe. xoxe . . . uoXXdKi öe Emped. B
40 53 (189, 23) xoxe |iiev . . . xoxe 6' a&
B 17, 1 (177, 27) -= 17, 16 (178, 10).
xouveKev Xenophan. B 2, 19 (46. 11).
x6q)pa. öq)pa ^ev xe . . . x6q)pa juev ouv
Emped. B 15, 3 (177, 7).
1j xpaYiKÖ^. dTTOKpiff;«; (Grorg,) B4 (566,6).
xpaYUJtöf« wapaaxoöaa drrdxriv Gorg.
B 23 .561, 20; vgl. Dialex. 3, 10 (642,6)
xpoifwiöfai ooni. ineXn u. a. Ion 1 fl.
607
TpaTa>i6oiTOt(a
608
(220, 30 ff.) coni. cur), biGOpainßoi Hip-
pias A 12 (682, 18) TpaTUJi6(a<; auv-
Gc'ivai V. Antiph. (Khamn.) A9 (591,9).
TpaTUJi60Ttoi{a. cm6.Tr] Dialex. 3, 10
(642, 6). 5
Tpavuijua. uirep TpavijufiOTa f\vjaar\<;
Emped. B 4, 11 (174,20).
TpdiT€Za. Y^Popil Xenophan. B 1, 9 (44,
24) 'Ptiveiop-nl? Krit. B 3ö (624, 14)
iroXuTeXca, aÜTapn^a Demokr. B 210 lo
(423, 14. 15) — mensa Pythagorea 3ö
A 26 (267, 34).
TpaireZoeibi^^. yfj Anaximen. A 20
(20, 27).
Tpa0^a. TpaujuaTo exovra ev tOüi €^- 1.5
itpoa9€v TeXeuTf^oai dYciOöv Pj-thagor.
C 4 (280, 47).
TpdxrjXoi;. qpXevji ^v tAi TpaxTlXuui Diog.
B 6 (338, 14).
Tpaxix; uiv TJCfuxov öeauröv irdpexe Chi- 20
Ion 73» 3 (621, 26) — aspera eorpora
Demokr. (366, 13 Nachtr.) t6 ^ev dX-
iLiupöv Tpaxu TÖ 6^ irepiipepe^ Xctov
A 135 (376, 16 vgl. 375, 48) xöv aüröv
(X^MOv) €X€iv Xefou Kai Tpaxeo<; ... 25
(376, .22) ö . . otv \xr[ rpaxu . . . rö toi-
oÖTOv irav Xa^irpöv elvai (377, 26 vgl.
36) öaa XcuKd tAv xpaxeujv (378, 34) —
Xklic, Tpaxeia, Xefa 80 B 93 (605, 15
Anm.). 30
TpaxuTr]^. ÖTOv . . i\ dvairvcfi ßapeia
YevT]Tai, Kard Tpax'JXiiTa nrj auvaioöd-
v€öeai (b. 6a^^) Emped. A 94 (172,
(Speusipp. nach) Philol. A 13 (235, 44)
b. Dreieck (236, 8) Pyramide (236, 16)
— CK ToO (ppoveTv Tp(a Demokr. B 2
(386, 27. 386, 3) vgl. A 33 (357, 15)
xpfa t(kt6i Mus. B 3 (484, 26) iiroTÖca
Philol. B 6 (242, 2).
Tpeireiv vgl. rpoiti^.
rp e q) € i V. Tpeqjei eKaorov (sc. tu)v Zu)iujv)
d)^ buvaxai (sc. xd CKyova) Demokr.
B 278 (435, 7) xd xpecpovxa koi ujtpe-
Xoövxo Geoüi; vevou(a6ai Prodik. B 5
(671, 15 ff.) TTauöaviTjv . . . iraxpiq €0pet|je
TeXa [Emped.1 B 156, 2 (218, 5) — a\
xoO xpetpovxo? ^ödqpouc; (6iaq)opa()
Emped. A 70 (164, 22) — kl ou taxiv
€Kaaxa, xoOxuii Kai xpeqpeaSai ireqpuKe
(Thal. Hippon) 1 A 13 (9, 20) ttöv
UTCÖ djLiofcu xpeqpecrBai Anaxag. A 45
(303,12) vgl. xpoqpii. xpeqpcoGai xouq
daxepaq dird xfjq . . . dva9u|Liida€w^
Herakl. A 11 (59, 2) — 5i' oXou xoO
öu))aaxo(; xpeqpeoGai (xd €|Lißpua) Alkm.
A 17 (103, 11) öid xoö öx6|uaxo<; xpe-
(pfaGai Demokr. A 144* (380, 8. 10) ev
tlu xö eibißpuov aOEdv€xa{ xe koi xp€-
(p€xai Antiph. B 36 (596, 30) — xpe-
(povxai ... Ol dvGpoiireioi vdjuoi uiiö €v6(;
xoO Gefou Herakl. B 114 (78, 4) neta
NeTKO(; . . eGpeqpGri Emped. B 30, 1 (184,
18) *Gpeq)9€i0a bien^x] (sc. Yeveoiq)
B 17, 5 (178, 2) xd6€ (= KÖcriuoq) xe-
XeuxTJöouoi xpaqpevxa Parm. B 19, 2
(125, 8) *x€Gpa|ii)ievr) (sc. Kapöfrj) Em-
ped. B 105, 1 (202, 17). Vgl. xpo(pii.
29) — xfji xpaxiixTixi GepMo^veiv (sc
xov bpijuüv xw^<5v) Demokr. A 135 35Tpf^Ma. eiri xpi^juaxa ituKvd Emped. B
(376, 18) — (Kdivov Xaußdvovxa) xpa- 100, 13 (201, 2).
XiJXT]Ta^ coni. dTtoxapdSei? B 155 (412, TpiaYMd<; (TpiaY|uo{) Tit. Ion A 1 (220,
26). 31. 33) 2 (221, 11. 40 ff) vgl. Orph. A 1
xpet<;. Meöai . . . *xpT(; Archyt. B 2 (261, (469, 9).
12) vgl. 45 B 27 (275,39ff.) xpel^ öpoi 40 Tpidq. 6 xoO Travxd<; dplG^ö(; « 6 xfji;
(261, 14) xpfa xd cJvxa (Pherekyd.) 21 xpidSoq Pytha^or. B 17 (273, 37) xpi
A 29 (158, 15 Vgl. d. Verweise) udvxa
xp{a KCl oub^v nXeov r\ eXacJöov xou-
xiuv xu)v xpiijüv Ion ß 1 (222, 1 vgl.
Anm.) vgl. A 6 (221, 30) xd Trdvxa xoi^ 4;
xpioiv ujpiaxai Pythagor. B 17 (273,
36) vgl. auch Demokr. A 33 (357, 15)
xpiaYMd^, xpid^ — xd xpfa xpfxujvov
dftec; (Orph.) B 12 (476, 32 ff.) — hb<^
€Kdöxou dpexf] xpid<; Ion B 1 (222,3)
Vj xpfxr) (trupaiaii;) xpid6i (eoiKe) Philol.
A 13 (236, 14 ff.) MevaixMCiou^ kujvo-
ToiaeTv xpidöa(; 35 A 15 (254, 39).
TpiYU)V06i5Ti(;. öxfjiLia (köojuou) Petron
6 (28, 22). Vgl. xp{YUivov.
609
Tpoiroq
610
Tp(-f uüvov. TCt xpCa Tpfyujvov (Speusipp.
nach) Philol. A 13 (235, 44 vgl 47) ou
Trpo<Tf,Kov jpa^^aic, öpiZeaQai Pytha-
gor. B 25 (275, 7) xrjv toO xpifjuvou
Yurviov Tlrrapöiv dveBriKev Qeoic, Phi- 5
lol. A 14 (236, 30 ff.) — öKoAriva rpi-
fwva (Euphorbos) 1 A 1 (3, 35) 46 B 3
(270, 26) lcoiJKc\ou(; ai irpcx; xr^i ßdöei
Yujvfat icai Tlial. A 20 (10, 16) öpOo-
fidviov kukXou KaTafpa^iai A 1 (3, 32) lO
Pythagor. Lehrsatz 45 B 19 (273, 43)
TtxJi ?)o9evTt TpiYU»vu)i iffov irapaXXriXö-
f paufiov TrapaßoXeiv ktX. B 20 (274, 2)
Satz V. Außenwinkel, Summe d. Drei-
eckswinkel = 2P- B 21 (274, 6) löö- 15
irXeupov, 'fnxvxerpa.'^vivov , tö toö icTo-
TrXeüpou fiiniöu t6 koi rjiuiTpft^yvov
(Speusipp. nach) Philol. A 13 (236,4flF.)
Berechnungen u. rechtwinkLu. stumpf-
v^inkl. Dreiecks Archyt. (?) A 26 (267, 20
33) ifJÖtrXtupov beim TeTpCYiwvicrjiö^
kukXou Antiph. B 13 (594, 15) — Ge-
stalt d. Kosmos 54 A 24 (348, 1) vgl.
TOiYurvoeibj^i;.
Tp{6u|uoc. Tp{5ufxa Entstehung Emped. 25
A 81 (167, 4).
xpioboc,. {yu.uqpujvoucac äp^oviac, Tpi-
ü5oy^ Ion (?) B 5 (223, 6).
tpiit6Xiov Mus. B 19 (487, 22).
Tp(no u ^ d. Sieben Weisen 1 A 1 (4, 15 £F.) 30
— rf\c, Tpfiroöo«; irepi (sc. öuvdfieujO
efpa^ev v. Theodor. 4 (233, 13) —
Tpmout; Tit. Nausiphan. A 6 (463, 13
vgl. 41 ff.) Andron 71 A 6 (508,7).
rpi? • • Mwpt'cK; (xtpac, Emped. B 115, 6 35
(207, 12).
TpiöxfXioi TTorajÄof AkusiI.B21 (516,16).
TptTOYEveia Tit. Demokr. A 33 (357,
15) = B Ib (385, 25) 2 (385, 26 ff.).
Tp{TO(;. öpo(; Archyt. B 2 (261, IG ff.) 40
Tpfro (|i€öa) (261, 18) TpfTrj rJMcpa xüöi
-fa^wl Pherekyd. B 2 (508, 7) TpCrov
i^^ap ew oYÖiIiKO-vTa Kleostrat. B 1
(502, 17) TpiTov {eibo<; dpienoO) Philol.
B 6 (240, 19) — xpfra opp. y^dia, 45
imdxa B 6 (241, 17 ff.).
xpix^? = <püXAa, TTxepd, Xeniöe«; Em-
ped. B 82 (195, 31). Vgl. epffc.
Diele, Frag* d- Torsob. III.
xptxoxoMeiv Hippias (?) B 21 (586,15).
xp6(no? (Tflc) Anaxag. A 89 (309,41).
xpörrasov. xö koXöv MapaSdivi Blrit.
B 2 (614, 15) xä Kaxa x«Irv ßapß(ip(Uv
xp. ö/ivouq dwcixet, xot bk mrix xü»v
'EXX»iviuv 9pnvou<; Gorg. A 1 (544, 34)
xpöwaia ^oxTJöotvxo xüöv itoXefifurv B 6
(557, 26).
xpOTrVi (= GecTi^) Leuk. A 6 (344, 6)
Demokr. A. 38 (359, 85) 44 (360, 41)
xpomV xpuJMaTi'Zeoeai A 123 (372, 9)
vgl. Qeaic, — äkpoc, xpoTirj Aegypt. 60
B 6 (460, 8) mipbc; rponal Herakl. B
31 (67, 2) — eKXeiTreiv (x. ceXiiviiv)
Kcxä xd«; xponcs^ xoO xpoxoö Anaxi-
mandr. 22 (16, 18) xpondi i^Xi'ou, at-
Xi^vrj?, daxpujv 70 A 1 (501, 28) Thal.
A 1 (3, 20. 24) 3 (7, 8) 17 (9, 41) 19
(10, 2) 11 B 19 (49, 19) Anaximandr.
1 (12, ö) 2 (12, 17) 4 (12, 25) 27 (16, 4S)
Anaximen. A 16 (20, 6) Emped. A 58
(162, 37) Meton 29, 9 (230, 30) Ana-
xag. A 42 (302, 1. 2) 72 (307, 22) Diog.
A 9 (329, 45) 17 (330, 24) Demokr. A
89 (367,7) nepi xponfj«; Tit. (Thal.)
A 1 (3, 18) =-- B (11, 23) eepivii Me-
trod. v. Ch. A 18 (452, 14) Qtpwai Hip-
pokr. v. Ch. 5 (232, 28) xet^cpivaC De-
mokr. B 14, 2 (391, 6 f.) vgl. 3 (391, 21)
{bruma) B 14, 4 (391, 32) 8 (392, 38)
xou(; irepi xpoirä<; ötröpou? imocpdk&c,
Kleidern. 5 (327, 19) iroio? . . . ixöü^
u-irö xpoitd? . . €ffxi xP1<Ji.ui6xaxo(; 55
0 1 (447, 16) — xpOTTof rhetor. Gorg.
A 2 (645, 16). Vgl. xpoiriKo?.
xponiKÖ^. xa Kttxa xbv Oepivov xpo-
TTiKov Emped. A 60 (161, 38) xponiKOi
kukXoi A 58 (162, 38) Iv xu» fieralv
xÖTTUJt xiiiv xpouiKUJv Hippokr. v. Ch. 6
(232, 23) — xponiKrj cpp&aic, Gorg. A 4
(546, 18).
xpöiTiq. xpo^ieui^ öiKT]v TTpoüneßdXcxo
(x6 TTÖp) Tf\<; xoö uorvxoi; (Cypaipac;) 6
Qt6(; Philol. A 17 (237, 32).
xpÖTTo^. Art und Weise, xpöirov f&iov
(tpiXapYupdiO Demokr. B 222 (425, 4)
Tp<5iT0i . . dipoc; KOI voiidio? Diog. B 6
(836, 1) veoicnv upvT^ffa^ xpönoK Krit.
20
611 Tpo(pn 612
B 4 (614, 24) — nuetTföpeto«; Tpönoq 8 (288, 2 vgl. 18 ff. 289, 13. 30) aiixop-
Pythag. 10 (25, 17) Tp67ro<; [Stil] Kpi- Keiv]i rpoqpfl«; <J)uiKpfj vuH (?) Demokr.
Ti'ou 81 B 47 (627, 16) Charakter. (pi5- B 209 (423, 12 v^l. Anm.) n uTteivf)
Xa(Jö€Tp6iTOUj<aXoK(rfa0iavSolon73»3 (rpocpfj i'j&eia) vgl. akeiyi\xa [Demokr.]
(621,6) Tp6im)i TCwaioTTixa (eEeiO Blas 5 B 302 (446,14) — tüpai'n xpoqptj Ka\
(523, 11) TpÖTTOi; övöpujttoiöi 6a(muv q)üai<; [bibAanei q)povelv) opp. %p6voc,
dToeö<; (KaK6<;) Epich. Gn. 17 (93, 19) Demokr. B 183 (419,10). Vgl. Tp€<p€iv.
Tpönoc; eiiTaKTO<; : ß(o(; eu TeTOKTai Tpoxoei&ii?. aörpa Anaximandr. 18
Demokr. B 61 (401,5) rpoiro^ XPItJ^öt; (15, D9). Vgl. xpoxöc.
d(j(paXeOT€po^ vonou Krit. B22,l (619, \0Tpox6c,. rpoxöv faiac re Ka|a{vou t ^k-
26) oitui Ti^ «V . . . öüvfii, ToiouTov Yovov Krit. B2 (614,13) xpoxoD bluryv
dvÄYKn feviaQai koi ouxov xou^ xp6- Tt€pi&iv€ia8ai xöv KÖöflov (An»xi-
TTouc; Antiph. B 62 (602. 16) — kcxü mandr.) 3 A 12 (19, 32) Herakleid,
xpötrov wie sich's gebührt Epicb. Gn. Pont. Ekphant. 38, 5 (266, 6) fri\iov)
44 (96, 10). 15 dp|Liax€iu)i xpox^ii TrapairXriaiov Anaxi-
xpocpri (KÖOHOU) PhiloL A 18 (237, 35) mandr. 21 [16,9) (asXrivriv) 22 (16,16).
— xpoqjn träöa xu^W'öii<; Thal. A 13 xpuE. xr^v ffiv xpuxa xoO uöaxoc, xöv
(9,20) (ööujp) öx«l|Jia xpo<pfl^ aixiov t^Xiov xoö depot; Metrod. v. Ch. A 20
Tiv6|J€vov Tidai xoiq xp€<po|ii€voi<; Em- (452, 19).
ped. A 33 (159, 27 ff.) xpotpri |Li(a Kai iti xpÜTTTjiLia. xpuTrtiMOTa d. auX6<; Archyt.
itoXXai . . . xpoqpf) xö xpecpov, xö olov (so. B 1 (260, 8).
xpetpeiv), xö iLicXXov (sc. xp.) Hippokr. xpuq)ep6<;. xpuqpepuuxdxr) €6pa Krit. B
12 C 2 (86, 31 ff.) xpocpf, dvepuJTTou C 1 2, 5 (614, 5).
(82, 19) xd(; Tre\|i€i(; xnt; xpocpnc; örjipet xpuqpn Vit. Emped. A 1 (161, 29 ff.)
Emped. A 77 (166, 2) vgl. A 76 (165, 25 €Zt]Xu)k6öi xriv (xüiv TTepo&v) xpuq)fjv
41^ 77 (165, 46) vgl. <sf\\]f\c,. xpoqpfiq xai TroXuxeXeiav Krit. B 31 (623, 3).
rfjq auxfic iTpoaq)€po|iievri<; . . . uoXXd TpcuiKoq Tit. ilippias A 1 [579, 16)
Koi dvöfxoia f^vexat Anaxag. A 45 B (584, 11) TpuiiKa Tit. Metrod. v.Ch.
303, 14) vgl. A 46 (303, 29ff) ver- B 3 (453, 20) 4 :453, 23). Vgl. Troja
schiedene Wirkung d. xpoq)ai (De- 30 Reg. II.
mokr.) A 163 (383,6) eXXeiiyei xpoqpf]«; xu^X^^^'v. ei koi . . . xuxoi • • elitiuv
xf]v opeEiv Parm. Emped. 18 A 60 Xenophan. B 34, 3 (52, 1) ci . . xüxot
112. 33) = 21 A 95 (172, 34) (6 (pd- ... Tevo^evT1 Antiph. B 49 (598, 16)
pufS) xpocpriv TrpoTi€^Tret (Demokr.) C 6 xuxöv loux; Epich. Gn. 38 (95, 20) m.
(448, 29) |i€xaßdXXov €i<; xpotpnv {(x\\xa 35 Genet. oxav div eivenev ttoveouffi xuy-
8C. niTop) (448, 32) — TTUKvujeeföri^ xfj(; xövujöiv Demokr. B 2<13 (428, 7) q)XQE
xpo<pf)q (Entstehung v. luna) Emped. . . . xüxe Wh'^ Emped. B 85 (197, 7)
A 72 (165, 5) — (xot dXXa ZOJia) xpo- cüXotxujv xuxeiv eiöiuXiuv Demokr. B
q>riv «Ypoxepav irpoacpepeöeai Diog. 166 (415, 31) riv €vö^ fioOvou (juirj)
A 19 (331, 43) xpo(pn d. öpyiöet; (331, 40 xuxujöi Kaxaq)€pö|U€voi . . . x«XeiTÖv öe
46) — (xä einßpua) dvaXojUßdveiv ÄöTrep xuxeiv kvöc, B 228 (426, 1. 2) xö elvai
öTTOYTiö' TU dirö xvi<; xpoqpfjc; öpeirriKd dqpave<; ^r\ xuxöv xoO 6oKeiv kxX, Gorg.
Alkm. A 17 (103, 11) ei r| Tovfi Kpa- B 26 (561, 84 vgl. 35) tt\ahx\c, . . . xu-
xi^aeiev, dppev,. cl ö' rj xpoopi], 8f|>u x<ivxa Emped. B 75, 2 (194, 7).
Hippon(V) A 14 (224, 47) — uuep- 45 xiiXti Protag. A 1 ;526, 12).
ßoXn, €vÖ€ia (dpxai xüjv vdöuiv) Philol. xufißoi; var. lect. [Emped.] B 157, 2
A 27 (239, 18) xrjv xpo(pY)v xexaY).ievu)(; (218, 11).
irpoafpepcööai Pythagor. D 4 (284,3) xu^rravoeiöii^. y*! I'eak. A 26 (348,14).
613
ußprrciv 614
Tutro«, ix6uo(; koi q)UJKU)v Xenophan.
A 3B (41, 36) Toö irarpiKoö tutcu tou
km^ekio<^ koi q>ei6iu\oO Demokr. B
228 i426, 4) ouXoqpuelg . . . tüttoi x^^'
voq eSavexeAXov Emped. B 62, 4 (191, 5
20) Entstehung y. o^iic, Demokr. A 135
(373, 45fif.).
TUTTOUV. TrjV IfUX^V f.TUirUJOaTO OITUi^
€ßoü.\€TO Gorg. B 11 (569, 1) passiv.
V. dnp (TUTTiuoiq) Demokr. A 135 (373, lo
29. 36 ff.)-
TÖiTTeiv. avjr] Tv^iaaa (TeXrjvafrj«; kü-
kXov Eraped. B 43 (188, 7) TUirTÖ|üi€va
ArcLyt. B 1 (258, 19).
TUTTU)Öl<; 8. Tutroöv. 1j
Topavvetv Zenon A 20 (130, 8).
Tupavvi»]. axv^epf\<, Xenophan. B 3, 2
(46, 17).
Tupavv{<;. brmoKpaxla Kp^liTOv xupav-
yfiboc, Periandr. 73» 3 (523, 17) xupawiq 20
cE dvoiufaq Anonym. lambl. 7, 12 (634,
30) T^i Tupawi'öi ivracplvji €xprjöaTO
V. Krit. A 1 (607, 34).
TÜpavvoq. öit>e toööc toO övofiaTO^ eiq
T0u<;"EXXiiva^ &ia6oOevTO<; Hippias B 9 25
(ö84, 29) Tupawo(; T^pujv Thal. A 1
(6, 6) Toii; T. evTUTXOveiv r\ wc, rJKiora
f\ luq ffixara Xenophan. A 1 (34, 21)
&(Kn TÜpavvo<; Krit. B 25, 6 (620, 27).
TupouiuXn«; ^rit. B 70 (629, 4). 30
tvpöc,. TupoO (Y€pdprj Tp6.ne.la) Xeno-
phan. B 1,10 (44, 26) Tupo^ Ka\ Tup6^
Dialex. 5, 12 (645, 6).
TuqpX6(;. Tuq)Xoi coni. Kiuq>o{ Farm. B
6, 7 (117, 20). ^ 35
TucpAoT^. bia voö TucpXoxrjxa De-
mokr. B 175 (417, 14).
TuqpXoOv. ai . . . öpeHei? xutpXoOaiv ci^
TdUa xr\v i^v^nv Demokr. B 72 ^402,6).
TOq)o^ Km aepyi] eö9ri<; (v. Anaximandr., 40
Emped.) 2, 8 (12, 46).
Tuq>u>v Erklärung Anaximandr. 23 (16,
22) Anaxag. A 84 (309, 4). Vgl. Reg. II.
TuxaiO(;. k(vii<Ji<; (Leuk.) A 24 (347, 23).
TUXH- i<iTT)Ti TuxTj? ireqjpövriKev anavra 45
Emped. B 103 (202, 1 1> tpuöei ndvra
tlvai Kai tv%r\t, Tex^n* oü6ev A 48
(161, 9 fif.) £oiK€v äirö TauTOfidTOU Ka\
TUXI^ T6wäv (tov öivov) V. Demokr. A
67 (364, 18) vgl. A 68 (364, 20 ff.) 69 (364,
31) (Tuxn) öeiöv Ti oööa Kai öat^oviui-
Tcpov A 70 (364, 37) n&vTa f^viaeai
kct' aurriv, xoO 6e xOüv ävdpdmtuv
aoxriv dnoKripuxxujv ßi'ou kxX. v. De-
mokr. B 118 ;407, 13) — TTepi xuxa^
(Eurysos) 33, 1 (249, 13) irepi Tuxn; :
elvai nev xi Kai öaifiöviov nepo^ aOxf^^
kxX. Pythagor. D 11 (291, 19) — cö
(ppovoOaiv oufifiaxf i xuxn Krit. B 21, 3
(619,24) xfj? xuxi*; (epT") opp. xtxiv
öeüjv, xuiv enifieXTiOevxuJv Thrasym.
B 1 (576, 25) xüxn? KÖXoKa^ Antiph.
B 65 (602, 25) xpiujv 'ivena x<ätpiv ex€iv
xf|i Tuxn« Thal. A 1 (5. 27) xuxn» «"xc-
öiöai Kleobul. 73i 3 (520, 16) xd<; mcxo-
ßoXöt^ Tf\<; xiixn? T£vva(iU(; (pepciv
(521, 3 Anm.) CKdöxou dpexr) xpid«;-
ouvcoiq, Kpdxo?, xiixn Ion B 1 (222, 3)
(tuxi) iroXXd xf)^ aocplat; öiaqpepouaa
trXeiöxa auxf^i o)ioia iroiel B 3 (222, 16)
xuxn M€Ta^66u)p0(; dXX' dß^ßai0(;, cpOot^
6e aüxdpKn? Demokr. B 176 (417, 16)
opp. oujcppoöuvn B 210 (423, 16) opp.
xöXmo B 269 (433, 10) xd xfic; xiixn«;
KOivd itdöiv B 293 (438, 1) xuxn? ^1^1-
ßoXXouan«; kci €\<; xö nXeov uirnT^o-
M€vn? Koxaxie€ö6ai B 3 (386, 1 7) xiixn?
€i6u;Xov e-rrXdoavxo . . . ßaid q>povi^aei
xuxn MaXCTOi B 119 (407, 23. 24) ^u-
ö|LioOvxai xoTc; xnq xuxn? Kepöcdiv opp.
xol^ Ti\<; ooq)in? B 197 (422, 4) xuxn?
Kcipö? [B 288] (437, 11) Koxd xuxnv
Demokr. (?) A 151 (381,1) (cpOvai) xf\i
xuxn» dTTofteööaGai Anonym. lambl. 1
(630, 3) xuxo* a' ^h Tä xPn^OTO xal
xöv ßfov 7, 1 (633, 25) 7, 9 ^634, 18).
Vgl. Reg. II.
XÜil 8. 6.
XIJ&«; Parm. B 8, 21 (119,18).
uaX oe tön (;. nXio; Philol. A 19 (237, 36).
Vgl. {ieXo£i&i^(;.
'Yd 5 B. Keg. n.
ußpiZieiv coni. axaauiZeiv Thrasym. B 1
20*
Ö15
ußpK
616
(Ö77, ö) ußpiZojitvo!; Ti^ujpoO Chilon
73» 3 (521, 30! yr\ . . ußpiöro (iroramliv
€KßoXaiO Emped. (?) B 164, 3 (217, 7;.
ößpif;. Übcrhcbuiig. "Yßpeuu(; ßiUjLiöq
Epim. A 7 (493, 13) ijßptv xPn öß^v- 5
vuvai Herakl. B 43 (68, 16) (öikt]) ußpiv
boöXov exni Krit. B 25, 7 (620, 28) ußpic;
KaKoOpyoc; ouöa ömaioTepa tj^c; &ia-
ßoXiK Hippias B 17 (585,27) Scharade.
oiix ußpi«; niveiv . . . Xenophan. B 1,17 lo
(45,5) vTcö YuvaiKb(; apxeöOai ußpi? . . .
€öxdTn Demokr. B 111 (406, 3).
u ß p t öTri <; V. Archiloch. Krit. B 44 (626,
27) üßpiarai dr, tou(; 6ßpi(JTd<; Gorg.
B 6 (557, 23). 15
uyiafveiv otpicTTOv Epich. Gn. 19 (93,
23) d. uYpÖTri^ bediagt Hippoa A 11
(224, 26. 30 ff.) t6 Ofio-lvov opp. tö
Kdjuvov (Tlieophr. gegen) Demokr. A
135 {376, 44) -firvujöKouöiv . . . eiöi- '2(»
o\ikvoi iiYiaiveiv Tfji yvuimi* Krit. B 39
(625, 27) V. aiöGnai? Emped. A 86
(170, 37) TÖ uYiaivov (aXeimia) [De-
mokr.] B 302 (446, 14).
{lY^eia. Tr]v TepitvordTriv . . 06ujv Qvv\- 25
Toic 'Ttfeiav Krit. B 6, 21 (615, 80) —
voXsooc, i)Yi€(nv ^Tro(r)(Jev i^6u Herakl.
B 111 (77, 18) Definition Alkm. B 4
(104, 4 ff.) Diog. A 19 (331, 33) re-
TpcKTU^ UYiefa^ dpxJl Pbilol. A 11 30
{235, ?) ev eßöoMdöi A 12 (235, 10) =c
11 ToO ei'botj^ biajLtovrj opp. v6ao^ Py-
thagor. C 3 (280, 3) uYis^tiv eüxfiiöi . . .
alrcovrai . . Triv be Tamr^c, 6uva|üiiv
ev eauToT(; exovxe^ ouk i'öaciv Demoki'. 35
B 234 (42G, 17) TrpoöoTcti i^c, uY^ir)^
(426, 20) t] Yviilür) toö oiL'.uaxo^ i^y^^-
TOi . . cl^ uY^ciav KOI \6aQv Antiph.
B 2 (592, 14] trpdYMaTa unep . . Tf^<;
öyiefa? ToO oai|LiaTO<; B 49 (599, 7 vgl. 40
18).
6 Y i e i V 6 ^. TpocpH [Demokr.] B 302 (446,
15).
{iYH^^> TÖ tv coni. ctvocrov Meliss. Aö
(137; 974*19) (xpfi.ua dXYeov) ouöe 45
lx€t liJnv Suvaniv TÜJi iJYiei B 7 (145,
17) ohh' äv TÖ iJYie? dXYfi<Jai 6uvaiTo,
^nö Yap dv ö\oito tö üy^^? (146> 2) —
miöev uYieq . . . XeYovxi Krit. B 15, 5
(617,6).
t)YPO^v€iv. ouTc uYpafveoQai ouTe lr\-
patveöOat (xd aTOjLia) Demokr. A 49
(361,38) (6 Y^'^'<"? X^^M"<i) wTPofvei,
uYpctivofAeva fte Kai ^k tj^^ x6.Hvjc,
Kivo'j)Lieva öuppelv de, Tf|V KoiXfav A
135 (376, 4).
v'^paaia. irpiuxr] Anaximandr. 27 (17,7)
r) ev xoic; ßpeqpeoiv Emped. A 74 (165,
21) uXeovaaiLiäJi xf^^ Orpaöia^ \ir\x^
tiavoelaOai mixe aia9dv€ö9ai Diog.
A 30 (333, 10). Vgl. 6ypÖ(;, uYpdxri^.
uYpd<;. Element. Kosmos, tö uYpdv
Prinzip Thal. A 13 (9, 19 ff.) 2, 12
(14, 21) Hippon A 6 (223, 36) vgl.
u6u!p. «wor Thal. 2,17(15,18) öir^Keiv
öioc ToO 0Toix€iai6oU(; «YPO" f)»5vamv
eciav 1 A 1 (10,41) vgl. 71 A 5 (605, 31)
x6 Sr^pov TU)i uYpwi |Lidxeö6ai (Thea-
gen.) 2 (511, 17) . . . tö Hrjpdv, tö
iiYpdv (fiGpr) TüJv oXtuv) Aegypt. 60
B 7 (460,25) = 'QKedvri, Tpoqp»! lii^xrjp
(460, 34) YET^vfioSai xfjv xiuv itdvxujv
q)u(Jiv 6K . . . Stipoö KOI ÜYPoö Zenon
A 1 (127, 4) uYpöv KOI Sripöv r\ Sep^öv
xai ti>uxp6v (tu dvra) Archel. (?) 21 A 29
(158, 17) öuo anlac, xfj^ Y^veöeiug 6ep-
MÖv Kai uYpöv 41 A 1 (323, 16) vgl.
xö 0ep|uöv xuji uYpui» tf[\ (Thal. Hip-
pon) 1 A 13 (9, 19) vgl. u&iüp, tjiuxpd^.
uYpöv auafvGxai Herakl. B 126 (79, 17)
humori {miscd, sc. natura) aritudinem
Epich. Enni 51 (97, 16) Kpdvoq iräcrav
ucpfoxriöi xfiv uYpdv Kai i|;uxpdv oiJöfav
Philol. A 14 (236, 32) Aiovucro^ ttjv ,
UYpdv KOI GepjLifjv eiTiTpoTreuei Y^veoiv 1
(236, 33) öx^^'Jvriv 0iX6xiiTa (= tö
uYpdv) Emped. B 19 (179, 19) — i^YPov
auHexoi viirö tüjv ökotcivojv dvaSu-
Hidff€U)v Herakl. A 1 (55, 31) ^YPd
dva9u|aia(Jii; Xenophan. A 40 (42, 47)
UYpd «puöi^ Entstehung Leuk. A 24
(347,41) eviou^ koöiliou? ept'ifiou? iiavTÖ^
UYpoö Demokr. A40(380,15) xö irpoiTOv
UYpdv Anaximandr, 27 (16, 41) (An-
tiph.) B 32 (596, 19) vgl. ÖYpacfa,
UYpÖTT]»; ff. ev uYpuJi Y^'^'I^H'^'ö' fd
617
Ö6WP 61»
irpOÜTO 2a>ia Anaximandr. 30 (17, 18)
T. '(fiv Tijüi xpovuji unö TOO UYPOO \u€-
ö6ai Xenophan. A 33 (41, 34) rot eiii
Tf^? Y»^5 O-fpd Anaxag. A 42 (301, 34)
sicca ab humidis sumunt (sc. hiimo- 5
rcw in tellure) Diog. A 18 (330, 38 ff.)
TÖ upTÖv trXeovd^ov xe>^»i)va amep-^A-
ZeoGai Hcrakl. A 1 (55, 45) — t6 öötup
UYpöv 2, 16 (15, 15) lifpo^ ö)Lißpo^ Krit.
B 2ö, 36 (621, 24) dnp Emped. B 88, 3 lo
(187, 1) Antiph. B 26 (595, 30) vfp6-
T€po(; (arip) Diog. B 5 (336, 3).
Psychologisches. Physiolo-
gisches. uYpf|v TT)v vuxnv ixwv He-
rakl. B 117 (78, 11) n/uxntoiv repijJiv 15
f\ edvaxov \}-xpr\\ai YCveoÖai B 77
(73, 14) vi^uxa» ctTTÖ tuiv uYpiJüv äva-
9u|Liiu)VTai B 12 (64, 13) xä -naibia
äcppova, TTo^i) Y«p cxeiv tö uTPov Diog.
A 19 (332, 1) — Wahrnehmung v. xä 20
uTpct Kleidern. 2 (327, 8) — xpe(p€ö6ai
xä Zwxa öict xr)v uTtöaxaoiv xoö *uYpoö
Emped. A 77 (165, 47) xä uuep-rtupa
[twia] XT^v 9Ü(nv afew iiq xö uYpov
A 73 (165,19) = 22,5 (219, 35) (xä) ev- 25
xepa meöa^ x6 u^pov eHcpäv Herakl.
A 1 (54,32) iLicxaßäAXelv xfjv »JTp6xTjxa
f[ eni x6 TiXexov uxpöv rj . . . Hippon
A 11 (224, 32) xOüi ÜYpüti . . . xu»i ev
xf]i f\ixnTr\i . . . 6iaKp{v€09ai xoü^ x"~ 30
\iov<; Alkm, A 9 (101, 36) oitep^a eS
tJTpoO Hippon A 3 (223, 30) vgl. xä
önepiLiaxa irdvxujv uTpd (Thal. Hippon)
1 A 13 (9,19) ÖMliaxa {)jp6. Demokr.
A 135 (373, 31) — otioia r\ nilic, koli 35
ireipi^ xoO uTpoO ^jiqpuxou, xoioOxov
KOI xov xuMÖv Menest. 7 (220, 10). Vgl.
vypaala, u^p^xr]^ ff.
UYPÖXTjq. itporrri Anaximandr. Diog.
2, 27 (16, 46 ff.) = 61 A 17 (330, 22 ff.) 40
d. K0M>^xTi<; Hippokr. v. Ch. 5 (232, 20.
24 ff.) ev iifiiv, KoB' r\v koi aloGavöiieGa
Ka\ ^i ZOÖMev Hippon A 11 (224, 25)
1^ Crrpöxri^ äq)aip€Txai xöv voOv Diog.
A 19 (331,40) ÖYpöxrixa exeiv 6eiv xöv 45
ö<peaXnöv Demokr. A 135 (374, 18).
Vgl. vfpaaia, utpö(;, uöujp.
dfcapi^^ 45 B 27 (276, 21;.
uöoxoepenjiijuv. ixöO^ Emped. B 21, 11
(181, 2) Akkus. B 23, 7 (182, 6).
vöaxiÄÖTiq. dvatpopd IVletrod. v. Ch. A
16 (452, 3) ävaQv^xlaaiq A 18 (452, 11),
Vgl. uYp6<;.
uftepoQ Vit. Herakl. A 1 (64, 27).
ijftpojieXaGpo^. ix6»5ffiv Emped. B 20, fr
(180, 9).
uöpoöKoiriKo«;. 'YbpoöKomKÖv Tit,
[Demokr.] B 300, 8 (441, 36).
'Y6poxöo<; (Sternbild) Demokr. B 14, 3
(391, 18).
u6piuTtiav Vit. Herakl. A 1» (56,41).
uöujp. über ö5u>p und uStup vgl. Poet.
Philosoph. S. 260.
Gott, vhiup = TToö€i6u>v, Zkä-
juav6po^ (Homer.) Theagen. 2 (511, 18.
23) nooeiöuiv Prodik. B 5 (571, 28)
Nf^axi; s. unten Z. 35 und Sp. 620,35.
Element. b.Aegypt. Homer Thal.
I A 11 (8, 39) Homer 66 B 13 (477,
27) Thal. A 1 (4, 8) 3 (7, 11) 12 (9, 4)
(auch Hippon) 13 (9, 17) = 26 A 4
(327, 43) 1 A 23 (10, 43), [B 2] (11, 20)
2, 17 (16,18) 71 A 5 (505,30) vgl. ötpö«;.
Thal. Hippon 50 (327,43) Anaximandr.
(falsch) 20 A 5 (139; 975»» 23) (uSujp =
Vuxp6v) Hippon 21 A 4 (164, 24) vgl.
26 A 6 (223,37) 8 (224,5) 14 (224, 14 ff)
vbwp Kot Tiöp A 3 (223, 27) 5 (223, 35)
vgl. i|;uxpö^. iJÖuip KOI yi\ Orph. B 13
(477, 5 ff. vgl. 28) fr\ koi uöiup n<ivxa
Xenophan. B 29 (51, 5) aqua terra
anima sol principia Epich. Enni 49
(97, 9) viertes Element (= Nf^oxiq)
Emped. A 1 (163,31. 33) {imbris) A 21
(156,33) 28 (168,6) 30 (168, 28) 33 (159,
II ff.) 37 (160,6) (cpuoei koi xtixnO A48
(161, 9) B 6 (175, 10) 17, 18 (178, 16)
ö5axo(;, ^aiY\<;, alGepo^, iieXfou Kipva-
^evwv B 71, 2 (193, 17) ÖMßpo? s. d.
uiiwp im Menschen s. Sp. 620,30ff. xä
ev xöi oqpaipai (öai|naxa) iröp, vbutp,
Tä, är\p Philol. B 12 (244,9) uöujp für
vfp6v Archel. A 1 (323,16. 18) 4 (324,7)
irpiJöxov oxoixeTov u5oxo<; Xeirrdxepov,
d€p0(; nuKvoxepov kxX. Idaios (?) (827,
36 ff.) — vbaxot; dpiöpiöq Pythagor.
619 öftuip
620
46 B 27 (275, 2ö) — dagegen vbwp
nicht Elem. Meliss. B 8 (147, 10 vgl.
148, 7) Diog. B 2 (334, 11).
Entstehung (KoBmologie).
Meteora. 4k toO f6vov (Z<ivTO(;?) 6
TTÖp, TTVtOiiia, u6ujp Pherekyd. A 8 (Ö06,
31) aas di^p (aus uöujp ff\) Anaximen.
A 5 (18, 14) 7 (18, 38. 19, 4) 9 (19, 17)
vgl. (Anaxag.) A 45 (303, 13 andere 20)
Archel. A 7 (324, 39) Metrod. v. Ch. lo
A 4 (4Ö1, 15) öbiwp Zfji tov ctepot; Bdi-
voTOv, Yfl TOV u6aT0<; Herakl. B 76
(73, 8 S.) vgl. vbaxi GdvaTo; yi\v fevk-
ffSai, €K TH^ ^^ vbvjp Y'veTai B 36
(67, 19) TTÖp YiveaOai u6u>p, irriTvu- 15
Mevov TÖ uöujp eic, ff\v TpeireoBai A 1
(55, 26) xfjv ff[v xeia9ai kl r]q tö u5iup
Yiveoeai (55, 27) vgl. A 5 (58, 16fiF.)
4k tujv v€q)€\u)v ööujp duoKpCverai, 6k
bk ToO u&aTO<; y^ Anaxag. B 16 (320, 20
21) TrjKOjuevov tö u&uip noieiv ff\y/
Archel. A 1 (323, 18) vgl. A 4 (324,8)
anders A 7 (324, 39) rnv fr\v Tpiito
Toö uöaTO^ Metrod. v. Ch. A 20 (452,
20) (CK Yn<;) OTßv irepiöcpiYYOMevTiq ... 25
ctvaßXuöai to u&uup Emped. A 49 (161,
32) u6iup lueiYM« itupcx; Kai yi\c, Parm.
A 35 (110, 46) — uöuip cßeöTiKbv toO
irupo^, TTup SiipavTiKÖv toO u&aroq
(Theagen.) A 2 (611, 18) — ck toö r.o
ciKOdaeöpou t6 u6ujp Fythag. 32 A 16
• (237, 11) — aus Atomen Leuk. A 15
(346, 28) 17 (346, 36) Demokr. A 1
(362, 27) — rfiv ff\v eqp' übaroi; Thal.
A 12 (9, 4) ööwp KOI depo tov intöov ;)5
(töttov eTTiOxeiv; Anaxag. A 1 (294, 1)
vgl. Archel. A 4 (324, 7j ubara oItiu»-
|Li€vov (ei(; TÖ 6iaK0ö)aeiv) v. Anaxag.
A 47 (304, 7) {jöu)p öeXriviaKÖv ((pSopd,
Tpocpri ToO KÖöjiou) Philol. A 18 (237, 40
34) — Entstehung v. KomiTTii; Hippokr.
v. Ch. 6 (232, 20 ff.) y^aXalav fiveaQai,
OTOv TÖ vbwp naYT^« Anaximen. A7
(19, 5) 17 (20, 14) öuaTpecpexai tö u&ujp
KOI TTUKvoÖTai Autiph. B 29 (596, 9) 45
vgi.x<iAaZa. tö nepix€6|ii€vov ubujp t&i
vcqpei ävc^ftv eTto{tiöev »i ilextev öjii-
ßpov Anaxag. B 19 (321, 10) ÖMßpiov
uöujp Xenophan. B 30, 4 (61, 11) vgl.
Deraokr. A 97 (368, 4) eTiirTi,ia(v6iv
u6aTi B 14, 3 (391, 15 ff.) vgl. 7 (393,
13 ff.) u6u»p €U)iov (392, 31).
Erde, ignibus quos tnuUis locis
terra operlos tegit aqtuim calescere
Eoiped. A 68 (163, 46) KOTct Trjv Qepi-
\r]v ujpav TU u6aTa kcto ti^v yH^
»jiuxpd, TOÖ bk x€.i^(jJvoc, öepiud Oinop.
11 (230, 47) aqzia Hlo incumbit, quo
■ris caloris et terrae aestiiantis arcessü
Diog. A 18 (330, 41) Entstehung t.
0€iöm6<; Demokr. A 97 (368, 3) 98
(368, 9) — TrriYn öaXaööa vbaroc, Xe-
nophan. B 30,1 (51, 8) Tct u6aTa mvö-
ILteva TrdvTO ck xi\c, Qo.\a.aar\c, 4ot(v
Hippon B 1 (226, 3 fl'.) i^ edAaoöa ßa-
BuTepa eöTi tüüv uödTujv (226, 7) ed-
Xaaaa öbuup KaöapiuTOTOv koi mapiO-
TOTOv Herakl. B Ol (70, 20) — CTepa
KOI €T€pa u&aTO emppei B 12 (64, 1 2)
€vi aiTeaT€<Jcri KOTaXefßcTai uöujp Xeno-
phan. B 37 (52, 8) ubwp ßaöu \pA<i\-
MOV, koköv Demokr. B 172 (416, 20)
t|>uxpöv uöujp (MvniitoauvTic; dirö X(|Livri<;)
Orph. B 17 (480, 12 ff.).
Mensch. Pflanze. Ya^1<; t€ koi
öboToq 6.KYev6jLieo0a Xenophan. B 33
(51, 20) TÜiroi xöovöi; eEaveTeXXov . .
ufcOTOt; T€ KOI XbeOZ, olOaV €X0VT€^
Emped. B 62, 5 (191, 21) hominis ma-
teriam igni simul et umori permixtam
A 72 (165, 13) vgl. 18 A 51 (112, 37)
u6u)p in aapi , veOpa, öötQ, a\na 21 A
78 (166, 5 ff.) (Nt^öti6o(; aiYXn) B 96
(199, 2 ff. 18) (ÖMßpoc;) B 98,2 (199, 32)
in ö(pQaXn6c, Alkm. A 6 (101, 22) (mi]-
viYY6^) iJÖaTO<; ߀v6o^ direaT€YOv dn-
(pivaevTO^ Emped. B 84, 10 (197, 2)
uöaxi . . vbüip oTTi^TraMev ß 109, 1 (203,
1») vgl. A 86 (168, 12 ff. 23 ff.) 87 (171,
17) xoic, TOÖ uöaTO^ (nopojq) to jieXava
Yvwp{2:€iv A 86 (168, 16. 170, 2) vgl.
A 91 (172, 12) u6aT0^ tö laeXav, uupöi;
tö XeuKÖv 56 A 135 (375, 8) vgl. öäojp
qpuffei lueXav Anaxag. A 98 (311, 28)
vb^p il»i opi&iaev Demokr. A 121 (372,1)
vgl. A 135 (373, 31 ff. 374, 18 ff) —
621
U^V€IV
622
VwxA»ö*v edvaro^ üöiop -fiviaQai . . .
ll uöaTOt; i|iuxn Herakl. B 36 (67, 19)
VUXn vbwp Hippon A 3 (223, 30) €E
vbaroc; A 10 (224, 8) vbaip yovo-noi6v
(224, 22) — 6xri\ia rpocf>f\c, Eniped. A 5
33 (159, 27) ^v auTiüi €xeiv rct Yevrj
TiDv xuM'Jüv d.vaiaQr\Ta ftia iniKpo-niTa
A 94 (172, •32) ev töji vbari EüXov,
(pXoioc, KapTTÖq Anaxag. A 45 (303, 17)
vgl. A 46 (303, 30fi.) oneppLaxa (Tut- lo
KaTaq)€p6|Lt€va tuji uöoti tcwöv xa
q>uT(!i A 117 (313, 19) — ipuxpöv ö' cOTiv
vbiup, tXuku, KaOapov Xenophan. B 1, 7
(44, 23) vbwp Kai xaGiJWcpGe laeöu
B 5, 2 (47, 8) eOT av uftuup oi'vuui ou|i- 15
fietp/ufievov . . . ■rrai«; 6iaTrofXTr€Ür]» Krit.
B 1 (613, 19) TTOTiipiov uftaroq Pytha-
gor. E 1 (292, 12) vgl. E 3 (293, 11)
dvctYKTi uöujp Trivciv oü KoGapov Krit.
B 34 (623, 28j vgl. Sp. 620, 15. 2o
Verschiedenes, oairev ev EuXwi
ööuup = olvoc; Emped. B 81 (195, 2^)
(u6u)p) oivwi . . . evctpeiLiiov . . ^Xaimi
ouK ^GeXGi (sc. MeiTvuöGai) B 91 (198, 4)
vgl. A 86 (169, 10) aXcpiTOv uöaxi koX- 25
Xiioat; B 34 (185, 9) u&uip d. Klepsydra
B 100, 16 (201, 6) ai'öiMov B 100, 15. 21
(201, 4. 10) uöaxo«; . . repcv 6€|ua^ cip-
TU(p€Oio B 100, 11 (200, 25) vgl. Ana-
xag. A 69 (306,25£F.) Schwimmen von 30
Metallplättchen u. U. Demokr. A 62
(363, 38).
ucXoei&Tiq. a(i)[ia (aeX»ivii) Ion A 7
(221, 33). Vgl. uoXoeiöiii;.
u€T(a Demokr. B 14, 3 (391, 18ff.). 35
vexoc, Entstehung Aegypt. 60 B 6 (460,8)
Anaximandr. 11 (14, 18) Herakl. A 1
(55, 41) [itnber] Epich. Enni 53 (97, 26)
wdvTiuv iLi^Tpa ix^'v • • • KOi uctujv Km
dvefiwv . . . Diog. B 3 (335, 8). Vgl. lo
OlLlßpO?.
ij i K 6 <;. uiKÖv Trdox€iv v. Krit. A 4 (609,31).
ui6<;. (tö Ttäv) irarepa ulöv Herakl. B 50
(69, 12) iraTTip q)iXov uibv d€{pa(; aqpd-
Ui Empcd. B 137, 1 (213, 84) irarep' 45
vioc, eXiuv B 137, 5 (214, 2) 'i\ib€iv
GvtiTÖv fevyrf\aac,' Anaxag. A 32 (299,
44) vgl. A 1 (294, 39) 6 faMppoö im-
Tuxuiv €Öp€v uioy, Demokr. (?). B 272
(433, 17) — n6ip{eou v[6c, Alkm. Bl
(103, 22) *EvmoO(; Tf\<i bouXnq (v. Ar-
chiloch.) Krit. B 44 (626, 22) 'ATXiTou
uie Emped. B 1 (173, 9) ulöv [Emped.]
B 156, 1 (218, 4) Tüjv uieuiv verivfiuv
oyniuv KOI koXujv . . . dnoGavövTtwv vt}-
ir€vGeu>^ ävir\r\ (v. Perikl.) Protag.
B 9 (640, 1).
uXn- ööujp Orph. B 13 (477, 5) opp. tö
Ttoioöv aiTiov (Anaximandi'.) 14 (14,31)
vgl. (Anaximen.) B 2 (21, 21) (Parm.)
A 7 (107, 16) 23 (109, 5), unten Z. 24.
dpxnv |Li€v elvai trjv öXnv, eXxa rd tco-
aapa art)i%e\a ii a\ni\<i öiaKpiöf^vai
Aegypt. 60 B 6 (469, 44) tö utv ^v
TTjv dvd^Kiiv, uXriv 6e ffÜTf]^ Td tct-
TOpa öTOixela, dbr\ bk tö N€'iKO(; k. ttjv
<t>iX{av Emped. A 32 (169,5) vgl. A 37
(160, 3) dpTT| öXt} opp. Kdcjioi; A 47
(161, 8) dXXo TT^v uX)-|v KCiXeiv üjc, peu-
öTtiv v. Pythag. 35 A 13 (253, 37; v«:l.
auch Trjv uXtiv peuöTtiv eivai Protag.
A 14 (531, 14) uXri opp. voö(; Anaxag.
A 1 (293, 17) 2 (295, 18) 42 '301. 24}
46 (303, 38 ff.) 7naterlam infinitam A
49 (304, 27) ihiHk; xf\(; uXriQ (Anaxag..
Archel. A4 (324,4) öuvaoGai ttjv uXt]v
. . . ndvTO elvai oöa nööi qpafvtTat
Protag. A 14 (531, 19) — tö Qewpr\ua
lr]X€i, Ti eöTi TÖ oijjLiirTiu^a tö KaTrj-
Topoujucvov xfi<; ev aurun öXrj«; (Zeno-
dot. nach) Oinop. 12 (231, 11).
vXiltiv. xa öid xf\c, xkcppaq uXil6|Li6va
Metrod. v. Ch. A 19 (462, 17).
uXiKÖq. TÖ naöriTiKÖv koi uXiköv = 6
öpaTÖ^ K6ano(; Pythag. 45 B 15 f273,
16) uXiKa\ dpx«^ Anaxag. A 41 ;301,
12) 42 (301, 25;.
u|Li€T(; 8. 0ü.
{imiv d. KdflMoq Leuk. A 1 (343, lOj 23
(347, 19} Trepioxct» 0)aevu)v Demokr. A
93 (367, 39) — üfievec; v6upu>Ö€i(; (€TK(-
(potXo^) C 6 448, 17;.
u)iiveTv. Ge6v Xenophan. B 1, 13 ;'45. 1]
u^veov äi(T|Lia Herakl. B 15 (66, 1' v€-
oiaiv djLivTiöai; Tpöiroi? Kjit. B 4 614,
24).
623 <iVivort6\o^ 624
u|iivoTröXo<;. uuvoiröAoi Stadium d. See- v)TTepßdXX€iv. cf xt^ uTtcpßdXXoi TÖ fie-
lenwanderung E&ped. B 146, 1 (215, Tpiov Demokr. B 233 (426, 14) uirep-
26). ßeßXr^KÖTCg xov KOipov B 236 (427,2) —
ö|iivo<;. 'Y|iivoi Tit. Orpb. A 1 (470, 6) intrans. uuepßdXXov (al|aa) €{<; töttou^
B 6a (474, 32) lö» (478, 24) ö|nvo(; irepi 5 toutoui; . . . Diog. B 6 (339, 1 1) — Kaxä
Aiovuöou Mus. B 19» (487, 27) e<; Ati- xö uirepßaXXov (sc. öxoixeiov) i^ -fv&öK;
jirixpa (488, 4) vgl. A 5 (483, 34) ujuvoi Parm. A 46 (112, 11) xä OTiepßaXXovxa
opp. epflvot Gorg. A 1 (544, 84) eXeü- opp. xä eXXefeovxa Demokr. B 191
ao^ai e? iröpov ujuvujv Emped. B 35, 1 (420, 11) — 'YTr€pßdXXovxe(; {Kdfoi) Tit.
(185, 27). 10 Thrasym. B 7 (578, 27).
unoKOueiv. xoi(; iöxupu»? <p€pO(aevoi<; uirepßaöi^ rhetor. Gorg. A 2 (545, 17).
(ßeXeöi) MäXXov uiroKolJei 6 di^p Ar- tJTrcpßoXri eep|n6xrixo(;, yiivxpdtryroc;
chyt. Bl (269, 18). Alkm. B 4 (104, 8) OnepßoXd Kound-
UTtaXXaTVi rhetor. Gorg. A2 (545, 17). xu)v, tjiuSioq Hipparch. 55 C 7 (449,
öirap Krti övop Demokr. B 174 (417, 6). 15 19. 20) x&v aloenx&v Diog. A 92 (310,
Oitdpxeiv. ?xi x'wwdpxoi Kf^vo xö ni- 34) bia xctv utrepßoXäv xoö lacYeöouc;
xpov ; Epich. B 2 (90, 2) iLifj uTtapxou- Archyt. B 1 (259, 4) — absol. utrep-
ffaq xäs €öxöO^ xu»v TtpocfpLaxwv Philol. ßoXii opp. eXXeiH^K; Demokr. B 102
B 6 (241, 6) dpxai unäpxov oux öjuo'iai (405, 3) — xfjv uirepßoXriv (sc. xoö ko-
. . . eööai (241, 8) xct lÜKapxovxa coni. 20 m*^xou) em juixpöv Pythagor. 30, 5 (332,
xo itapeövxa Demokr. B i-191 (420, 14) coni. TrapaßoX^^,; €XX€ii|>i^ Pythagor.
19). B 20 (274, 5).
öiiaxq?. dTrö{>ndxa<;e<;|a€(JflravauXXaßd, uitepöeöievai. uTr£p6e6oiK€ Demokr.
OTTO xpfxat; kc, (»irdxav 61' öHciäv Philol. B 278 (435, 8).
B 6 (241, IC, 18). 26 0Trep€X€iv Archyt. B 2 (261, 15 flF.)
6irdxu(po? V. Xenophan. Timon 11 A irpaxov xe 6uvd|iei koV tnrepexov [Phi-
36 (42, 13 vgl. 17). lol] B 21 (248, 4).
Oirclvai. i\v ^n voOi; \)nf\i Demokr. B unepGe Krit. B 25, 31 (621, 19).
105 (405, 10). 6iT€peupov Parm. B 1, 12 (114, 18).
öireKSeTv. öircKeeei .. Comp Eijaped. 30 uireptevai. i^cXioq.. imepi€ji€vo^(TOßav)
B 100, 21 (201, 10). Xenophan. B 31 (61, 16).
{iireKtrpoÖetv. {nreicrrpoeeoi Emped. B Oucpo^ßpia Plur. opp. auxMo( Anaxi-
36, 12 (186, 5). men. A 21 (20, 37).
uiT€vavx(o^ 6xpöiro? Hippokr. 12 C 1 uirepoirxav. uTTepumxTjinevov Prodik.
(83, 27) |Li€ö6xii(; syn. dpfioviKii Hippas. 35 B 4 (671, 8).
16 (32, 11) Archyt. B 2 (261, 13) 6|li- uirtpoxn —t>i&avf]fia Philol. A 25 (238,
ßpo» Kot irvcujuaxa vticyavria dXXriXoi^ 21) Koxd . . unepoxctv dvd Xö^ov Ar-
Antiph. B 29 (596, 8). chyt. B 2 (261, 15) vgl. oWeiov xfli
öirevepGe Emped. B 26, 7 (183, 4). epuöei xOuv emaeXuiv xoO (Xunjiexpou
^unep. (iLidxcaeai) uiiep xoO vöuou He- 40 xuiv uTuepoxuiv A 16 (255, 11) Q€6<; =
rakl. B 44 (68, 16) irpdxMaTa . . inkp xoö jiefföxou xtlrv dpi6|Liu>v if\ irapä xöv
. . xf\(; uTiefaq kxX. Antiph. B 49 (699, ifx^&rw \}uepo%/\ Opsim. 4 (260, 14).
7 ff.) ftöEov uTT€p ^auxoO Krit. B44 vnipnvpoq. xä unepirupa {Zma) xrjv
(626, 21) — ijirep xpayui)Liaxa tXi6<j<jti<; q)i5öiv &f€iv ei^ xö Oypöv Emped. A 73
Emped. B 4,11 (174,20) 0. öiivai^iv ... 45 (166,18). Authentisch? vgl.Onlp(pXoio(;.
KCl tp6<nv Demokr. B3 (386, 16). Oiripxaxo?. xP^tö«; uirepxaxa Emped.
^ncpßafveiv. uirepßi^oexai |H€xpa He- B 76, 3 (194, 18).
rakL B 94 (75, 19). Onepuepo«; Demokr. A 135 (378, 6).
625 viiroXedretv 626
{nrepqpXoioq. ^f\\a. Emped. B 80 (195, 'irpaiT{66öötv cpciaa«; Emped. B 110, 1
12). (203, 84) m. Akkus. 7^Xü9o^ev t6ö*
uirexeiv. Tfi<; . . . KOKi'ac auTÖ«; uTroöxn- 'd'fc avrpov Emped. ß 120 (208, 24)
ö€i xäq ahiaq Thrasym. B 1 (576, 28). (6iaTe(v€iv) tiirö xfjv ^aa%6Xr\y Diog.
iitrrjpeTeiv. umipeTi^cfei m. Dativ. Gorg. 5 B6 (337, 18 vgl. 338, 18 ff.) nfj uu
ß 21 (561, 10). iKeivQvc, Y^viiöCTai Demokr. ß 266
uTTTipexTic; (i(Jx"o<;} Krit.B25,2(620,23). (433, 4) — iiit' aurViv ^<jtiv ärapinTÖ?
unvo(;. Erklärung Xenophwi.A 51 (44,6) Pann.(?) B 20 (126, 16) örav ti Otto
Hippokr. 12 Cl (83, 21) Alkm. A 18 tö 6tp|uia Xuirf^i Diog. B 6 (338, ÄO)
(103, 16) Emped. A 85 (167, 46. 168, 2) 10 uitö fi\v oiKoOvret; Antipb. B 47 (698, 5).
Anaxag. A 103 (312, 7) Diog. A 29 (332, u u o ß o X rj (köomou) Demokr. A 3 J/ (360, 3).
42) Leuk. A 34 (349, 14) Demokr, A uTroöeiKvuvai. outoi . . . ttdvra e€o\
136 (379, 17) iijLiepriöioi uirvoi Demokr. Qyr\xo'id' vireöeiHav Xenophan. B 18, 1
B 212 (423, 19) ev unvoig XriGuToi He- (49, 17).
rakl. A 16 (60, 11) ev xolc; uttvok; fjx- 15 xfrtobelv. tov fceSiöv uirobelööai wpÖT€-
Tov cppoveiv Diog. A 19 (331,39) (it6öi<;) pov Pythagor. C 4 (280, 83).
iip6<; . . öirvov r]PMO<JTai, töv KafiaTiuv v-aobe\€.<jQai. Kai n€ 0€ä . . uneöeSoxo
\nxkva Krit. B 6, 20 (615, 20) dvd- Parm. B 1, 23 (115, 4).
trauiua kokojv Anonym. lambl. 7, 6 unobriXujöi^ Euenos 74 A 26 (534,27).
(634, 1) vgl. aber 7, 11 (634, 25) b\ba- 'io utroörma. aOxo^ OKUxoxo|if|<jai v. Hip-
öKoXfa Gavdxou Anaxag. A 34 (300, 9) pias A 12 (582, 13) apiöxa AoKWviKa
'f\br] jLie 6 öiTvo<; ctpxexm TrapaKaxoxf- Krit. B 34 (623,24) Kaxaxpfßeoeai Kai
Qeadai xd6eX<pü>i* Qorg. A 15 (548, 6iappVjtvuö9ai koköv, d^aBöv Dialex.
22) — uTcvov auxOui SiriYeixo jucKpöv 1, 5 (638, 16).
KCl oveipov öiSdoKoXov v. Epim. B 1 25 üiro6po|Lifi aeKr\vr\i Thal. A3 (7, 8).
(494,13) 'AvTKp&v 6 xOüv övcfpiuv {iirööuaiqdcpo^ Anaxag. A 89 (309,40).
i)iroKptxTi<; xouxjiq itapct xoö "Yirvou vTtöQcOK; 19 A 12 (129, 9) = 23 (131, 8)
Xaxdiv xf^^ xi|jf^^ 80 A 7 (591, 2) — (feuiM^xpou) 80 B 13 (594, 19).
ÖKÖoa 6uftovx€(; (öpeoinev) vrcvot^ dist. uitoejiKTj. 'YnoOr^Kai Tit. Mus. A 1
edvaxo^ Herakl. B 21 (65, 20) videbar 30 (483, 2) Demokr. B 119 (407, 16 vgl.
somniare Epich. Enni 47 (97, 5) ei- Anm.).
bixika noieiv xctq Kaxd unvov otj/ei«; üiroxeiöeai s. uiroxtöevai.
Demokr. A 77 (365,36) direiKaoav xd uwoKpixiKÖq. CmoKpixiKrj eEarraxäi el-
6vxaxoi^KaxduTtvoug ...trpoaTrdrrouöi boxac, Hippokr. 12 C 1 (85, 26) nepi
v. Anaxarch. A 16 (457, 28). 35 aixfiq eltrelv v. Thrasym. B 6 (578, 15).
Oitvoöv opp, CYPITop^vai (öidecaii;) Pro- uTrÖKupxoq. fiXio<; HerakL A 12 (59, 4).
tag. A 14 (531, 24). Vgl. KUpx6<;.
><öirö m. Genet. Tn/b/y«. uirö oiiiKpöxri- UTroXafißdveiv. ä uev aöiKa uneiXrj-
T0<; Anaxag. B 1 (313, 34) ttXii8€0(; q)oai, a öe öfKoia Herakl. (?) B 102
Diog. B6 (336,16) d(puup6xT)xo<; Ana- 40 (76, 21). Vgl. uiröXnvK-
xag. B21 (322,4) dv^TKrj^ Lenk. B 2 unoXciueiv. xurüeklassen. unoXeMi
(360,6) vitb }xr\Tioc, eu bc&auixe Em- xö oü Ka9ap6v Krit. B 34 (624,2) öno-
ped. B 23, 2 (181, 26) oft beim Passiv. Xedrcoem v. Kometen Hippokr. v. Gh.
z. B. Herakl. B 114 (78,5) 117 (78, 10) 5 (232, 20 ff.) ou . . OitoXckcxoi i\ni<;
PhiloL ß 6 (241, 5) Archyt. B 1 (260, 45 cwiKoupfn«; Demokr. B 287 (437, 8) —
1.8) Anaxag. B 9 (337, 18) Diog. B 6 ausgehen, nn iLiiroXeCneiv fkvtaiv koI
{335, 20) Demokr. B 49 (400, 1) 103 q>eop(iv Anaximandr. 15 (14, 46) vgl.
(405, 5, u. o. m. Dativ, dbtvl^ioiv uitö eXXefrrciv, ^mXeCveiv . o{»x önoXcCwei
627 uTr6Xnv»<; 628
oOtöv 6 XÖTo^ V. Gorg. B 17 (560, 26) 0?. uoXutovo«; Demokr. A 151 (380, 41)
OncXmov o.ü truinoKa (Öcof) Epich. B 1 ireivuiöa Antiph. A 8 (591, 4) ue^ ßop-
(89, 16). ßöpuji f\bovrai Clem. Strom. 1, 2 p. 4, 8
Äir6Xtnpi(; coni. boia Pythagor. D 8 St. = Herakl. B 37 (68, Ä) vgl. B 13
(287, 16 ff.). 5 (64, 16). Vgl. oö(;.
tiitoibieveiv. TÖv ki'v&uvov iJiro|Li€tvai uörepa. xai«; tTJvaifiv eit; rä? uarepa^
Gorg. B 8 (558, 9). (TeXeuTujaiv (pXeße?) Diog. B 6 (339, 7)
Onöiivrina. 'Yiro|uvii|iaTa i^Gik<4 Tit. De- al (pXeße<; olov {)ilai irpcx; xfiv iKTTepav
inokr. A 33 (357, 18) = B 4^ (387, 1) auv<iiTTouai Aristot. 55 A 144 (380, 4)
KQT iblav T€TaTneva jB] (439, 4 ff.) = lo Geschlechtsunterschied Emped. A 81
(358, 8). (166, 39 ff.) Anaxag. A 107 (312, 24)
U7ro|iiovii. Triv tü»v äKovaiwv (sc. nö- {onep^a.) eicroq irinxeiv Tf[c, varipaq
vuiv)uTro|uovnv Demokr. B240 (427, 21). Hippon A 13 (224, 40) Ernährung d.
ijnotroXXoTrXaöio«; u. TroXXauXdaio^ Embryo Demokr. A 144 (380, 7) Ent-
(dpiö^ö^) (Speusipp. nach) Philol. A 13 is stehung v. repara A 146 (380, 17). Vgl.
(235, 37 ff.). liiilTpa.
v»n6nT€poi; öpOqPherekyd. B2 (508,1). uarepoc. uöxepov coui. KoGuTrepexö^e-
unoTTTo«; npbz ärcocvrac, Demokr. B 91 vov opp. Trpärov [Philol.] B 21 (248, 4)
(404, 1). uaxepiui xpovuii Antiph. B 54 (600,
{)-n6aTaai<; xoö uYpoO 21 A 77 (165,46) 20 15) — uöxcpov r\ npöaOev Pann. B
yf^v vit6axaaiv koi xpuT« toö ööaxo^ 8, 10 (119, 7).
Metrod. v. Ch. A 20 (452, 19) vorma f\ {iqpaipeiv. {iqpeiXexo Antiph. B 54 (600,
H€xpov xövxpovov, oux üTcoöxaöiv An- 15).
tiph. B 9 (592, 33). v^pavTiKoc,. öpdxvriq ^v OqjavxiKf^i (jua-
i»ir6ax€T0<:. ävxpov Emped. B120(208, 25 Qr]Tai) Demokr. B 154 (412, 16).
. 24). {)cpr)fe'ioQai.tf\(;iv\r\c,...dc^rh'n\iov
ÖTfDOxpo<pTi irXiiHeiug Anaxag. A 106 uTnTfeo!uiev»i<; Demokr. B 3 (386, 18).
(312, 19). ucptöxdvai. *uq)iaxa|nevoio cpaeaox (sc.
(jiroxdxxciv. Ol ÜTtoxexaYiLievoi opp. KOI- f]\lou) Emped. B 48 (188, 31) uqpiöxa-
po{, €vavx(oi [Demokr.] B 302 (446,44). 30 «Oai v. yf^ Anaxag. A 42 (301,30) Ax-
{)TroxeKMa{p€tv(Thra8ym.) A4 (574,14). chel. A 4 (324, 9) Leuk. A 17 (346,36).
diroxiBevai. üitoxCGcaöai (oxoixe^ov) 50 uipriXo^. ff\, koo^xo^ s. d. — xf^i Xe£€i
(327, 3ö ff.) u. ö. euKoXov x6 äXXiui utto- v. Antiph. A 2 (588, 16).
eeaOai Thal. AI (6,4) ipdaxc, unoKei- un^oq. ^poc, otTrXexov uijio^ Emped. B
H€VT] Anaximen. A 5 (18, 11) (Herakl. 33 17, 18 (178, 15) dtrö xnq ff]<; ei^ xbv
Hippas.) 8, 7 (30, 45) = 12 A ö (58, 10) oupavov A 50 (161, 34) dtvaTniöiiaavx««;
xb uTroKe{|aevov (Anaximandr.) 9 (13, de, \j\\ioc, Krit. B 36 (624, 24).
H) Kaxä xö uTTOKeifievov öiopi'Zeiv 55 inpouv. xct ßopeia i)«|/iju6nvai Emped. A
A 135 (277, 20) u. ö. 58 (162, 36).
önoxpiüteiv. uiroxpoiYovx' epeß(v0ou(; 40
Xenophan. B 22, 3 (50, 9).
uiroupxetv Demokr. B 255 (430, 12) xct
bUma Gorg. B 21 (661, 15). (pafibaiva Demokr. B 281 {436, 7).
iL»noq)i^x?]<;. Aiöq . . Oiroq)fixa; (Epim.) qpaeöuiv. i^eXfou Emped. B 115,11 (207,
B 21 (497, 21). 45 17).
intoxujpetv. uTTOXiüpnaai . . ouk Ix€i qpafvciv. intrans. ('ApKXoq)üXaE q)afviyv)
ou6a|ifii (xö öv) Meliss. B 7 (146, 7 vgl. Kleostrat. B 1 (602, 18) 6inr6cra Qvr\'
8. 10). xotöi ireqptivacriv claopdacfGai Xeno-
629
(pavxaöia
630
phan. B 36 (62, 6) — med. in die Er-
scheinimg treten. h\i i\o\ q)aivo^evTiq)i
Kleostrat. B 1 (602, 19) q>a(vovTai . . .
MeT(4Xai (cp\ۧe?) Diog. B 6 (338, 10
vgl. 18) oaa «pafvexai ev TuJibe tu« 5
K^öMuit €6vTO B 2 (334,11) sich zeigen.
aireipa pctvcovrai Philol. B 2 (240, 8)
(pavcTxoi TÖ ToO KuXfvöpou ir€itov9u)<;
6 kOövo^ Demokr. B 155 (413, 1) (er)-
scheinen. Heva (pafvexai Herakl. B 72 lo
(72, 22) ÖEea Archyt. B 1 (259, 9)
&rnu<^ xä Trapcovxa öoi . . . \iey6iKa Kai
Zr\\wta <paivT]Tai Demokr. B 191 (420,
19) Kuiuv xuvi KctXXiffxov el|i»€v qiaivexai
Epich. B 6 (92, 4} offenbar sein. Kpefö- 15
ou)v . . . q)av£ixai B 181 (418, 14) (pai-
vcxai . . . e6vxa Phüol. B 2 (240, 2).
Doxographie. q)aiv6fievo^ rikioq
opp. dpxETuiTO^ Emped. A 66 (162, 20)
— x6 Koivf^i Ttäai q)aiv6jievov ttktxÖv 20
Herakl. A 16 (60, 22) — (ouftev xuiv
<paivon€viuv cTvai xu»i notvxi) Parm.
19 A 21 (130, 37) — ö^t? xu)v äönXuuv
xä <paiv6|n6va Anaxag. B 21 (322, 13)
danach Tf^<; tujv äfti^Xwv KaxaXi^ijicuK; 25
xä <paiv6|n€va (xpixiipiov) Demokr. A
111 (370, 32) =^ Diotim. 3 (466, 8) kv
Tun (paiveöOai rdXr\Qk<;, evavxCo 6^ Kai
äneipa xä <paiv6n€va Leuk. A 9 (345,
17) vgl. Demokr. A 101 (369, 19) 112 30
(370,40) 113 (370,47fif.) aber w^vra
dtvr)ipiiKaai xä q)aiv6|i€va A 110 (370,
28) 6x€ ^ev ävatpcl xä (paivopieva xatq
ai<T6n<J€(yt KOI xouxujv X€f €i nx]bky qpaf-
vcöBai Kax' dXrieeiav . . . B 9 (388, 16) 35
xä (paiv6M€va öieXaßc B 125 (408, 16)
ILtf) xaixä 1:001 (pafveöSai xoT<; Zunoig
A 135 (375, 38 vgl. aber 376, 40) cl
Ka\ nn iräaiv 6 auxo? (X"MO<;^ öjioCiu?
<pa{v€xai A 130 (372, 46) — ota |Liev 40
äv 6|uioi (palvrytm xä irpdf^axa elvai,
xoiaOxa fiev ioxiv ^no( . . . Protag.
A 13 (531, 4) vgl. B 1 (536, 26 fif.)
xfÖTjoi xä q>aivöti€va ^Kdoxiui növa
A 14 (631, 13) — €K xOtiv q)aivofi€va)v 45
Koxä xnv oiö9Tiaiv . . . irpoaxöevxe^
V. Thal. Hippon. 1 A 13 (9, 18) = 26 A 4
(223, 32) dtKoXouBeiv xot«; qpaivoiulvon
(Aristot.) 18 A 24 (109, 12) — 0aiv6-
M€va Tit. 70 A 3 (502, 6).
q>aK6(;. q)aKoi iiiexä q>OKwv Demokr.
B 164 (415, 4).
(paXaKpöq Demokr. A 68 (364,26).
cpdvai. e-jii) (prl^l Meliss. B 8 (147, 9)
ouTTOxe qprjai Xenophan. B 1, 6 (44, 20)
o^ cpriffi Antiph. B 48 (598,10) <paM€v
Meliss. B 8 (147, 16) tpaaiv Xenophan.
B 7,3 (47, 21) Pherekyd. B 2 (508,12)
Meliss. B 8 (147, 12) Demokr. (B 30>
(397, 20) q)ävx6<; Herakl. B 121 (79, 3)
eqpav Archyt. B 1 (258, 16) — qtaaQai
Xenophan. B 7, 3 (47, 21) coni. vocTv
. Parm. B 8, 8 (119,6) (paiaevoi^ Meliss.
B 8 (148, 10) (päxo Mus. B 11 (486, 1«)
<5oni. Trpoornjöa Parm. ß 1, 23 (115, 5}
qpaxov coni. votitov B 8, 8 (119, 6).
(pavcpoc,. cpav€pf|(; (äpiuovin«;) opp. ä<pa-
VTi^ Herakl. B 54 (69, 22) Trpocftpfriv
Xenophan. B 2, 7 (45, 20) <pavepöv ort
Archyt. B 1 (261, 2) fvwaiv xilrv «pave-
pujv Herakl. B 56 (70, 2) ck xüjv cpave-
püjv xä ä(pavea aKeirreaGai ouk kiti-
oxavxai Hippokr. 12 C 1 (83, 23) xä
äq)avf^ xoT^ qjavepol^ xeKjuafpou Soloft
73*3 (621,15) (pavepüjc opp. X^Opin
Demokr. B 181 (418, 17).
<pavö^. xpoci Parm. B 8, 41 (121, 2\
cpavxaoia. dnrdxTi <pavTaa{a<; Timon v.
Parm. A 1 (106,8) — Koxä q)avxaö(av
Kai ftÖKriöiv xä iz&vra Leuk. A 33 (349,
10) itäöa OUK ä\r]Qif\<; Demokr. Piaton
55 A 8 (353, 27j = 114 (371, 11) gegen
Protag. vgl. 74 A 15 (631,31) B 1
(536, 8. 27 ff.) TTÖcfav qpavxaöfov koi
ioEov vcuöcaeai Xeniad. (543,24) Ent-
stehung d, (pavraaia Demokr. A 125
(372,16) 135(375,34) ^ ötdeeaic alxia
xf^<; qpavxaöi'a«; (376, 41) — <pu»x{Z€(j6ai
irpöq xf)v (pavxaafav (syn. npöq t^v
i1|Li€xepav 6\f>iv) 12 A 12 (69, 9) xf^i
kcxo xfjv öuXXrm/iv qMxvxaaCat xi^c; y"-
votKÖq Emped. A 81 (167, 9) Koron-
xpiKi^ Pythagor. B 37c (278,46) vukt€-
piva( Emped. B 108 (203, 8) eiöiuXwv
(povxaoiai (Demokr.) A 118 (371, 27)
6iavoTixiKa( (371, 28).
631 (pavTaoiidc,
632
(pavTacftö^. M^Xiaoov . . . uatipuiv ((pav-
xaajLiüJv) . . . TJööui Timon 19 A 1 fl26,
16).
qxio^ 3. q)u«;.
(p d p af £■ tpapafT^ <; *Qf ae\r\vr] Anaxag.
Demokr. 46 A 77 (308, 11] Anaxag.
A 42 (302, 4).
<pap|LiaKe(a. äpiörov, cpXaOpov Hip-
pokr. 12 C 2 (86, 45) tu irepi raq qpap-
ILiCKefa«; fjTtov 5oKi)ui(iz;€iv Pythagor.
D 1 (282, 11).
<pap|LiaK€iJ€iv. ireiGoi . . . xrjv vux^v
€q>ap|[xaK€Uöav Gorg. B 11 (559, 16).
(p&p\xaKov. uoX^^xpoa (d. Maler) Em-
ped. B 23, 3 (182, 1) — <p&pnaKa . . .
KaKUJv Koi "nipoo^ äXKcp B 111, 1 (204,
12) if\ Tuiv cpapiLictKiuv xdHi? Gorg. B 11
(559, 11 f.).
<pop|iiaK07riuXr|C Krit. B 70 (629, 7).
«pÄpo^. yLefo. T€ Km xaXov Pherekyd.
B 2 (508, 8 vgl. 2. 16) -navaXovpyia
q>ap€a Xenophan. B 3, 3 (46, 18).
^pdpuTH (Demokr.) C 6 (448, 27).
<p&aic, Teil des Logos coni. ävc6(paai<;
Alkidam. 74 A 1 (526, 19).
<p<iöK€iv, eqpaöKov Xenophan. B 38, 1
(62, 10).
(patfZeiv. (paxlZiu (biciKOöiuiov) Parm.
B 8, 60 (122, 4) ^v tfii TrecpaxiGMevov
eöT{v B 8, 35 (120, 14).
(p (ix I ^ Sprichtcori Herakl. B 34 (67, 15).
<poöXo^. xöv cpaOXov irapaq)uX(ixxeiv 6ei
Demokr. B 87 (403, 16) fpa{i\r\v itpfiSiv
opp. X<5to(; €ex6<; B 177 (417, 20) mh
iraxpoQ öexou x6 tpaOXov Thaies 73» 3
(622, 3 vgl. Anm.) (paOXov . . \ii\x(.
\klx\\c, |urix' epYaöni Demokr. B 244
{428, 10) cpauXuiv ii\i\k{^ B 184 (419,
12) (paOXujv epfwv koi xou; Xotou?
trapaixiixeov B 190 (420, 6) xüjv cpau-
Xöxepov (ßi'ov) irprjööovxiwv B 191
(421, 7).
«p € { 5 e 0 6 a i. q)€i&<5|üi€vov OTioeav^v opp.
Zarvxa evöeioöai Periandr. 73* 3 (523,
18) o\ cpeibo/iievoi coni. ep^aZioinevoi,
xaXaitnupoOvx«^ Antiph. B 53 (000, 2)
\pux»\^ <p€{6€ö9m Anonym. lambl. 4
(631, 18flF. 632, 18).
q)6t&6^. iroXXöv q)€ib<Sxepoi cq xä XPH-
iLiaxa Demokr. B 279 (435, 16).
qpetftiu coni. Xi.u<5^ Demokr. B 229
(426, 6).
5 9€i&u)X6^. xuTTOu xoö km\iö>.ko<^ Ka\
<pei6ujXoO Demokr. B 228 (426, 5) ol
<p€i6u)Xo( B 227 (425, 1») oi xüjv (p€i-
öiuXutv iratftec, B 228 (425, 21).
(p^pe hr\ Antiph. B 49 (598, 13. 20.
10 599, 20).
q)€p€iv. trafen, bringen. (66bq) q)^p€i
eiööxa (ptlixa Parm. B 1, 3 (114, 0)
'IpK; . . . avcfiov q)ep€i Emped. B 50
(189, 6) Kcpbea Zr\\xia.v . . (pipei De-
15 mokr. B 220 (424, 21) (pepo^ev opp.
dTToXeiTtoiiev Herakl. B 56 (70, 6) (tipai)
Tidvxa qpepouai B 100 (76, 12) ?wb:oi
xai jLie qpepoumv Parm. B 1, 1 (114, 7)
vgl. B 1, 25 (115, 7) <pepov B 1, 4 (114,
20 10) e|Liaux6v uöXiv gk ii6\€wc, q)€pujv
Xenophan. (?) B 45 (53, 14) (pepuiv
dire8exo (sc. xö dpftjpiov) Antiph. B 54
(600, 14) ertragen, cpepeiv npoeuj«;
irXnMMeXeiav Demokr. B 46 (399, 18)
25 trevfrjv eittciKeujq B 291 (437,19) trev-
Qea €ppu)|uevai(; cpepovra Protag. B 9
(510, 6) — passiv, i") oiaxbq cpepoixivi]
eaxtiK€v Zenon A 27 (131, 42flr.) dei
x6 qpepöjLievov cv x&i vOv (131, 46) xa
30 auxä fievovxa koi 9€pöji€va A 13 (129,
16) xa q)ep6|ueva . . . ouiuuexrii Archyt.
B 1 (258, 16) xä dvxi'av qpopäv q)€p6-
neva (258, 17) ofiodu^ (258, 18) v. ßeXr)
(269, 16. 17) (piuvri (260, 2) lIV£ö^a
35 (260, 7) €l<; 'ipfa *alei opepÖMCvoc* bi-
Koia Demokr. B 174 (417, 5) (pepöjuiiv
Parm. B 1, 4 (114, 10).
qtepia^ioc,. "Hpn Emped. B 6,2 (175,9).
qp e p 1 0x o ^. (pepiöxe Xenophan. B 22, 4
40 (50, 10) xijLifiiöi qpepitfxoi Emped. B
21, 12 (181, 3) = 146,3 (215,28) vgl.
B 23, 8 (182, 6).
(peuYeiv. qpcufdvxf^ öhjukouchv Demokr,
B 203 (422, 17) xlu«; uoX6)a(iü^ (peu^ev
45 alöxpöv, xu>^ dvxoTiuviöxä? koXov Dia-
lex. 2, 7 (638, 21) <puYuiv opp. Xaetiv
Qoi^. B 6 (657, 12).
«pi^Xw^a Plur. Antiph. B 71 (603, 4).
€33
(peopd 634
tpY\nr]. TotauTriv eauTuii (ptifi^v (dTroXi-
TTLuv) Krit. B 44 {626, 30).
<peeTT€öGai Tt&i KofAuui (xb Kevov xiliv
u)TUJv) Alkm. A ö (101, 18) a<pobp(ui
TUJi irv6u)j(tT» (pQefx6pLevoi Arcliyt. B 1 5
(259, 16) öEu (peeTEeiToi (260, 16)
<p0CYSa.ulvu) lii'fa, juikkov (260, 5) vgl.
unten Z. 12. q)6eTSa|U€vr]q {V^X^I?) ^6-
nophac. B 7, 5 (47, 23) — dxeXaOTa
<peerreo9m Herakl. B 92 (75, 16) lo
€q)9€Y2ctvTO 6€iijv . . cpfct Xenophan.
B 12, 1 (48, 18) xpTf\iZotxii; ti ueya
tpeextacTöai kci öHu Archyt. B 1 (259,
14).
q)0€{p. q)8eTpa^ KaTaKT€{vovT€(; Herakl. is
B 56 (70, 4).
q>ee{p€iv. t6 dvavTi'ov q)9e{pei koi kuj-
Auei Emped. A 86 (170, 9) med. opp.
•fffveoeai. ei<; t6 äireipov ircivTa q)0e(-
peöSai Anaximandr. 14 (14, 28) ovbkv 20
Tiverai ou5e (pQdpexai Xenophan. A
33 (41, 25) Meliss. Farm. 18 A24 (109,
19) eixe e(p9€fpovxo . . oOkcx' dv f\aav
(Elemente) Emped. ß 17, 31 (179, 8)
öiaXXaxxo^evtJUv Kai öiaKptvofievujv 25
(pQeipeaQai 20 A 5 (139; 975'' 14) vgl
Demokr. A 58 (362, 47) ou6e t^vexai
ou5e q)8e{p€xa{ xi xiöv 6jiotO|a€pu)v
Anaxag. B 5 (318, 3) öiropiuxaxov -rtüü^
. . . buvoxa{ XI . . . qiOei'peöeat de, x6 30
fifj öv A 46 (303, 29) elq x6 fifj öv itäv
x6 <p6eipö|uevov qpeefpeoöai Xeniad.
(543, 26; yivöueva Kai q)0€ip6|Li€va noXXd
opp. 6 (elq) [Philol.] B 21 (248, 10).
Vgl. q)0op(S, dTToXXuvat, 5iaKp(v€iv — 35
fifveaQai.
iTÖv x6 YIVÖ.U6VOV q)0apx6v Xeno-
phan. A 1 (34, 20; irdvxa <p0apxa ev
6uvd|nei Meliss. A 12 (142, 25) airavxa
q)8apxa uXtjv xujv oxoixeduv Emped. 40
A 52 (162, 8) (pGapxnv (k(viiöiv) xoi^
(p0apxo7(; Herakl. A 6 (58, 27) kööjho?
qpGapxöi; (ip0€(p€o0ai) s. KÖcXfio?.
<l'9i|aevri opp. Ouuiu Emped. B 123, 1
(209, 19). 45
<p0{veiv. q>0(vei €i? dXXrjXa (Elemente)
Emped. B 26, 2 (182, 24) aij5(Sv€ö0ai
KOi <p0iv€iv . . . äiroKpivopivujv xuiv
Trpiuxcuv Oü}\i&T{uv Demokr. A 58 (362,
47) |jeio0ö6ai Kai (p0iv€iv (xä ZOüio) öiä
xrjv CKXenpiv (xoO UYPoO, 06p|uoö) opp.
auEeöOai, xpeepeoOai Emped. A 76
(165, 47). Vgl. <p0iai(;.
<p0ivoTru)pivö(;. 6iä xi to!^ <p9ivoinM-
pivoi(; evuTTvfoti; TJKioxa iTiax€uo|bi€v
Demokr. A 77 (365, 32).
<p9{ai^ bia xrjv diropporiv Emped. A86
(170, 26). Vgl. q39iveiv.
q) 0 6 T Y 0 ^' ^vö^ q)9ÖYYow KOfä xctQ au|a-
cp{jjvia<; xj]v dvxfXinjJiv Archyt. A 18
(256, 22) xoi ö?€i^ cpQoYYOi x^xiov Ki-
veovxai B 1 (261, 1).
cp9ov€iv. 6 q)9oveujv eiuuxöv . . . Xunlei
Demokr. B 88 (403, 18) — <p9ovoö
liäXXov ri oiKxi'pou Thal. 73* 3 (522, 8
vgl. Anm.) (6) fifj q)9ovou)i€vo<; opp.
eXeeiv Epich. Gn. 34 (95, 8 f.).
cp9ovep6(;. öntXä oi <p9bv6poi KaKoOv-
xai Hippias B 16 (585, 21).
q)96vo(; coni. ijieO&o^ (xcn; xtö direCpuu
. . . (pümö? eöxi) Philol. B 11 (244, 3)
öxdcfioq dpxnv dTrepY<i2£xai Demokr.
B 245 (428, 20) cXko^ dXn0e(a? [De-
mokr.] B 302 (446, 21) coni. Zf^Xov,
feua|ii€v(riv Demokr. B 191 (421, 11)
q)UYiJUv xöv dvOpumivov (p96vov opp.
XaGiüv xf|V 0e(av veneaiv Gorg. B 6
(557, 12) (pQövoc, bi Öv xä ^€v ouk
aöEoumv . . . xä 6e Kaxai]i€ufcovxai
Anonym. larabl. 2 (630, 14 ff.) biio
q)96voi : öiKaio?, a&txoq Hippias B 16
(585, 20).
q)0opd. liuv 11 Y^veöiq eOTi xoT«; ouöi,
KOi xr.v qpGopäv de, xaOxa Y>v€ö9ai
Anaximandr. 9 (13, 7) aixia xq^ xoO
iravxö^ Y^veoeo»^ xe Kai cpöopäc; 10 (13,
30) eH dTTCipou aiüjvo^ (13, 32) \p6vo<;
th<; wplö^ievr]<; xfjc; -fevkGewq . . . kci
Tfi<; (pQopdLq 11 (14, 2i firj imoXci'iteiv
15 (14, 46) <p0opä Kaxä jLiepO(;, xä irdvxa
Heveiv aiu>v(iu<; (Theagen.) 2 (611, 21)
XÖYoi, oTxiv€(; oÜK dvaipriaouaiv ouxe
Yeveotv ouxc q)9opdv Leuk. A7 (344,
20) Entstehung (344, 26. 32) (Demokr.)
9 (345, 16) Demokr. A 37 (359, 29)
(pGopfj TTÖOiv dir' dXXjiXiuv xtl« ^eZiovt
635 <pia\ri
636
arrö toö lidovoc, kt\. Hippokr. 12 C 1
(81, 23) Tot <^v> qpeopäi ovra [Philol.]
B 21 (248, 10) — äveiXov feveaw koi
(peopciv V. Parm. Meliss. 18 A 25(109,
18) 29 (110, 18) vgl. 20 B (143, 29)
feviaeic, Km cpöopä^ ou Kupiou? (eiöa-
Youöi) V. Emped. Anaxag. Demokr.
21 A 44 (160,43) vgl. ftiaKpiai?. —
vtK€Oufft Km i^oaujuevoK öjnofri 99op»i
Demokr. B 249 (429, 8).
tpi&Xi] d. Sieben Weisen 1 A 1 (4, 24.
43) xpva6Tvnoc, Krit. B 2 (614, 8) iiiupov
iv (pi6tkr\i Xenopban. B 1, 3 (44, 18).
(piXdvGpuuTroc; Epich. Gn. 31 (95, 2).
cpiXapfvpia. cpiXapfvpir\c, rpotrov De-
mokr. B 222 (425, 4).
(piXcTv. lieben. ou5' uqp' €vo^ qjiXeeaöai
ftoKeei lioi 6 q)i\eu)v ^r\biva Demokr.
B 103 (405, 5. 6) pflegen (m. Inf.) <pi\6i
B 87 i74, 18) vgl. B 123 (79, 8j De-
mokr. B 179 (418, 9) 191 (420, 11)
(piXeouöi B 228 (426, 5) vgl. B 14, 3
(391, 10. 15. 29).
q)iXii&ov{a. KaxetpSetpe koi ftieöTraoe
taic, q)iXri&ov(ai(; Demokr. B 159 ,414, 4).
q)iXi^KOO^ opp. iroX«jAaXoqK.leobul.73*3
(520, 12).
<piX(a im KÖö|bi0(; Pherekyd. B3 (508,
18) <l>iX{a opp. NciKoq Emped. 14 A 3
(101, 6) 21 A 1 (153, 31) 28-32 (158,
8 ff.) 37-41 (159, 46 ff.) 52 (161, 46 ff.)
86 (170,29) B 16 (177, 14 ff) (<t>iX{ii)
B 18 (179, 16) 20 (180, 20) 22 (181, 10)
27 {183, 20) 29 (184, 6 ff.) 35 (185, 11 ff.)
96 (199, 4) 131 (211, 25) 25 A 6 (221,
30) u. ö. vgl. 'Apfxovia, 'Aq)po6{TTi, Tn-
90ÖUV11, «t'iAorrj^, öTopTT^. — irXoÖTiui
(piX(av (eHeiq) Bias 73« 3 (523, 12) Vor-
schriften Pythagor. D 7 (285, 30) (öXn-
9ivn) D 9 (290, 90 ff.) hoc, <piXfn £uv-
6ToO Kp€Oau)v dEuvenuv travTiuv De-
mokr. B 98 (404, IS) Ol (piXo).i£jLi(p€e^
€l? qpiXfnv ouK €{Kpu€€(; B 109 (405, 19)
^TTifieiÖTaTOc; upö^ (piX{av [Demokr.]
B 302 (446,11) 6\iocppoa()vr] (p\k(r\\
irot€l Demokr. B 186 (419, 16) öpiffTov
Sv KTTiiLia xrjv (piXfav KXenrouöiv Hip-
pias B 17 ;585, 27) ai veai qp. dvat-
Kaiai, ai naXatai dvaxKaiÖTepm An-
tiph. B 64 (602, 21) Td<; <piX(aq (?) opp.
tok; auMq)opd(; ^Demokr.] B 302 (445,
37 vgl. Nachtr.).
5 (piXoßdpßiTot;. 'AvaKpeiovra Krit. B 1
(613, 17).
(piXoKaXia dXnen«; Pythagor. D 10 (291,
13).
(piXoKaXoc,. dpiivr](; Gorg. B 6 (667,
to 29)..
(PiXoX6to(; Plur. 71 A 1 (504,9).
qpiXofxeiiqpi^^. Ol q>iXo|je|Lt(pce^ Demokr.
B 109 (405, 19).
q)iXo|Li€TdßoXo(;. f€ve<JK Philol. A 16
15 (287, 23).
q)iXoviK€iv. (pr]) (piXoviK^ovra napd xö
€TTi€iKe<; Demokr. B 252 (429, 16) oveu
fviujLiac; q)iXoviKOövxa(; Thrasym. B 1
(577, 14).
20 q)iXoviKia. (ptXoviKiT) . . dvöf)X05 De-
mokr. B 237 (427, 12).
(piXoirdxrjq. (prj) (piXonöxr^v KAiiGtivm
Antiph. B 76 (603, 17).
<p{Xo^. <p{Xou dvepo? Xenophan. B 7,4
25 (47, 22) qpfXov (dv6pa (puXalaaQai) opp.
exOpdv Alkm. B 5 (104, 15) uidv Em-
ped. B 137, 1 (213, 84) <p{Xriv €ti\ fiv-
vav iK€a6ai B 110, 9 (204, 8) «pfXa?
Kaxd 0dpKa^ kbovaiv B 137, 6 (214, 3)
30 qpi'Xa fuia B 115, 3 (207, 9) tptXa <ppo-
veouoi B 17, 23 (178, 20).
6 (plXoq. 'kTxei ßd vu ol <piXo<; f\ey*
(Theagen.) 3 (511, 31) Xoi6opoO u»?
xax" q>(Xo? eao^evoc, Periandr. 73^3
35 (524, 1) qpi'Xov KttKüöi; nr\ Xe^e Pittak.
(522,15) vgl. Sp. 637, 31 ff. öxiwj (an&e
eT? eöxi yipr](STbq (plXoc; Demokr. B 99
(404, 18) €v €uxux(tji q)iXov eöpelv
€uiropov opp. ev 6u(m>x^iii B 106 (^5,
40 11) vgl. B 101 (405, 1) xöv öTTOUÖatov
<p{Xov irpöt; taq eixppooüvaq KXiiOevxa
bei Ttapeivai opp. npö^ xag irepiöxdöci?
[Demokr.] B 302 (445, 32) vgl. tmten
Z.47ff. auxu»! pev dEnuöci xd biKcaa xöv
45 cpiXov önoupT€lv kxX. Gorg. B 21 (561,
16) — d» <p{Xoi Emped. B 112, 1 (206, 8)
114,1 (206, 2) ein xd&ciirva xOuv q>{Xiuv
ßpafteuu^ iropeuou, eni 5€ xdq, dxuxwi;
637
q)iXo9poöuvri 638
Tax€U>? Ghilon 73^3 (521,21) <p(Aujv
irap6vTUJv Ka\ duövruuv ^e|uvT)öo Thal.
.;621, 32) 1 A 1 (6, 9) cpiXovc, lari toxu
XTÜ) ktX. Solon 73* 3 (ö21, 9) tpikovq
€uöe߀i (521, 14) vgl. evoi^iic, Tiphq i
Touq <piXou<; Tf|i n(öT6i Gorg. B 6
(557, 32) euTuxoööi Ka\ dxuxoöoi 6
aÜTÖc i'öGi Periandr. 73=» 3 i623, 20) —
Ol OtTOUftaToi KOI TTpOÖtUTCtTU) ff\C, oi-
KoövTC^ q){Aoi €iöiv dXXiiXoi^ Pytha^or. iü
D 7 ;286, 23) iroXXoi ÖOKeovrec; elvai
ouK €i(Ji ktX. Demokr. B 97 (404, 13)
Ol neipaeevre«; (pikoi B 100 (404, 20)
(p(Xoi oü ndvrec, oi Euin'eve€(; B 107
;40o, 13) CKTpeTrovxai troXXoi toü? <p{- 15
Xouq B 101 (405, 1) €K tOüv qpiXujv
[ndiba Tcovf\aaaQai) B 277 (434, 14) oi
äAt^Sivoi qpCXoi Tä<; (piXi'a^ (1. tvTcpallaq
vgl. Nachtr.) i\bdac, . . . TrotoOoiv [Do-
mokr.] B 302 [445, 37) to }xr\ bvvaadai 20
ßoii8eiv ^Olc, 91X01^ UTropia^ . . . re-
Kfitipiov (445, 36) r| öiaßoXr) xtupilix
(pikovc; (446, 7) Tod d. Freunde Hip-
parcb. 55 C 7 (449, 36 ff.) — irpaTnaTa
Tct €auToO f\ TÖ Tiüv q)fXu)v KaxTipC- 25
axriKev Antiph. B 73 (603, 11) toi<;
(\)(koiai itdvra irpo«; x<^piv irpdcraiwv
Krit. B 27, 1 (622, 12) iroXXoi exovxeq
(p(Xou? DU tivu»OKou<Jiv Antiph. B 65
(602, 24) Tob<; cpfXoui; exOpou? Troif|aai 30
B 49 (598,17) bfiolwc, xoxx; «piXou? Koi
Touc cxöpoüq KOKiix; eXeye v. Archi-
loch. Krit. B 44 (626, 25) Tu>q tpiXiuq
eu iToiev KaX6v, Ttu^ 6e kxQpCui; aiöxpöv
ktX. Dialex. 2, 7 (638, 20£f.). 30
cptXoaoqpi'a. dpxn, 6vo)ja 73^1 (524,7)
TTtpi xf\<; TÜJv AltuTTTiuiv cpiXoöoq)(a<;
IHt. Hekat. B (459,32) dpxr^TÖ«; v.Thal.
A 12 (9, 3) irpüJTOi; qjiXoöoqpiav toutuji
tOji i)if\}iari irpoaaYopei5aa<; v. Pythag. 40
45 B 15 (273, 11) 'quidnam philosophia
praesiaref Zenon A 19 (130, 5) ȟber
die Philosophie« Tit. [Demokr.j B 305
(446,43) ü Kaxd q)iXoöoq)iav X6yo<; Hip-
parch. 55 C 7 (450, 7) Tct gk qpiAoöotpfaq 45
KoXä Kai Gt\i\a (450, 12) q)iXo<Toq)iai;
•pürv v. Prodjk. A 4^* (564, 3) rpiXooo-
<pia d. Sokrat. Antiph. A 3 (588, 28 ff.l.
q)iX6(joqpo<;. adjelct. jiteO^pia q)iXo0Öq)ou
T6 dvöpöi; KOI TToXiTiKoO Prodik. B 6
(672, 4) 9iXoöö(pou^ dv6pa^ Herakl.
B 36 (67, 17) q>iAoa6q>u)v Xo^uiv dfi(X-
Xa^ Gorg. B 11 (559, 7) (piXoö(5:pu)^
XaKUJvi^eiv v. Thal. usw. Piaton 73* 2
(519, 21) substant, oure croqppl oüxe
q)iXÖ0o<poi v. Sieben Weisen 73a' 1 (618,
15; TTpo^ xou<; 91X006900^ Tit. Zenon
A 2 (127, 15) TTepi xujv 91X0069017
Dämon Kyr. 73* 1 (518, 12) 9UÖIKÖ?
91X60090«; KCl TroXixiK6(; v. Zonon A 4
(127, 27) ao9iöxri(; kci 9iX6cfo90(; v.
Hippias A 1 (579, 6) I6iiyx»iq ^v 91X0-
06901^ u. umgek. v. Krit. A 3 (609, 3!.
9iXox€Kv{a Thal. A 1 (4, 2).
<I>iX6xr)(; ;opp. NetKOt;) i'orj i^fJKÖ^ x€
TiXdxot; x€ . . . r\x\c, Kai Övrixolcfi vo^if-
lexai l\i(^u-xoc, upöpOK; . . . Emped. B
17, 20 (178, 17) eirei . . . €v . . ^i(sr\i
<t>iX6xn'; axpo9dXiTT' T^vtixoi, €V x^i
6n xd&e irdvxa ouvepxcxai B 35, 4
(185, 30; r]m69puiv OiXöxiqro.; d|Li6.u-
960^ djußpüxo.; opjan B 35, 13 (186, 6)
dXXoxe |U€v 4>iA6xrixi öuvepx6(i€v' de,
ev duavxa B 17, 7 (178, 4) =: 20, 2
(180, 5) (6{; eva k60|hov) 26, 5 (183, 2)
öuv ö' €ßn €v <t)iX6xrixi B 21, 8 (180,
22) x6 i.uepxov i^KCv eiri xfjv 9uaiv €k
irpovoiui; <J>iX6x»ixo(; ciprevofzevrj^ (He-
siod. Parm.) Emped. B 27 (183, 18)
MeXXoucfri«; emKpaxeiv, exi hl xct ajiiKxa
KOI |uov6YUia hr\\()\sar\c, B 69 (190, 16)
vgl. B 67 (190,5) 58 (190,10) 61 (190,
29) Kaxct IlIcIZov ejufo-fexo Saf^ovi hai-
luujv (d. i. Ne'iKO«; u. <t>iX6xri(;) B 69, 1
(190, 18) ax€Öuvrjv <t>tX6xrixa (xö Ofpöv)
B 19 (179, 21} vgl. 'Ap|Liov(a, ^A9po-
hkr\, Ku-srpit;, oxopT*!, *iXfa. — oü
TToxe cou 9iA6xr]^ ft\p6i(3exai ouxe 6a-
veixai Krit. B 1 (613, 18) 9tX6xTixa<;
irapexsTai coni. ööuva«; (•n'vr^) Antiph.
B 49 (599, 12).
91X0x1^10. TTepi 9iXoxifi(a(; Tit, Pro-
tag. A 1 (527, 1) 9iXoxijiioi coni,
Zf^Xot, cuvaüxeiai Anonym. lambl. 4
■632, 10).
91XO9PO0ÜVTJ feebrici Emped. B 130, 2
639
^iXüxPIM^^tTeiv
G40
(211, 82] ei«; q)iXoqppoauvr|v -^Xwccav
(ctTciv) Krit. B 6, 17 (61ö, 26).
qpiXoxpiifiaTCiv Antiph. B 103 (606, 1)
Anonym. lambl. 4 (632, 1).
qjtXo^iuxi^a Anonym. lambl. 4 (631,31)
6 (632, 15).
qpW = auToi^ Emped. B 22, 3 (181, IG).
tpXaöpo?. ol (pXaöpoi Demokr. B 239
(427, 18) |.ii)J!i€ojnevujv <pXaupu»v opp.
6 dTttOo? B 48 (399, 22) qpXaOpa (irpd-
•amra] opp. dvfepö^ äTaOoO agia B 35
(398, 22) em tpXavpowi (epYoic) opp.
KaXoT(; B 63 (401, 10).
qpXcßi'ov. ^jLirfX(iTT€iv tcj (pX€ß(a (rbv
OTpucpvov x^'A^v) Demokr. A 135 (376, 8)
q)Xۧ(a iLiovu (im Gehirn) Diog. A 19
(331,7) K€v6 (im Auge) Demokr. A 135
(374, 31).
<pXeßoTraX(*i = dpTTjpiiDv kCvtiöi^ De-
mokr. B 120 (407, 27].
(pXeYMO Entstehung Philol. A 27 (239,
11) dTTO ToO cpXifciv (239, 16) Qepuov
rfn q>6a€i (239, 14) (pXcYMovfj dwö toO
afTtov elvai t6 «pX^Tiua Demokr. A 159
(382, 24) qpX. ~ tb . . . utrepujiTTrmevov
€v TOI? x^f^o^*; Prodik. B 4 (571, 4).
^XcYMoCveiv. ra q)XeYMaivovTa fieroxfii
ToO <pXeY)itaTO? tpXefixaivei Philo!. A 27
(239, 16).
(pXe-fiiaoia Diog. A 19 (331, 12).
<pX£YMovi^ erkl. Demokr. A 159 (382,23).
q)Xet{i. q)X€ß€? Entstehung aus äpxo?
Anaxag. A 45 (303, 15) 46 (303, 30)
vgl. B 10 (317, 21) a\ cpXeßc«; ev tiIji
dv8pujiruji iü6' 'excuaiv Diog. B 6 (337,
10 ff.) vgl. (337, 15. 24. 338, 9. 14.
339, 7) öcHajuevai — ev. tiöi Oibixa.'zi
cpXeße«; Demoki-. B 135 (409, 19) X{<p-
atpoi «japKU-'v avpiffec, Tn5j*aT0v Korä
ciuna Emped. B 100, 1 (200, 15 vgl.
9 ff.) «pXeße? KoiXai Hippokr. 12 C 1
(83, 5) vgl. 55 C 6 (448, 32) vcnac {=
xpkk^c^ onGpiLiaTiKai) Pami. B 18, 2
(124, 30) diToppafveiv Trp6<; . . . xac,
<pX4ßa<; (sc. xriv xoX»*iv) Anaxag. A 105
(312, 15) cpXi^ec, d. Auges Diog. A 19
(331, 12. 25) Ohres (831, 20) Demokr.
A 135 (374, 31) ä-adaaq äv*iK6iv €l<;
TTiv YXu)TTr]v Diog. A 19 (331, 36) vgl.
A 22 (332, 17) d. Embryo Demokr.
A 152 (381, 16) d. eXatpoi A 153 (381,
19 ff) ßöe«; A 154 (381, 40) xaöpo» OKe-
5 pwi A 155 (381, 47 ff.).
tpXoYoeibnt; Demokr. A 135 (378,19).
q)XoYoOv. dva9u|n(acriv (pXoYUJGeioav ev
Ttlu kukXuji toö i^Xiou Herakl. A 1
(55, 43).
10 9X016?. acfoipav trepiqpufjvai tu« irepi
xfiv Y'iv depi vjc, tOui öev&pwi (pXot6v
Anaximandr. 10 (13, 87) oTvo? unb
<)[iXoioO . . . uöiup Emped. B 81 (195,
29) Züna q)Xoiot? itepiexöM^va Anaxir
15 laandi-. 30 (17, 18).
<pX6i. Element (= iröp). <pXöS iXdeipa
Emped. B 85\(197, 7) (pXoYo? aloa
Parm. B 12, 2 (123, 19) vgl. «pXoYÖ«;
nOp aieepiov B 8, 56 (121, 17) — öia
20 t{ to rf\(; (pXofbq öxf^jua Trupauoeiöe*;;
Demokr. A 73 (365, 4) €k ueYctXwv
axx][iäTUJv A 135 (377, 44) — cpXoYÖ?
öcpaipav Trepiqpufivai Auaximacdr. 10
(13,36) Xa)LiTrpoTdTrjv rfjv toO r|X{ou
25 q)X6Ya Herakl. A 1 (55, 34) (rct dörpo)
tKTtveovT« q>X6fac, Anaximandr, 18
(15, 40) Tac, dva9u,ui(Saei? dTroxeXeTv
(pXoYoq Herakl. A 1 (55, 33).
(p 0 ß el V. eq)6ßiiffav opp. et? öctpao? kot-
»0 eOTj-joav (XoYoi) Gorg. B 11 (559, 16)
— oniu? oe aioxuvujvxai ladXXov n
(poßOüvTai Chilon 73» 3 (521, 26) 6v
ndvxe? cpoßoOvxai, ircivTa? qpoßetxai
[Demokr.] B 302 (445, 40).
.% qpoßepö? opp. TroSriTÖq [Demokr.} B
302 (445, 39).
q)6ßo? KoXaKe(»]v €pY<5t€Tai D aokr. B
268 (433, 8) cpößwi euöeßeiav (?Hei?)
Blas 73'^ 3 (523, 12) biet (pößov opp.
io öid x6 6£ov Demokr. B 41 (399, 9)
ev xapaxai? xat qp6ßo{? xaXamiupeouoi
B 297 (438, 14) Geou? evxaoe', öOev
Trep . . xoü? <p6ßou? . . . koi xa? ovj^öei?
Krit. B 25, 29 (621, 17) 7repieaei(T€v
45 dvepumoi? (p6ßou? B 25, 37 (622, 1).
q)OivfKeo?. 'Ipi? = veq)0? nop^upcov,
9oivrKeov, x^U'^P^v Xenophan. B32, 2
(51, 17). Vgl qjoiviKoO?.
641
9pov6iv
642
<poiviKoO? (Tpi(;)Anaxiinen.A18(20,20).
<po(viH Emped. A 70 (164, 19j.
<poiT&v. «L6€, K€Tö€ Hippokr- 12 C 1
(81, 17 ff.) X6foc, Koivö<; öiä irdvTUJv
qpoiTüi Kleanth. heraklitis. 12 C 4 (86, 5
34) q)oiTav V. eibviiXa Demokr. A 77
(365, 87).
tpoveijeiv rdic <piXT(iTtjü^ 6{Kaiov Dialex.
3, 9 (642, 3).
(pövo<;. Mord. <t'<5vo(; Emped. B 121, 2 10
(208, 34) ou 7ta»5ö€a9e <p6voio bvar]-
Xeo(;; B 136, 1 (213, 28) vgl. (pöviuv
äTrex6ö9ai Orph. A 11 (472, 5) vgl. A 8
(471, 24) Karct Zdjiwv . . . <p6vou koi lufj
(p6vou üDSe €X€» Demokr. B 257 (431,2) 15
<pövov (voinoi; Hdss.) 6ndpy€i iepä . .
emxtiipia B 259 (431, 18) Blut, (.vre
Ti? . . q)6vwi <pl\a fvla juirivrii Emped.
B 115,3 (207, 9) (pövov KeiiOciv B 100, 4
(200, 18) TotJpujv dKp»iToi<Jt qpövoiq 20
B 128, 8 (211, 2).
(popa rf\<; v\r\(; = dvotYKri Demokr. A
66 (364,14) (rjXfou) opp. nopda Oinop.7
(230,21) doTcpiuv 8. d. — rj k^tuu (popd
Demokr. A 93 (367,34) ai dviu Kai 26
K&xü) 65 A 135 (375, 6) rd dvrfav cpo-
pdv <pep6|Li€va Archyt. B 1 (258, 17).
«popeiv (iiadTia) Krit. B 34 (623, 24)
(popoOvrai Parm. B 6, 6 (117, 19) bix
CKaOTa qpop€U)Li£va (-ouiiieva) Emped. 30
B 17, 8 (178, o) = 26, 6 (183, 3).
(pop(vT] Ajtttiph. B 33 (696, 24).
9 0 p J11 y6 (;. dKoTout; Krit. B 2 (614, 12).
4p^pTiK6q V. Meliss. 20 A 7 (141,18).
tpopriov ouvavaTiSevm Pythagor. C 4 35
(280, 36) 6 (281, 41).
4>opüri opp. McYKTTui Emped. B 123,3
(209, 21).
q)opUT6<;. ovec, km (popuTiui naprfai-
vouöiv Demokr. B 147 (411, 8). 40
<ppdZ;eiv. (ppdJuj m, a. c. i. Parm. B 4,6
(116, 24) 9pdZ(Juv OKU»^ €X€i Herakl.
B 1 (62, 1) 0UT6 ■p>olr]c, . . . ouxe (ppd-
aai<; Parm. B 4, 8 (116, 26) cppdreoeui
B 6, 2 (117, 16). 45
<ppdaig. beivöi; irept Triv qppdoiv v. Em-
ped. A 1 (160, 48) TTOUITIKTJ KOI TpO-
iriKii V. Gorg. A 4 (546, 18).
Diels,, Fragm. d. Yorsoloi'III.
cppeap. €K qpptaToq uftato? mövra
irpoewreiv, dj^ . . . cöoito aeiaixdt; PLe-
rekjd. A 1 (603, 11) vgl. A 6 (606, 9 ff.)
oü , . . (ei) TÖ cppcara ßaÖÜTepa i^v,
edXacTod ^öTiv iS y\<; ir(vO)iev Hippon
B 1 (226, 4) xd öftara Katd •ff\v ^uxpd,
eepiad Oinop. 11 (230, 48 ff'.).
cppevi^pric;. TÖ nepilxov Xo^iköv t€ koi
tppevflpc^ Herakl. A 16 (60, 1 vgl 34).
q)p€viTi(; Plur. Hipparch. 55 C 7 (449,
12).
<ppr]v iepn Kai ädeotparoc, = Oeö«; Em-
ped. B 134, 4 (212, 24) vgl. (ecöi;) v6ou
qppevi TtdvTa Kpa&a{v€i Xenopban. B 26
(50, 20) qjpevi öeia voOvrai Demokr.
B 129 (409, 8) — Tiq . /aiiTUJv viSoq
r\ <ppiiv; Herakl. B 104 (77,1) TdXatva
q)piiv, . . . rwikac, (sc. rd^ atöötiacK)
KOTaßdXXciq Demokr. B 126 (408, 19)
(TreYdoai cpp€v6(; ♦eXXoTro»; ci'om* Em-
ped. B 3 (174, 5) €ut6X|j11ui <ppevi Krit,
B 16, 2 (618, 2) ouK dxujjvdffTuui qppevi
B 21, 1 (619, 22) Mii <f dirdTT) «pp^vo
KCdvuTU) Emped. B 23, 9 (182, 7) Tiei-
9o0<; . . . d|na2iT6(; ei<; (ppeva irfttTCi
B 133 (212, 12) 6uaZT]Xo(; em (ppeva
tt(otio(; 6p|UJi B 114, 3 (206, 4) 9p€v
ei(; iXapdv ^XTrföo . . . ÖYeiv Krit. B
6, 16 (615, 25) — dpöpa rdv 9pevu»v
Epich. Gn. 13 (93, 11) )ir\h(.v (rixk^ ^k
9p6vu»v XeYOVTi Krit. B 15,5 (617,6)
. . . 9p€cri fuavreüaaiTo Emped. B 15, 1
(177,5) ibideti . . . 9peva? auSei B 17,14
(178, 11).
9 p { ö a € i V. (pp{la<f dtteaefeaTo (XeXiivTi)
Epim. B 2 (494, 28).
9pov€tv dist. aiöGdveaBai Alkm. A 5
(101, 16) = aloedveoeai Parm. A 46
(112, 15) Emped. B 106 (202, 20) vgl.
14 A 5 (101, 17), 9p6vriöK — Entate-
bang. Kord ir\v dXXofujfftv dpxcttOTdni
öoEa (iT0ir}Tai koi ao9of) 55 A 135 (377,
15) ai^a ilii 9povoö)Li€v (Emped. vgl.
A 86 S. 168, 42. 171, 2, a\\xa) dr^p (Ana-
ximen. Diog. vgl. 51 A 19 S. 331,3. 38,
drjp) irOp (Herakl. vgl. nOp) 4YK69aXo^
(Alkm. vgl. €YKe9aXo<;) 21 A 76 (166, -
43) = 14 A 11 (102, 16) ÖKÖcTov &v
21
648 tfp6vr]ai<;
044
dTpe)Lii^0r|i ö tfKcqxiXo^ xp6vov, toöoö-
Tov . . q>povd äv9pujTto<; Hippokr. nach
Alkm. (102, 21) q)poveei imcXeuuv qpüoiq
dveptiiroioiv Farm. B 16, 3 (124, 14)
Tol<; 6pLoioic, Emped. A 86 (168,39) 6
Ktti iv dXXoiüLKJei kci Otto toO 6fxoiov
(171, 1) toutok; (Elena.) cppoveovai xai
nftovT f\b' dviOivTat B 107, 2 (203, 8)
ooaov dXXoioi ^le-zetpvv, toöov . . . kci
TÖ <ppov€Tv (im IVaum) dXXoia trapi- lo
(naxat B 108, 2 (203, 12) ^povelv f{-
v€Toi avpmirpwc, ^x^uöl^ ff^^ H'ux»^<;
KOTO T^v xpf^aiv Demokr. A 136 (374,
42 flF.) vgl. (377, 14] — Euvov iräöi t6
<ppov6€iv Herakl. B 113 (78, 1) irööt 15
H€TeaTi Tivi6<JK6iv eujuToix; Kai <ppovelv
{ouj<ppov€tv Hdss.) B 116 (78, 9; Iöttiti
T\jxn^ ir£(pp6vriK6v änavTa Emped. B
103 (202, 11) vgl. A 86 (170, 48) ra
q)UTd .... dq>riipf|öeoi t6 «ppovetv Diog. 20
A 19 (331, 47) — TÖ q)pov€iv äpeti]
ne^iaxr] Herakl. B 113 (77,19) cppovdv
ft<SH€K Epich. Gn 38 (9ö, 20) Ö€iv6v
örav Ti^ fir\ q)pov(i)v boKf\i qjpovclv
Krit. B 28 (622, 16; ek toO qppovelv 25
xpla Demokr. B 2 (385, 27 vgl. 386, 3)
Xp(Svo<; Ol) &i6döKei tppoveiv dXX' dipalr]
Tpotprj KOt qf>u0i(; B 183 (419, 9) eöSciv
KOI irfvetv avyinevpa Jtpbc, tö (ppovelv
. . . €lvai fcuvaxouc; Krit. B 6,26 (616, 4) so
m. Adverb, dpöiwc; . . . <ppov6€iv Ar-
chyt. B 1 (258, 0) vgl. unten Z. 48
napö Toic; eu qipoveouoi Demokr. B 95
(404, 9) Toiöiv €u qopovoOaiv 0U|U)iax€i
Tuxn Krit. B 21,3 (619,24) toö koXux; 35
(ppovtlv "irevrjra nouiöac; (6£o<;) Antiph.
B 64 (600, 29) (6a(|Liujv) qppovOüv dtav
Krit. B 25,18 (621,6 vgl 12) bixa
<ppov£6vTUiv avix(pp6yr]ai^ = dpinovia
Philol. B 10 (242, 20) m. Objekt. 40
uü . . <ppoveou(Ti ToioOra ököctoii; €yku-
pcOöiv Herakl. B 17 (65, 7) käv Xd-
öpoi . . . <ppovü>ai (ti) opp. tipAaaeiv,
Xe-feiv Krit. B 26, 15 (621, 8) <p{Xa
«ppov^ouai Emped. B 17, 23 (178, 20) «
(ppoveiv & öei Demokr. B 42 (399, 11)
vea ktp tJM^ptii <ppoveovTe<; B 158 (413,
22) tXirföei; al tujv 6pQa 9pove6vTiuv
B 58 (400, 20) laa (ppovoOvxai; löa
rtvkovra<; Antiph. B 49 (598, 18) —
€1 rd qjpovouiLtcva oük eöriv övra, tö
öv ou <ppoveiTai ktX. Gorg. B 3 (554,
4 ff.). Vgl. <pp6yr\aiq.
9 p 6 V r) öl q. Denken. {pp6vrj<Ji<; = oiöOri-
oic; Erüped. A 86 (168, 40. 170, 47)
Demokr. A 112 (370, 39) vgl. (ppoveiv.
(^v TÜ!i ÖtpjiOTaTUJi TTupi) ^ux»!, vdoq,
q)pöv»i<Ti<; Hippokr. 12 0 1 (83, 21) v(r
<ppdvi|io^. lutexaßdXXovTa? ttjv «Eiv
|üi6TaßdXX€iv Tf)v <pp6vrjoiv Emped. B
106 (202, 23) vgl. (voöao«;) <pp6vn0tv
€^ ou^Ttaeeiriv dtouöa (Demokr.) 0 6
(448, 14) irdvTa . . . ipp6v)iöiv extiv kcü
viu^taTCfi; aiöav Emped. B 110, 10
(204, 9) — (9eöv) öu^iravTa tlvai voöv
Km (ppövrjöiv Xenophan. A 1 (34,19)
<t>p6vr,öt(; s= 'A6r]vä (Theagen.) 2 (511,
25) TpiTOTSveia Demokr. B 2 (385, 27)
TOÖ XÖYOV eovTOi; EuvoO ZtjGouöiv dx;
iftfav lxovT(.<i (ppövriöiv Herakl. B 2
(62,6) — Besonnenheit. öepaTreue <ppö-
vr,0iv Pittak. 73» 3 (522, 19) &f6ma
Blas (523, 5) (ppovt'ioio«; cpxov opp.
dvaXfn<J(n<; Demokr. B 193 (421, 14)
ßaid (ppoVi^aei tuxi ^axeToi B 119
(407, 24) dvTexöjLicvoi (ppov)^öio<; koi
öujq)poöuvai; Hipparch. 55 C 7 (450, 8).
q>p6vi^oq. t6 trup Herakl. B 64 (71, 10)
vgl. q)p6vr)(Ji(;. Tuji <ppov{|Liuii Tf^<; yvoi-
pLr\<; TraiiovTe<; tö dqppov (ttjc; pi&nnO
Gorg. B 6 (557, 22) q)povi|LHJUTaToi erkl.
Emped. A 86 (168, 45).
<ppovrileiv Antiph. B 64 (600, 22).
«ppovTi'q. Gedanke. iLieXeTCc; ... öid
(ppovTi'öoi; €X8eiv Emped. B 131, 2
(212, 2) {ppovtiai k6o|liov . . . KaTdio-
oouöa eof^iöiv B 134, 5 (212, 26) Sorge.
Tiui oüxi TOUTou q)povT((; Krit. B 15, S
(617, 4) etriTuxfnv «yiövo^ jueffxnv KOi
tppo-vxibo(^ KCKTtjTai Demokr. B 275
(434, 7) €viauToi ß\j^atpllovxec, eiiirjv
«ppovTiöa Xenophan. B 8, 2 (48, 4)
TtpaYM«TuJV (ppoYziba drjfteOTdTriv elvai,
eptwv i^iötörnv Anonym. lambl. B 7, 4
(633, 34 vgl. d. Vorherg.) (ppoynibwv
iTuvra uKia Antiph. B 49 (599, 15).
645
(puotKÖt 646
q>poupdt. uiöiTcp ev (ppoupdi irdvTa i'iTto
Toö e€oö nepieiXf\(p6ai Philol. B 15
(246, 19. 27) vgl. KÖöMO«; cppoupd (Phe-
rekyd.) B 6 (509, 29) t6 lf]w cotKe
tppoupäi Antiph. B 50 (599, 19). 5
<I>Pi5y»o? X6yo<i Tit. Demokr. A 33
(358, 11) = B 299e (439, 24). Vgl.
Reg. II.
q)UTa<; coni. aXiiT?ic Emped. B 115,13
(207, 19). 10
^<py}Jr\■ KexpT^ööcti tf^t ncpi xoü^ qpövoui;
<puTf^i xm TU)V (pov€uövTUJV V. Pythag.
9 (24, 40) aipeaeiuc koi (p\rfi\<i xä irdöri
(Kpin^piov) Demokr. A 111 (370, 33)
== Diotira. 3 (466, 11) — (pVff\(; äHia 15
»1 icömljv Demokr. B 262 (432, 1).
q>u€iv. TTiv Tnv auTotaiv qjueiv iroXXii
T€ Km itavTola Anaxag. B 4 (315, 12)
;puX\a q)U€i . . dpoupa Mus, B 5 (485, 4)
qpiiei opp. diToqpGfvei (485, 6) x^wpov 20
ctpuöe 6cö<; |li^\i Xenophan. B 38, 1
(52, 10) — cp\5€oeai Emped. B 17, 9
(178, 6) = 26, 8 (183, 5) B 61, 1 (191,
10) q)U€Tai (KaKÖt eJ- d^aOuiv) Demokr.
B 173 (416, 24) ti'vovt' i\be qpuovTai 26
Xenophan . B 29 ^51 , B) (qpuoivTo) B 30, 2
(öl, 9) (puo^cvöu? TcavToia • . . ei'ftf o
Emped. B 115, 7 (207, 18) rd cpuofieva
xXuupd t6 TrpüöTov elvai Demokr. A 136
(378, 21) k(pvovTo Emped. B 35, 14 30
(186, 7) Ivfx npdn €q)uovTO B 95 (198,
28) tpöv (= <pOvai) Parm. B 8, 10
(119, 7) qpuTÖv €K Tf\^ yr\<; qpövat Diog.
B 2 (334, 17) (pOvoi irpörov ftctv Kai
TOÖTo ^e.v TT^i T^xn* änobe.b6aQai Aue- 35
nym. lambl. 1 (630, 2) oüpovöv, €v8ev
lepu Parm. B 10, 6 (123, 1) ecpv r6.be
B 19, 1 (125, 7) — ('IpK) v€<pc(; . . .
TteqpuK€ Xenophan. B 22, 1 (61, 17)
ne(puK€v Emped. B 22, 3 (181, 16) ko- 40
Xu)<; •fre(pÜK€iv Epich. B 5 (92, 3) «pu-
Toy 8. d.
«puXaicii (AiöO Pythagor.B37(278,16)
xoa<xvrr\v €X£iv q)uAaKf|v üiöTe De-
mokr. B 3 (386,17). 45
tp6\al (xpii^dtiuv) Epich. Gn. 4a (96, 16)
q>uXaKa öiavoi?!«; ^txeqxiXov (Demokr.)
C 6 (448,18 vgl. 21) (püXaKac; -fheaQai
€T€pT\ ZuLivTiüv Ktti v6Kpü»v Hetakl. B
63 (71, 6).
(puXdxTCiv. €i)a^ß6iav (poXdööeiv !Blleo-
bul. 73* 3 (620, 14) iox^ovra . . . tivo»-
öxei, (puXdöo« (?) Herakl. B 28 (66, 14)
(puXdcaouai (sc. Tfjv raprapfriv (iolpov)
. . . Pherekyd. B 6 (609, 18) — <pu-
Xdoöou m. Inf. Demokr. (?) B 298»
(439, 1) iyißpbv (puXdSaadai Alkm. B 5
(104, 16) döiKfnv Demokr. B 193 (421,
1&).
<puXXoßoX€Tv erkl. Menest. 5 (220, 1).
Vgl. q)uXXoppo€tv.
cpuXXoßöXo^. tpuXXoßöXa opp. d€((puXXa
erkl. Hippon A 19 (225, 26).
(pOXKov. q)üXAa Mus. B 5 (486, 4) =
Tp(x€5 , Trxcpd, XeTt(&€5 Emped. B 83, 1
(195, 31) ftdqpvn«; . . (piiXXujv ana . .
cxeöGoi B 140 (214, 18) — itapaulvtiv
Tö <püXXov erkl. Emped. B 77 (194,
22).
qpuXXoppocIv erkl. Emped. A 70 (164,
18) vgl. B 77 (194, 21) apxexai rd
bivbpa Demokr.B 14,3 (391,10). Vgl.
cpüXXoßoXelv.
q)OAov (dv6pt6itu)v) coai.teveV] Mus. B6
(48Ö, 6) vgl. <pOX' dvep<j(nrujv Hesiod.
B 5 (500, 6) cpOXov . . xaiicuJi^vmv Em-
ped. B 74 (194, 4) aKpiTO qiOXa Parm,
B 6, 7 (117, 20).
<pu (Jiä V. dOKOi iT€q)uaiajLi€voi Epich. Gn.
10 (93, 5).
q)UöiK6(;. (töv qpuaiKÖv xrjv prixopiKTjv
€Eiv €X€»v) Nausiphan. B 1 (464, 1 ff.)
6uvi^a£ö0ai trefOeiv xou(; dKouovxa<; xöv
opvaiKoy KOI cJoqpdv B 2 (464, 17 ff. vgl.
466, 3) (pvaiKoc, v.Thal. A 7 (8, 2) Ana-
ximen. A 3 (18,5) HeraW. A 16 (60, 36)
Zenon A 4 (127, 27) Emped. A 23 (157,
42) Archel. A 1 (323, 12) 2 (323,29) Pro-
dik. A 1 (562, 26) oi q)uöiKo( 13 A 4
(87, 35) (puaiKoc, Xdfoi; v. Alkm. A 1 (100,
22) 2 (100,27) ÖMVoi v. Parm. Emped.
18 A 20 (108, 27) = 21 A 23 (167, 9)
«puöiKri eeiup(a Thal. A 1 (3, 11) cpiXo-
0o(pia (Anaxag.) 47 A 1 (323, 11 f.)
oxdejxTioii; Nausiphan. B 2 (465, 15)
multci res organicaa et gfiomonieas
21*
647
q>va loXoYeiv
648
. . . inventa^ reliquerunt v. Philol. Ar-
chyt. 32 A 6 (234, 26) tö qjuffiKov coni.
TieiKÖv Archel. A 6 (324, 34) rot (pu-
öiK(4 coni. y\Qik6l Demokr. A 1 (351, 3)
vgl. unten Z. 10. <t>u<nKÖv ouyyPöMMOi 5
d, (Pythag.) 19 (27, 45) Oucmd Tit.
Orph. A 1 (470, 7) vgl. Brotin. 7, 4
(29, 13) Emped. A 23 (167, 28) B 8
(176, 14) Anaxag. B 1 (313,31) 17 (320,
24) 22 (322, 19) Derookr. A 33 (367, lo
20) = B (387,3) OuoiKa feuvaiuepd Tit.
Bolos 55 B 300 (440, 2 ff.) ^uoiko koi
ILiuöTiKct Tit. [Demokr.] B 300, 15 (443,
31) 18 (444,9) Ttepi xdiv (puaiKiJöv opp.
uepi Tiiiv lünep cpvaiy 18 A 14 (108, 1) 15
ou qpuöiKux; (Xetouai) opp. ficraqpuöi-
. Kvic, V. Farm. Meliss. 18 A 24 (109, 21)
— q)U(TtKU)(; KiveiöOai Metrod. v. Ch.
A 21 (452, 23) — q)u(JiKU)TdTriv koi
Te\€(TTiKa)TdTr|v Ta»v ovtujv (xfiv 06- 20
K&ba) (Speusipp. nach) Philol. A 13
(236, 22). Vgl. cpvai<;.
<puoio\oT€^v V. Aegypt. 60 B 6 (460, 9)
Epich. A 3 (87,26) Alkm. A 1 (100,20)
6p0u)(; qp. Nausiphan. B 2 (465, 37) 25
Vi TpaYUJi6{a cpumoXoYoOaa 81 B 18
(618,26) Füiologumenon Tit. [Demokr.]
B 301 (445, 23). Vgl. (puaioXotfa.
(puöioXoY^a öl' eiTuiv v. Parm. A 2
(106, 20) V. Anaxag. 4,5 (23, 7) Archel. 30
A 2 (323, 29) (JuveraHe (DuffioXoT^av
(323, 31).
q)uöioXoYiK6<;. u|livo(; v. Parm. Em-
ped. 18 A 20 (108, 31) = 21 A 23
(167, 15). Vgl. q)UötK6<;. S5
q)UöioX6YO<; Nausiphan. B 2 (465,9)
ol TtoXaioi Tiöv qpuffioXÖTuuv 22, 7 (220,9)
Ttpbc, q)U(TioX6YOU(; Diog. A 4 (329, 2).
(pucnoiroielv. *(pu(JioiToi€i Demokr. B
33 (398, 6). 40
q)uai5 Entstehung opp. Gavdxoio t€-
Xeuni Emped. B 8, 1. 4 (176, 15. 18)
öieötraörai ineXeujv (ptiöi^ B 63 (192, 11)
q)ü(Jei5 coni. öuYY€V€(a(; lambl. 80 B 44*
(597, 26). 45
Natur(kraft, -anläge) (natitra erea-
trix). <t)t5öi? Emped. B 27 (183, 12)
(puoi? ujanep bv&c, (AiöaKopo?) [Epi-
men.] B 26 (498, 26) dvaYKn 9Üöioq
(= Z€u<;) Eurip. 12 A 1 (60, 8) 51 C 2
(341, 9) — q)ü(yi^ mit ir]TpiKri ver-
gUchenHippokr.l2 C 1 (84,11) 21 A71
(164, 43 ff.) mit fciöaxn Demokr. B 83
(398, B) qpiJcnc; eEapKel irdvTa uäöiv Hip-
pokr, 12 02(85,42) tö hk öoqpov d (ptiaiq
oT6€ laöva* ■tienaxb&ixax YCip auTourai;
öito Epich. B 4 (91, 24) dXXdaaei i\
<p. airavTa koi \xeiow.lte\ Emped. B 126
(210, 2) Vgl. Sp. 652, 12. cptiöiq airrdp-
Kr\^, Tuxn . • . dßtßaioc; Demokr. B 176
(417, 16) xd (mo qpuöio^ koi xuxa^
■jrapeövxa C 7 (449, 31) — noiöxTixa
KOI xp&öiv €m&€iro|Lievriq xf^i; q)i5aeuj^
€v nevxdöi kxX. Phüol. A 12 (235, 9)
(puöiv r\ voOv TJ Ti xojoOtov etvui xö
ai'xiov (xüjv Zduiujv, <puxujv) Demokr. (?)
A 69 (364, 32) döiKOv xb evavxiov xf^^
9U(jeuj? A 166 (383,38) vgl. aber A 67
(362, 37) und unten Z. 40. (puöK; xf)i
q)ij0ei xepirexat ktX. Ostanes 65 B
300,17 (444,6) 18 (444,15) . . . <pO0io<;
Öito 6ebrmioupYiixai (Demokr.) C 6
(448, 48) xöv qpUdiKÖv . . . YivaiöKeiv o
ßouXexai i\ qpuöi^ Nausiphan. B 2
(466, 4) •ira<; 6 (puoewc; tvxd^ (= 6
(pumK6<;) 65 C 1, 34 (447, 31) — KdKe(-
vu)v Kd|uoO TrdXai rj cpuöiq KaT€ijjriq){-
oaxo Anaxag. A 1 (294, 38) — <pu<jea)<;
KaxriYopfa Periaridr. 73^ 3 (623, 16)
auvoxn KOI nexpov q)uO€UJ(; = kajia
Phüol. A 16 (237, 15 vgl. 16) noYav
devdou qpuöeuj<; Pythagor. B 15 (273,
28) 6au|LiaaTd Kai iiapaXoYuuxaxa T:f\c,
q)Uffeu}q Demokr. A 99» (368, 46) |LiriÖ€v
ßeßaiov uirdpxeiv xfii q)u(Jei Meliss.
A 12 (142, 24) (köoihoi;) cpiioei öiam/ed-
|Lievo(; KOI uepiOYf oiuevoi; [Philol.] B 21
(247, 21) (puaei xivi dXoYuui 6ioiK€lö9ai
xöv KÖoiLiov Leuk. Demokr. 54 A 22
(347,17) vgl. Nachtr. zu (366, 13) — Kaxd
öuvaKoXoue(av (sc. xüji 6€tlii) xQ«; incxa-
ßXaxiKa«; (piiöio; [Philol.] B 21 (248, 8)
— diTÖ cpüaio? Kai Kaxaoxdaiöi; xivo?
dpxctiTi? Demokr. B 278 (435, 4) Koxd
qpuaiv (436, 6) rroieiv Kaxd q)uöiv ^uat-
ovxa(; Herakl. B 112 (77, 20) Kaxd
649
tpvai<i
650
qjUöiv, irapet (puöiv Protag. A 14 (531,
21) Karo qpuöiv (i*ip)ir}v€U€) v. Hippias
A 2 (679, 26) — tö xf\c, (pvoewc, k\ki-
ire^ öiopGoöoGai KaXoKaTaöfai Bias
73» 3 (623, 1) euiraföcuToq tt^v cpvaiv 5
Thal. A 1 (6, 9) cpuaiv exciv apiörov,
öeiJTepov bk (|Ltav9dv€iv) Epich. Gn. 40
(96, 2) €öTi bi Ti KOI q)Oöi(;, oti 6i^ Ti?
^T^ juaSurv . . . ixavo«; ^y^veto Dialex.
6, 11 (646, 9) dipaiTi Tpoq)ri koi <puai^ lo
(öt6aöK6i (ppoveiv) opp. xpovo^ De-
mokr. B 183 (419, 10) McXera (püaioc;
cttaeäq irXeova fetupeixai Epich. Gn. 33
(95, 6) €K ineXerrn; 7tXeiou<; r\ cpuaetwc;
äfaBoi Krit. B 9 (616, 17) trX^ove^ eH is
AöKi^Gio^ . . . Ti dmb (puöio? Demokr.
B 242 (428, 4) q)uö€U)q Ka\ ooiaiöett)^
bibaOKaXla öelxai Protag. B 3 (537, 19j
licXeTT) iToXuxpovi'n = cpvaic, (720) Anm.
z. (398, 3) — f\ cpuöi^ (Instinkt) . . ndv- 20
TU)v . . öaaa ^l\)%r\v ex^i Demokr. B 278
(435, 9) diTÖ (pöoiot; (435, 4) <püö€i xö
äpx€iv oiKriiov xuji KpeöOovi B 267
(433, 6) öxuoi |LieY<iXi] eöxi *xf)i q)u<Ji*
KaK€0xui B 182 (419, 6) utr^p . . 6uvajLiiv 25
. . xrjv eujuxoü Ka\ cpvaiv B 3 (386, IG)
Kaxä q)uCTiv etrcixo B 277 (434, 17) al
itapd (pucTiv eirieuiufai Hipparch 56 C 7
(449, 16) vgl. Sp. 648, 46 ff. 652, 10 ff. —
"0|Liripo^ q)uaeuj(; Xaxujv Qealovar]c, 30
Demokr. B 20 (394, 16) — kui q)V>ö€iq
Kai liopqpdi; ouiiZovxj [Philol.] B 21
(248, 11).
Wesen [rerum natura, ouafa, 8v).
cpxioxc, KpiJirxeöGai qpiXei Herakl. B 122 35
(79, 7) Ä (püffK; . . . dpjidxÖTi kl ömd-
piwv x€ Ktti Tcepaivövxujv Philol. B 1
(239, 31) irepi <pi}(Jio<; kui ap^ovia^
(übe €X€i • et |Lt6v eöxw tOüv irpatudxujv
. . . KOt auxä |udv d (puöK; . . . B 6 40
(241, 3) irepi q)uaeuj^ Ypdn'ai v. Phere-
kyd. A 1 (603, 6) ftieX^xÖn v. Thal. A 1
(3, 28) vgl. B 1 (11, 4) Tit. Anaxi-
mandr. 2 (12, 19) vgl. 7 (12, 44) Xeno-
phan. B (50, 12 ff.) Herakl, A 1 (64, 45
42. 56,6) B (61, 29 ff.) Meliss. Parm.
Emped. Alkm. Gorg. Prodik. 14 A 2
(100, 29) = 20 A 4 (136, 23) 77 B 3
(570, 32) Parm. Meliss. 18 A 14 (107,
47) B (113, 24 ff.) Parm. Emped. 18 A 9
a07, 26) = 21 A 1 (150, 39) Zenon
A 2 (127, 15) B (133, 2ff) vgl. A 4
(127,31) Emped. A 1 (163,39) 2 (164,8)
72 (164, 33) B (173, 6 ff.) u. ö. Phüol,
A 1 (234, 1) (Hepi cpOöioO B (239, 27 ff.)
vgl. bes. B 6 (241, 2) Timaios 1» (265,8)
Diog. A 4 (329,1. 5) 6 (329,18) B (333,
38 ff.) Demokr. A 33 (367, 23 vgl. 30)
« B 6«: (387, 26) Metrod. v. Ch. B
(463, 4 ff.) Prodik. B (570, 30 ff.) De
rerum natura Demokr. B 300, 2 (440,
10) Prodik. Thrasym. Protag. B 3
(670, 36) = 78 A 8 (576,6) Hepi cpO-
ö€iu^ ri n€pi xoö övxot; Meliss. A 4
(136, 21) B (143, 2ff) nepl xoO |htj
övxo^ r\ TTcpi (piicetyq Gorg. B (652, 2 ff.
vgl. 556, 24) TT€p\ xf^^ xoö navxö? <p»j-
0€uj<; Okkel. 3ff. (264, 24 ff.) xfjv xOjv
Ti&snKU^t q>uoiv ^k GcpinoO Kai n/uxpoO
KxX. Zenon A 1 (127, 4) dcpa Diog.
A 5 (329, 12) vgl. Sp. 651, 23. it€pi
q)uöio^ xuiv dirdvxuuv DiaJex. 8, 1 (647,
15 ff.) irdvxujv (püaiv ejUTrXesavxa (sc.
voOv) Krit. B 19,2 (619, 9) eeiuprixiKÖ^
xfl^ xil»v öXujv (puoeujc; (Xd^o^) Pytha-
gor. 32 A 29 (239, 24) Trepi xa<; xüöv
öXuuv <puai0(; KaXtli^ öiaTvdvxeq Archyt.
B 1 (258, 6) TTepi cpüaeuj? köömou Tit.
Demokr. A 2 (353, 6) 31 (367, 3) B 6«
(387, 25) (iiXfou) Thal. A 3 (7, 9) epta
oeXi^VTi(; Kai (puffiv Parm. B 10, 6 (122,
25) xOuv daxpoiv Anaximen. A 14
(19, 36) aiöepiav (puoiv [des Äthers
Wesen) Parm. B 10, 1 (122, 21) —
<pu0i(; dvöptliv Epich. Gn. 10 (93, 5)
dv6piunou Hippokr. 12 C 1 (81, 31)
TTepi ävSptimou qpuatoi; Diog. A 4
(329, 4) vgl. B (333, 41) Demokr. A 33
(387, 23) *. B 50 (387, 27) vgl. 0 6
(448, 7 ff.) TTcpi <pu06uu(; avSpunrou Pro-
dik. B 4 (571, 2) cpum? . . eKdoxou Em-
ped. B 110, 5 (204, 4) djuiliv xäi (puöci
. . . YiviuöKeffeai Archyt. B 1 (269, 2)
6vr|xfl(; cpuaeui^ ftidXuoiv oiik elfcöxc^
Demokr. B 297 (438, 11) — exepov . .
xfji iftiai qpuöei Diog. B 2 (334, 13)
651
q)U0iuu|yta
652
T?iv TÜJv öuJiLidTUüv (püöiv Gotg. B 11
(569, 12) MeXitüv (p\iai<; Farm. B 16, 3
(124, 14) vgl. Emped. B 63 (192, 11)
iT€p\ <püa€ui<; lpu)TO(; t^ ^pujTUJv (?) Krit.
B 42 (626, 10) 1^ TÜJv aioör}TÜ>v q)i5öK 5
syn. ouqfta opp. ndöoc; Demokr. A 13ö
(375, 11 ff. 33 ff. 377, 8 u. ö.) — ä (pdaic,
(&} Till äptOiuui Phüol. B 11 (243, 8, 244, 1
vgl. 244, 5) TÖv TU) dpiöuili (puatv kw
ftüvaiJLtv (243, 18) vgl. PytLagor. B 15 lo
(273, 17) räc, tOl» dtrefpu) koi dtvoi^Tiu
KOI ä.\6fw qtvaioc, Philol. B 11 (244, 3)
Kard yvibytovoc, (pucfiv (243, 14) xü/v
cuvSerwv cfujjudTatv cpüatq Emped. A 34
(159, 33) axnMdTu>v q)i3ai<; Leuk. A 19 ts
(346,43) — qpüoK; dirfipo? (dpx»^) Anaxi-
mandr. tf (13, 5) drreCpou 10 (13,43) |Li(a
d6pi(TT0(; 9 (13, 24) jifa •'j üTtoK€i)LievTi
Anaximen. A 6 (18,10) ^ia cpvaic, itdvTa
Kai oO pila Hippokr. 12 C 2 (85, 43) <pOoiv 20
^(av (^K TU)v dro^uv) kct dXi*je<=iav
oitb' i'ivTivaoOv Y^vvdi Demokr. A 37
(359, 19) qjüoi? = aro^a Demokr. A 68
(362,41. 42) B 168 (416, 8) vgl unten
Z. 44. €^1^Jpo<; (ptiöi^ (syn. oüö(a) Phi- 25
lol. A 14 (236, 32) "Hpot, ^Aerivd, Zcü*;
q)u0€U)<; öiroöTdoci^ kki OToixeiiuv bia-
K0ö^l^ö6l<; Metrod. v. L. 3 (326, 16) — -
(pucfiv ecCav qpopüLiv Krit. B 2ö, 19
(621, 1) — -^ixijbeK^ <püa€i(; €V tiI>i t6- 30
iTUJi TU)v darepurv Anaximen. A 7 (18,
44) OTiTMn, TPCMM*^. eTr(ne6ov, (Trepcöv
<püo€i<; Pythagor. B 24 (275, ö) —
vdjLioi; KOI cpvai<; ov% ö|uioXoY6tTai
6|uoXoT€dM€va Hippokr. 12 C 1 (83, 28) 35
vofxov dvOpumpi eöeoav . . ., qpüoiv hk
wdvTtwv 8eoi 6i€KÖcr|Lir]aav (83, 30) qpvi-
I3H KCl Ol) vdfiwt Philol. B 9 (242, 16)
t6 aioxpov Ol) <pu(j€i dXAct vöjuiiiui Ar-
chel. A 1 (323, 17) = 2 (323, 32) o\ 40
(Aev oXXo» qjüoei rd a\aQr]r&, v6mu)i
Leuk. Demokr. Diog. 61 A 23 (332,
19) = 64 A 32 (349, 4) iroiörnre? v6-
Hu«, qpuoei ft' dxdjuouc; Km Kcvdv De-
mokr. A 1 (352, 36) vgl. A 135 (375, 46
11 ff.) v6|uo{. oi) itXda|LioTi KfvüJt Ka\
vSfJLWi dXXd Tf|t Tu»v TCpoYMdruJv qxioet
Nausiphan. B 2 (466, 11) . . . noXixac,
q)t)<jet, Ol) vöfiiui (Hippias) 0 1 (686,
21) TÖ ojüioiov TU)i 6noiwi qpuoei ouf-
f6ve(;, 6 bk v6|Lioq rupawo? (586, 22)
vgl, auch Anonym. lambl. 6 (633, 1)
— qpijoei rd öv6^aTa Pythag., 6eO€i
Demokr. B 26 (895, 19) — cpva^i Kai
Tuxrji irdvra elvat, Texvrji bk oObev
Emped. A 48 (161, 9 ff.) <pi3oei opp.
^iUi Kol öiaKpfoei 20 A 5 (139; 975»»
15) — Kcrd cpiifliv ^KaOTOu Hippokr.
12 C 2 (85, 32) öiaipeuuv cköötov koto
cpvioiv Herakl. B 1 (61, 86) fieroXXdö-
creiv KOTd q)u(yiv Epich. B 2 (90, 6)
vgl. Sp. 648, 46 ff. 649, 27 ff.
(puOiuujLia. n;uxdv laeordv iroXX«I>v Kai
(pauXujv <puaiu)MdTU)v Hipparch. 66 C 7
(450, 5).
♦ ua 10 opp. OOinIvrj Emped. B 123, 1
(209, 19).
qj u T € u e t V. 6 {puTcOiuv coni. >iiiT»ip Bjrit .
B 32 (623, 11).
qouTÖv opp. Zujiov Diog. B 2 (334, 16)
qpuToO opp. dvepaiTTOu, Zoiiou Philol.
B 13 (244, 17) q)UTdv tOüiov 'if^^ioy
Anaxag. Demokr. Plat. 46 A 116 (313,
16) vgl. A 117 (313, 22) ouveordvai
(rd (puTo) ^u Tt&v auTU)v toi^ Jüiüioii;,
6(ju)i bk GoXepiwTcpuiv . . . toöoOtov
dtrexeiv toO Z;Oüia dvai Kleidern. 3
(327, 11) TÖ KoXöv Ka\ reXeiov €k (tOjv
(pUT&V KCl TU»V ZWU1)\) iv TOT? 4k (tÜJV
dpxuiv) Pythagor. B 11 (272, 35) dq)-
OMOiuJv T0l(; niiiqpoK; Td<; |iopq)d<; x&v
(Ztijuyv Kai) (puTU)v Euryt. 3 (2493 20)
xriv vj/i)xr|v iravxoio e'ibr] Z'Jjnuy/ Kai
q)UTÜ)v ^vöüeoöai Emped. A 1 (153,
38) ö€X»ivriv TrepioiKEioBoi ZiOioit; koI
q)i)Toi(; fxeiZoai koi xaXXCooi Philol. A
20 (237, 43) — desiderio (plantas) mo-
veri, sentire etc. Emped. Anaxag. 21
A 70 (164, 31) = 46 A 117 (313, 21)
XoYiKo xvfx'^veiv qpuxd Emped. B 110
(203, 33) intcUectum ivUeUegeiüiamqtte
habere Anaxag. Demokr, 21 A 70
(164, 34) «= 46 A 117 (313, 24) ^-rhvr^^
spirüum Anaxag. (313, 25) xa q)uxd
TravxeXuK; dq>r]ipf)a6ai x6 qipovctv Diog.
A 19 (331, 47) — Entstehung, Wachs-
663
Xafpeiv 654
tum Eiaped. A 70 (164, 12 ff.) 72 (166, 1)
aexus A 70 (164, 33 ff.) vgl. Meneet.
2-6 (219, 28ff ) CTr^pMOTn . . öit-fKara-
<p€p6^eva Tun ö6aTi y^wöv tci tpurd
Anaxag. A 117 (313,19) xa xvvxph toö
6lpou<;, Tci BepMCt toö x^iM'S'voi; ßXu-
OTdyeiv Kleidern. 4 (327, 14) töv dlpa
-f€vvav Tct <puT(S Diog. A 32 (333, 20)
AMai Trepi öTrepiudTtyv k. qjuTiöv k.
Kapirujv Demokr. A 33 (367, 34) =
B llK (390, 4; ci}Qia, öKoXid A 162
(382, 39) Volumen de effeetu herbarum
V. [Pythag, Demokr.j B 300, 6 (440,
41 vgl. 46) aglaophotis herba, mar'
mainiis B 300, 2 (440, 16) OavdcriiJov
<Put6v, Y^uKOTaTov B 300, 4 (440, 35).
qjuiKir). Tütioi q)U)Kiyy (q>i)K(iLiv Oomperx)
Xenophan. A 33 (41, 36).
«ptuveiv. Tov pritÖ(uj(; qpuüveOvra -rtSv
Inoc Anaxarch. B 1 (468, 8).
<pouvti (X8ov(ri<;.) Mus B 11 (486, 10)
6ai(n6vujv (in xotAko«;) Pythagor. C 2
(279, 25) tCuv KpeiTTÖviuv (6 ^juirCnruiv
TOl? tuöiv i^xo«;)' (279, 80) (XißuXXa)
^EiKveixai Tf^i qpurvf^i Herakl. B 92
(75, 15) (piuvriv t€ bk}ia^ re (Ix^iv) Xe-
nophan. B 14, 2 (49, 3) — Entstehung
(öH^ai, ßapeai) Archji.. B 1 (260, 1 ff.
vgl. 19) ((piuvd d. K(iXa|JO(;) (260, 15)
Anaxag. A 108 (312, 18) 55 A 135
(376, 6] Archel. A 1 (323, 23) {aOnxa)
Demokr. A 127 (372,21) 128 (372, 22 ff.)
135 (374, 28) C 6 (448, 31) Gofg. B 4
(656, 6) dvdKXaöK; bei i^x*^ Demokr.
A 135 (374, 7) Stcv 6 drjp imb Tf|q
qiujvf^^ Kivr.öei«; Y\xfii evröc; Emped.
A 86 (168, 29) AItiqi nep^ cpiuvi&v Tit.
Demokr. A 33 (357, 33) ,= B 11'
(390, 3).
q> u> V 1^ € K. dYdX|naTa qjiuvi^evTa Demokr.
B 142 (410, 6) kmä <piuvii€vTa Pytha-
gor. B 27 (276, 35).
tptjGt;. dftÖT« (pun-a Parm. B 1,3 (114,9)
q)un-' 'AaKXTitnd6r|v [Emped.] B 156, 2
(218, 5) Kaxd (p&Ta opp. Bripuiv, 8d-
MvuDv, oiuuvAv Emped. B 9, 1 (175, 20)
<pu»Ta^ (Emped.l B 156, 4 (218, 7).
<piX»^. q>doq («= Z€u^, 'A(6r)<;) opp.
<Jk6to(; Eüppokr. 12 C 1 (81, 16) q>ü»<;
Kat öKÖToq: dpxo{ Pythagor. 14 A 3
(100, 34) = 45 B 5 (271, 26) trOp Ka\
ff\ r\ ^^XXov qpux; Km oköto^ Parm.
5 A 34 (110, 44) vgl. A 37 (111, 6) ifdvra
<pdo(; KOI vut öv6)iaöTai B 9, 1 (122, 9)
■Jtäv ttXIov . . . rpdeo^ KOi vuKxdq B 9,3
(122, 11) ÖV (sc. TOV voöv?) w€pi M^v
<ptl><; irepi b' dpcpvafa vuE . . . dj,t<pixo-
10 p€(i€» Krit. B 19, 3 (619, 10 vgl. 14)
— cpOö<; ^v eß6o|adöi Philol. A 12 (235,
10) Bewegung (ötwina) Emped. A 67
(162, 27 ff.) vuKTi<pa€(; . . . dXXÖTpiov
q)u><; (d. i. ö€X»iv»i) Parm. B 14 (124, 6)
15 danach Emped. B 45 (188, 18) 9dK;
ilXCou, öeXi^vrj^ s. d. visum grande in-
solitumque caelo lumen Anaxag. A 83
(308, 42) Tüji trXiieci koi m€t^0€i toO
(punrcx; töv Kcpavivöv A 84 (309, 3) —
20 ■re^ii'iTCiv ei? <pdo? Pasm. B 1, 10 (114,
16) dvaßX^ijiavTe(; irpöq tö tpux; An-
tiph. B 60 (699, 20) jiifi Xeteiv dvcu
cpujTÖq Pythagor. C 4 (280, 37) qpOJ?
alöBjiTÖv, voriTov Herakl. ß 16 (65, 5)
25 TÖ €KTÖ<; cpuis Emped, A 86 (168, 20ff.)
TÖ cpo»^ öuvaiTtov Tf|(; ^^q)d<J€u»<; Ana-
xag. A 92 (310, 23) dnö toO <purrö?
iTot€iv TÖ XeuKÖv (Demokr.) A 135 (378,
46) <pui? (tö €v Tol? Xanirrflpöi, mit
30 dem d. Auges verglichen) Emped . A 86
(168,13. 20ff. 170,7) 91 (172,10) B84,5
(196, 88) q)do<; airrcToi cauTüii drco-
eovurv Herakl. B 26 (66, 7) ~ ijq)i<yTa-
^cvoto (sc. i^X(oio) «pdeoai Emped. B 48
3s (188, 81).
<t>u)0<pöpo<;. Parm. A 1 (106,11 vgl.
Anm.) Demckr. A 86 (366, 33).
cpwTCZcjv V. ifiXic? Herakl. AI (56,38)
passiv. A 12 (69,9) 18 A 42 (111, 33) u.ö.
40
Xo(peiv. xQ^pi^i coni. eppuiTOi Demokr.
3 174 (417, 0) xa«pt Parm. B 1, 26
46 (116, 8) Ka\ o»5via0i Pherekyd. B 2
(608, 12) xa(p€T€ Emped. B 112, 4
(205, 11) — ßopßopu)! xa«p€tv Herald.
B 13 (64, 15) xa^pwv iqp' olöiv Ix«»
655 xaiTn 656
Demokr. B 231 (426.11) ~ e<p' 6|uaXoO (614, ö) K^^uöpiii . . . äieitrcreoi; xoA-
TCpdiujc x"tpovTe(; v. Pythagor. D6 Koto Emped. B 100, 9 (200, 28) ßevOea
(286, 3). XaAKoO B 100, 16 (201, 5) irXdöTiTE i^
Xa^TTj. €x»voiq öEußeXei^ *xa?Tai . . em- x^XkoO euTarrip Krit. B 1 (613, 22)
Treq)p{Kaaiv Emiied, B 83, 2 (195, 86) 5 xa^»«"^' dito \[!\)%y\v Apvaac, Emped. B
XafrriKJtv a-fa\X6|u^voi Xeaophan. B3,5 138 (214, 6) tuilkSvt' <^v) drfipei xoAkijöi
(46, 20). B 143 (215, 14} — t&i KarriTepwi
■äKaZa Entstehung Anaximen. A 7 jicixöevra tov x(x\k6v Emped. B 92
(19,4) 17 (20,14) Emped. A 30 (158, (198, 10) itX€(öTr,v (iKixaba) ätpxivai
37) 66(163,21) Anaxag.A 85 (309,11) 10 xc^köv re koi ofönpov Diog. A 33
Antiph. B 29 (Ö96, 7). (333, 25) ßdtMitv xaXxoO koi öiö/ipou
(oXöv. hiKY\ xaXdaaaa rreÖTiimv Parm. Antix^h. B 40 (597, 5) uapdöoEa ^k toO
B 8, 14 (119, 11). XaXKoO [Demokr.] B 300, 18 (444, 25)
(aXapöq. t6 xaXäpov Anaximen. B 1 töv ck xaXKoO . . . fjxov tpiuvrjv dval
(21, 6). 15 Tivo(; lujv 6ai|aövujv Pythagor. C 2
XaXbaiKoc, Xdfoq, Tit. Demokr. A 33 (279,25).
(3*58, 11) = B 239'i (439, 23). Vgl. xa^KoruTco.; Pythagor. B 85 (277,40).
Chaldaier Reg. 11, X^^'^oOq. x^Xkö xpvaä troificJai 9a:ve-
XaX€Tc6c, = KaK6<; (Prodik.) A 14 (565, 0601 [Demokr.j B 300, 19 (444, 45).
32; ~ xciXeTToiöiv . . . <ju6yoioiv> Em- 20 xoMOieuvTic. Xeovrc^ Emped. B 127, 1
ped. B 112, 12 (205, 19) xaXenai ck- (210, 11).
TTOfiTcai Antiph. B 49 (598, 17) xaXe- (xa^xaiXeujv). chamacko [Demokr.) B
m\iaiv . . xaKÖTTiaiv Emped. B 145, 1 300, 7 (441, 3).
(215, 21) xaXe-rröv m. Inf. (ecGXov tjn- X&oc, s. Rog. II Chaos; dazu xdoc; upä-
nevai) Pittak. 73* 2 (519, 33) (Ou^ibi 25 tov xeveöeai t&v Geiuv Epich. B 1
MaxeoGai) Herakl. B 85 (74, 13) De- (89, 18).
mokr. B 236 (427, 10) (apxeoGat) B 49 x«P« ^^^^- Tepx{iii;, eyq)po0Üvi-| Prodik.
(400, 1) (miueioeai) B 79 (402, 1») (tu* A 19 (566, 31 m. Anm.) ~ y) ä\r]Qivi\
xetv) B 228 (426, 2) (eKTfjaeai KTfj^a xap« Tf^(; «puxfii; reXo^ Leuk. (?) A 37
. . .1 Antiph. B 49 (598, 19} — xaXe- 30 (349, 23) dTTopeouoi oiKcfn«; xapä«; De-
irujTepii (exepn) Demokr. B 90 [4.0$, mokr. B 293 (438, 2).
23) {xpnMdrujv öpcsic;) B 219 (424,18) xapoKTTip (öij;€uj^, V^xn«;) iDemokr.]
(ditDp(n) B 287 (437, 8) xaXeuöv xp^- B 302 (445, 47).
naxa ovvtt'jdpi.odau xaketiiurepov cpv- x"Pö'<Tr,p{2eiv. CKdaTou xaTo t6 €tii-
XaKr^v TouToiq irepiöeivai Anaxarch. 35 KpaToöv ev auTuii xöp^J^TripiZioinevou
B 2 (458, 8) xa^eTCoiToTov tö ootov Anaxag. A 41 (301, 2) == B 1 (313, 30)
•fva»vai Sieben Weise 45 C 4 (280, 28) vgl. B 3 (314, 15) B 12 (319, 12).
t6 epTöv ÖTöv . . . Polykleit. B 1 (229, x«Pi^civ. x^P'^^^GOai Demokr. B 255
15), (430, 12) xapiZö|Li€vo<; B 93 (404, 5)
XaXKeia: Beispiel "Hcpaiatoc. Dialex. 40 x^pitraiueviui opp. dxapiöTiiaavTi An-
9, 6 (648, 24). tiph. B 54 (600, 20) xaplaaaBai tüji
xaXx€U€iv. exaXKcucJavTo udxatpavEm- 9u|liu)i B 58 (601,25).
ped. (V) B 154b 1 (217, 22). ,Xdpt(;, {Kapi<;) axvfki . . 'AvdyKriv Em-
XaXKiTic Emped. A 34 (159, 35). ped. B 116 (207, 27) vgl. Reg. II. -rtpöc
xaXxuXiGo^ [Demokr] B 300, 18 (444, 45 x<ipiv Ttpaaowv Krit. ß 27, 1 (622,12)
24> jutKpai xdpiTC^ ev Kaiputi fieTiöTat De-
xaXKOTru)XTi^ Krit. B 70 (629, 4). mokr. B 94 (404, 7) \äp\ta(, ftexeöGai
XaXKct; OTii; v.oo\xe\ öouov Krit. B 2 B 92 (404, 3)>
657
xetöv 658
xaptOTtKÖq Demokr. B 96 (404, ll).
X&pyia. 0^lKp6v Xenophan. B 2, 20 (46,
12).
xaa^oL Parm. B 1, 18 (114, 24) de, xe6-
viov xoi<JMa Krit. B 17 (618, 17).
XcUo^. x^'^^iuv dqpt] (Demokr.) 0 6
(448, 22) epxa . . uepi x^^^e'iJi ^rytiaa-
aQai Emped. B 139, 2 (214, 14).
X€i|Li€piv6(;. TpomK6(; Emped. A 60
(161, 39) rpoTraf Demokr. B 14, 2 (391,
4 ff.) brumae dies B 14, 4 (391, 32) im-
ar\)ia0iai (Anaximen.) A 14 (19, 44).
X€i|iiepio^. x€i|Lifc"p(r|v bia vukto Emped.
B 84, 2 (196, 30) xeif^epißi HeAeidöe^
Hesiod. B 2 (499, 28) aveixoi, ctnp De-
mokr. B 14,3 (391, 10 ff.)-
Xetfiuiv. Winter. x^imJDV 6epo<; (6e6c)
Herakl. B 67 (71, 16) Entstehung AI
(55,45) Emped. A 66 (163, 16) Diog. C 2
(340, 37) xti^'JÜvoq KOI 6epoi;<; (|Li€Tpa
eTvai) Diog. B 3 (335, 7) x^iuuJvog ^v
üjprii Xenophan. B 22, 1 (50, 7) toO
X€i|üiu>vo(; To u&ara Karct xrjv y^^v OEpjua
Oinop. 11 (230, 47 ff.) talem hiemem
qualis- hrumae dies Demokr. B 14, 4
(391, 31) Sturm. ('IptO x£tM*JL>vo(; cn5|ui-
ßoXov Anaxag. B 19 (321, 10) xeiMU^v
Demokr. B 14, 3 (391, 19) 14, 7 (392,
8ff.).
Xgiv. xöTo Emped. B 35, 7 (185, 33) =
35, 16 (186, 9) ev i> exuön KaGapoiöi
3 65, 1 (192, 20) KOTct fmo. K€xuvTai
B 2, 1 (173, 18) 0dpiua eiKf^ Kexuüevov
Herakl. B 124 (79, 18).
xeip täv X€^P« vftci Epich. Gn. 30 (94,
25) Au5f) x€ip • ■ 'AoiOTOYeviiq Krit.
B 6 (615, 15) hm X€»pö<; 'ix.o^n€x, De-
mokr. B 279 (435,16) yi&pa xeipi eXev
Parm. B 1, 22 (115, 4) . . . xeipi iueef^i
Emped. B 100, 20 (201, 9) en eüeibci
X€p{ B 100, 10 (200, 24) \xr\bk ttjv x€lpa
KivCiv Chilon 73* 3 (521, 29) CKTeiveiv
. ..de, TÖ cEtJU Archyt. A 24 (257, 16)
(«pXeße?) de, eitarepav ir\v xeipa Diog.
B 6 (337, 19) €iTi iY[V aKKr\v x^ipa koi
öaKTuXouq (337, 28) — dpKToi 'Pea<;
Xetpc? Pythagor. C 2 (279, 28) ^dpf-c.
(Koeapai) Xenophan. B 1, 1 (44, 16)
■^p&yvon xe(p€ö<Jt B 15, 2 (49, 6) xipai(v)
Parm. B 1, 10 (114, 10) Emped. B 23, S
(182, 1) yitpa\ Xaßeiv fimep xe jatYföTTj
ireieoöc . . . h\xaln6<, B 133,2 (212, 11)
6 €1 X€^P<*<; .'EXOV ß6€^ Xenophan. B 15, 1
(49, 6j Kudfiuiv äito \&pac, ex^öeai
Emped. B 141 (214, 81) (<pXeße<;) de,
Tctq xdpae, Diog. B 6 (338, 0. 18) iiva-
TCi'vavTC*; ra«; \dpae, Domokt". B 30
iii (397, 19) — ev rai«; x^P^'' • • • 'r^v "pö-
aiv (sc. tAv OToixci'iuv) ouaav (bei
xexvtTai dYa0o{) Emped. A 86 (169,6
vgl. 171, 10;.
XeipoKUTiTO^. XctpÖK|nriTa (?) Tit. [De-
15 mokr.] B 2993i (439, 30) 300 (440, 2 ff.
m. Anm.).
Xeipovo|a€iv (Thrasym.) B 4 (578, 12).
xeipoupYnMa Grorg. A 27 (660,30.34).
Xeipiuv. x€ip<ST6pov (eov) opp. juäXXov
20 Parm. B 8, 24 (120, 3).
XeXibOuv ctqpavfZexai Demokr. B 14,4
(392, 3) x<^^i^<5voq (|Lia9riTaj) ev oiko-
ho\xio.i B 154 (412, 17) 'olaxp6v f *
<t)iXo!LiiiXa' Gorg. A 23 (550, 8) \it\hk
25 xt^l?><ivac; cv ohdax bk%i.<s^o.i Pythagor.
C 6 (281, 89).
XeXuveiov Demokr. C 6 (448,24).
XeXui;. XiGoppfvtuv xc^u"^ Emped. B
76, 2 (194, 17).
30 xeXujvn Demokr. A 68 (364, 27).
xepc(u)v. ctpxeööai unö x€pe{ovo^ De-
mokr. B 49 (400, 1).
xepvißa, xtpviKa(?): in Wahrheit Xei-
p6K)nnTa(?) Tit. Demokr. A83 (358,13)
35 = B 2995« (439, 30 vgl. Anm.).
X6^(; aupiov Skythin. heraklitis. 12 C 3
(86, 26).
XOovio?. de, yß6v\ov xdöjuct Blrii. B 17
(618, 16) xeovict ßa<j(Xeia Orph. B 18
40 (480, 28) x0ov(ujv ßaöfXeia (480, 21)
19 (480, 33) "Ai6n<; rfjv xöov(av öXnv
öuv6x€i 7m\\v Phiiol. A 14 (236, 33)
Xeovi'f) 8. Reg. n.
XOuJv. Element (= ■ir\) Emped. B 22, 2
45 (181, 16) auHei . . . ccperepov Ö€|ua<;
B 37 (186, 18) xewv eufripog B 96, 1
(199, 17) Xea»v B 98, 1 (199,81) djacpi-
ßpörrjv xööva = tö xfjv vux»iv rrepi-
659 x^A.oi 660
Ke{|uevov Oi&ua ß 148 (216, 7) xöova 2ö) ixdipa rtV, oapKo^, ^r\ T€Tax9ai
Kf5irpi(; . . . TTUpt 6u)K€ KparOvai B 73, 1 €n\ tuji nTfCiTt PLilol. A 27 (239, 12)
(193, 26) xöovo xpi"TÖ(; tiitepTöTa vai- nr\ elvai €v i^m^v >i axpciov A 28 (239,
erdoucfav B 76,3 (194, 18) — . . . tuitoi 21) ahiav rwv dikwv voar\HJ&rDJv Ana-
xOovo^ ecavereWov Emped. B 62, 4 6 xag. A 105 (312, 14) Zma dvGTeiavuj
(191, 20) tr6vT0(; . . kc, xQovbc, oOöac; XoM«; biZi'mevo(; qpuaiv koi Olaiv (De-
direiTTUöe B 116, 10 (207, 16) vgl. (206, mokr.) C 3 (447, 39) xoXrj xXu)pfi itpöc;
25 ff.) ^iTi x9ov\ tpOX' <ivep</)iTUJv He- ti^ari inevouaa ktX. C 6 (448, 33).
siod. B 5 (ÖOO, 6) a5ef|p . . . KOTO x0«va xov6pu;öri(;. tö xov6p{w5€^ (im Ohrj
biieTo pftcK; B 64 (189, 26). Vgl. lo Emped. A 93 (172, 26).
Reg. II. Xopöii. ^iTTCJ xopö«^ ^ dp|Liov(ai Pytha-
xCXioi (Kolophonier) Xenophan. B 3, 4 gor. B 27 (275,36) evfteKoxopbe Xupa
(46, 19). Ion (?) B 5 (223, 6).
XioupT^q. KXivri Krit. B 35 (624, 14). xophov.w\r]c, Krit. B 67 (628, 85).
XiTi6v. dpxn'^ (Orph.) B 12 (476,34) d. 15 xopeu€iv. (ircpi t6 jueaov) öIkc öiOfiara
K6anQ<; Leuk. Demokr. 54 A 23 (347, Geia xopeueiv Philol. A 16 (237, 17).
19) «rapKiüv dAXoYvofTi . . x«tOlivi Em- xopITtiv v. koiX{t\ (Demokr.) C 6 (448,
ped. B 126 (210, «) 6 eHu) xnwv (d. 36 vgl. 31).
Auges) Demokr. A 135 (373.33) vgl. xopHT^«- XopHT^n Suvn (?) Demokr. E
C 6 (448, 19) (d. Ohres) A 135 (374, 31) 20 282 (436, 11).
6pX6i<; TtouXuxfrujve? ^övre^ C 6 (448, x^Piov Antiph. B 36 (596, 31).
46). XOpöc;. 9jiXei<; Krit. B 1, 8 (613, 21).
XtTU)vf0KO(; Hippias A 12 (582, 14). (xöproq). pamtn prudenicr facere qtii
Xiu»v Entstehung Anaximen. A 7 (19,5) horiis exstruant munimenta Demokr.
17 (20, 15) Anaxag. A 85 (309, 10) bei 25 B 28 (396, 25).
NefXou dvaßaoi? A 91 (310, 11) De- xoöv. iropeMoO x^a9€VT0(; Emped. B
mokr. A m (368, 27) incXaiva Anaxag. 100, 17 (201, «).
A 97 (311, 23 f.). XP € ^a rrpö.; ercpov Pythagor. D 5 (284, 6)
xXtap6(;. -fXujaöa Alkm. A ö (101,20) €v xivi \pda.\ Krit. B 2 (614, 9).
vgl. A 9 (101, 36). 30 xpe<^v s. xP^lvai.
xXoijviK Xenophan. (?) B 43 (63, 1). XP^o«; F(?rp,^fc^K»j^Parm.B8,9(il9,«).
xXiupoq. Grundfarbe Demokr. A 135 XP««^ . . ce trueeöeoei Parm. B 1, 28 {115,
(377, 48. 379, ö) in den Mischfarben 10).
(378, 6£P.) xXuipöv €Öatl? (378,20) vgl. xpe^v s. xp^vai.
uixpöi;. Ipi^ v64>o? itopq)»jp€ov, (poivf- 35 xpt'it^eiv. t6 xP^'^^^ov oTbev, ÖKÖöov
Keov, xXuupöv Xenophan. B 32 (51, 18) XP^'^e*» ö 6e xpn'Z^ujv ou ftviOaKei De-
xXujpöv . . . iiilXt B 38 (52, 10) xoXrj mokr. B 198 (422, 6. 7) m. Genet.
(Demokr.) C6 (448,33) — xXt^pa xpni^^ei B223 (425,6 9; m.Inf. xpiiitw
TtpdTMaTa Gorg. B 16 (580, 21). Krit. B 16, 10 (617, 9) \pi\\lQ\x(.r^ Ar-
*Xvo{n (fipiLiaTot;) Emped. B 46 (188, 23) 40 chyt. B 1 (259, 14).
€v xvo(tjiöiv Pann. B 1, 6 (114, 12). xpf\\xa. Spruch (= tö KexPIMCvov) Em-
X0<4vT]. \o6.VY[iai öi'avTa TcrpiiaTO Öt- ped. B 115, 1 (207, 7) — Ding. \xi-<fa
öTr€ö{niöiv Emped. ß 8^4, 9 (197, 1). xP^lM« ti B 113, 1 (205, 21) xP^Ma
x6c.vo^. €V)0Tf.pvoi^ \o6.\o\<5i Emped. äX-feov Meliss. B 7 (145, 16) o'jftcv
B 96, 1 (199, 17). 45 xPHMO Anaxag. B 17 (321, 1) Leuk.
XolviH. )xi\h' im xofvixoi; KaOeZeöGai B 2 (350, 5) M^6evö^ xp^IMOto^ Ana-
Pythagor. C 6 (281, 36). xag. B 12 (318, 12) ouScvt xp»1MaTi
XoXi^. »= 'AnöXXujv Metrod. v. L. 4 (326, B 9 (317, 15) 12 (318, 7) ti xpf^M« Krit.
661
xpi^oeai 662
B 16, 1 (618, 1) ftapa XP^^M« opp. €i<;
TÖv äitavra xP<5vov Krit. B 6,23 (616, 1)
irdvTa xp^^axa Anaxag. B 1 (313, 88}
4 (316, 2) iravTuiv xPIM'^'iwv (316, 7.
19) 12 (313, 9. 14) inb loyzwv xpn-
^wixujv B 17 (321, 2) tujv vOv ^övtiuv
Xp. B 9 (317, 16} Tä KotAä xPi^M^Ta
Demokr. B 182 (419, 2) — unum om-
mum rerum ereatorem (Thal.) 71 A 6
(ß05, 34) irdvTUJv xpr\piäru)v fuerpov
Ävepumoi; Protag. ß 1 (536, 11. 17.
637, 1} vgl. A 14 (ö31, 10) — Trdvra
Kai xP'^l^oTa KOI öepcJirovra^ koi e€pa-
nai'va^ Pherekyd. B 2 (508, 5) — xp»!-
^druiv = itpd^^aToc,, npooiu-rrou, X6you
Antiph. B 117 (606, 28) Ware, xpv-
öoO xp'lliicxTO (dvTafioißfj) koi xpilM^Ttuv
XPU<JÖ<; Herakl. B 90 (76, 5) Vermögen.
XPnMOTa Kojvd Anonym. lambl. 7, 1
(633, 23) a-a&vm edv ko» ,.o\\ä fji 7, 8
(634, 17} xpr]\jiäxüiv t^ööujv Demokr.
B 50 (400,3) Kpefööwv Anonym. lambl.
4 (631, 27 vgl. d. Folg.) irdriup Krit.
B 16, 3 (617, 4} öpeSi«; Demokr. B 219
(424,17) auvoTiuTVi B 222 (426,3) XP»^-
ok; B 282 (436,9) vgl. unten Z.37. 45.
dnoßoX«( Hipparch. 65 C 7 (449, 36 ff.)
itXoötov opp. ToO KoXu);; q)pov€Tv ne-
vTira Antiph. B 64 (600, 28} ovire <JijG-
fxaatv 0ÖT6 xP*^MOtöiv eü&atnovoOcfiv
Demokr. B 40 (399, 7) xeixoc, . . . irepi-
ßaX4o6ai xoi^ t€ xP'lMOöi xat rolc, (Ji/h
fiociv B 280 (436, 3) ^v to^ xpifinaai
TÖ |Lif] irp -»oapfiöcjov ...(?) B 281
(436, 7) cuTuxrj^ 6 ktii fierpioiot xpA-
liaotv €u0u|ui€6|iievoc opp. ^it\ iroXAo'iai
buaeuM€6M€vo(; B 286 (437, 4) XP^aQai
Tot<; xp^lMa<yi dtaSöv, xok^v Prodik. (?)
B 8 (572, 16 ff.) xpi^|i«TO tropirciv De-
mokr. B 78 (402, 17) bar^iaQax B 279
(436, 14) (peib&vepox i«; rd xpi'lMOiTa
(436, 16) x<xXenöv xpilfJOTa 0uvcrr€ip€-
oOai, xo^€^T€pov (puXaKriv TOtiTOi^
nepiecivai An&xarch. B 2 (458, 8) ktä-
oöai tl>^ xP'A'iTO, xPnöOat db^ tihiöito
V. Kimon Gorg. B 20 (561, 18) XPH-
fiOTO oO XofißdveK (Sokrat.), & ktiu-
^IV0U^ €Oq)pa(v€l, K€KTTl)ül6V0U(; . . .
nftiov iroiet li\v Antiph. A 3 [588, 33
vgl. 589,17} biödvai, öuXXltciv Anonym,
lambl. 3 (631, 15 ff.) öioXatxdveiv An-
tiph. {?) B 116 (606, 27) oux eupiöKf
5 rd xpilMOTO 6 KaTa6e|H€vo^ B 64 (600,
16).
XprmaTtO)i6^ Anonym. lambl. 4 (632,
10 ff.),
♦j^pilfiri m. Inf. Demokr. B 277 (434,
10 18).
^XP<1vai m. Inf. Demokr. B 276 (434, 9)
Xpn m. Inf. Xenophan. ß 1,13(46,1)
22, 1 (60, 7) Herakl. B 36 (67, 16) 43
(68, 16) 44 (68,1G) 80 (73,28) 114 (78,2)
15 Parm. B 6, 1 (117, 14) Meliss. B 3
(144, 6) 7 (146,13) 8 (147, 9. 14. 148,18)
Anaxag. B4 (315,5. 316, 2) 5 (316,6)
Demokr. B3 (386,14) 6 (388, «) 39 (399,
6) 44 (399, 14) 65 (401, 15) 155 (421,21)
20 192 (412, 13) 268 (431, 6) 261 (431, 20)
266 (432, 16) 279 (435, 13) Anaxarch.
B 1 (458, 3) xpnv m. Inf. Parm. B 1, 32
(115, 14) tLv xprj Demokr. B 85 (403,
18) xd xPn ^övxa Demokr. B 174
25 (417, 8) 256 (430, 19} — y^vcöi^, (pOopd
Kord TÖ XP^^ Anaximandr. 9 (13, 7)
Yiv6|if.va itdvTa kot ?piv koi xpciJuv (?)
Herakl. B 80 (74, 2) m. Inf. xpe«jf>v
^öTi Parm. B 4, 6 (116, 28 vgl. Anm.)
30 8, 11. 54 (119, 8. 121, 16) xpewv dvm
Diog. B 1 (334, 2) Demokr. B 259 (431,
11) xpeuiv B 84 (403, 10) 92 (404, 8)
191 (421, 5. 6) 207 (423, 8) 225 (426,
13) 285 (436, 21) xp€>i"v B 55 (400, 16)
35 Xpe<5v 4öTi Parm. B 8, 46 (121, 6) —
ouK '€xpr\a€ TO« &€0Mevuüi Antiph, B 54
(600, 17).
Xpf\ö0at. xP^(i}ixeva (?) Herakl. B 80
(74, 2) — xPWVTai Anaxag. B 4 (316,
40 14) KxäaQai d»q xP'^^'^o» XPHößai lix;
Ti.uOuiTo Gorg. B 20 (661, 18) töv xP^'
H€vov dq)€i6iöq Demokr, B 169 (414, 6)
XpotMCvoi dXtoOaiv Antiph. B63 (600, 4) •
öitotoi öv Tiv€(; . . iliöiv o\ xfiihy^eyoi,
45 ToiaöTtt KOI rd npaTMOTa Prodik, B 8 ♦
(672, 21) — m. Dativ. xPn<JÖai [vorlieb
nehmen) Demokr. B 277 (435, 2) (aufi-
«popäi) Antiph. B 49 (698, 17) xpi"-
663
XpnO'Mo?
664
^£ea Anaxag. B 21»» (322, 17) xpilt-
liievo^ Demokr. B 181 (418, 14) \pw-
^evoui; Thrasym. B 8 (679, 3) XP*
Demokr. B 270 (433, 13) e%p<u Antiph.
B Ö4 (600,24) ^x] ixpriaaio }xr\bk xp^l-
öCTOi (600, 26. 26) — toi^ äxaQoiaiy
. . . %pr\adai koi upö<; rä KOKct . . .
♦ctXKfji Demokr. B 173 (417, 3) 6i6a-
0K(Si\(ui xptiuivxai (?) öfiiXwi Herakl,
B 104 (77, 2) — iLiavToöiiveiuv kcxP^I-
iLievoi [bedürfend) Emped. B 112, 10
(205, 17).
Xprjöiuoc;, uÖLup eic; itoWct xP»1öiH0v
opp. KÄKov Demokr. B 172 (416, 21)
XP»i|idTUjy xpf[CSiq . . . xP^öi^ov elc; t6
, eXeuGepiov elvai B 282 (436, 10) xpn-
ötMuiTaTa (iiacÜTia) Krit. B 34 (623,
26).
Xpf\oi<;. xpr\n6ix{uv Demokr. B 282
(436, 9).
Xpriö^ö?. Xprioiüioi Tit. Orph. A 1 (469,
14) Mus. 66 A Ib (470, 16) 67 B 20^
(488,9) 21 (488,18) vgl. 66 A 11 (472,6)
Oracula Epimen. B 1 (494, 6. 6).
XpTjöfioa»5vT) (opp. Kopoq) = 6iaK6o|uri~
ok; Herakl. B 65 (71, 11).
XpiiöTÖ<;. q)i\o^ Demokr, B 99 (404, 18)
ToT^ XPn^^ToToiv B 253 (430, 1) etri t6
T€ xPnöToüq eTvai Krit. B 63 (628, 28)
<p€iöiu, Xt|iö^ XPI^TTJ Demokr. B 229
(426, 7) xoio' ouöev xPn<^T6v eveGxi
Xenophan. B 1, 23 (45, 11) oubev kv
auTOicJi xPI^TOv effTi Demokr. B 236
(427, 8) TTopä t6 xpnOTÖv B 252 (429,
18) xP^löTd opp. Ttovripd Protag. A 21»
(532, 36).
XpiMa. xP^Mötöi beuojuevoi Xenophan.
B 3, 6 (46, 21).
XP f HTCxe IV. TÖrrouc eiq rouööe \p{}xv;XY[\
Krit. B 16, 4 (618, 4).
Xpoid(xpöa). xpo"l -^^*^*&' ß 4 (31ö>
18) Demoki-. B 125 (408, 17) = B 9
(388, 19) A 49 (361, 17) eTepoiuGöie?
. . . i^bovfl^ KOI xPoi^C Diog. B 5
(336, 6) vgl. ihkäc, iravToia^ eX^vra Ka\
Xpom^ KOI ■f\hov6.(^ Anaxag. B 4 (315, 7)
vgl- eiöti . . . xpoid re öviitCuv Emped.
B 71 (193, 18) eiritpaveiav yjpovxv cku-
Xouv v.Pythagor. B 42 (279, 16) Doxo-
graphie s. XP^M«-
Xpövo^ opp. TpoqpJ], qptioK Demokr.
B 183 (419, 9) TrapaXcmö|ievo? oixerai
5 Antiph. B 53« (600, 9) ö hxh \xioo\}
B.58 (601, 16) 6 napeXeidv Thrasym.
B 1 (577, 1) f|v XPÖvoq öre Krit. B
25, 1 (620, 22) nepiuXofi^voio xpövoiO'
Emped. B 17, 29 (179, 6) 110,8 (204,7)
10 reXetonevoio xpdvoio B 80, 2 (184, 19)
cp\io\ik\iOMc, . . 6iä xpdvou B 115, 7 (207,
13) fiCTaöxciv CKcfvou toO xP^vou
i^viK« Thrasym. B 1 (576, 18) Tem-
pori purere (?) Sieben Weise 73* 2
15 (520, 5 Anm.) xp<^vuji 2:titoOvt€<; Xeno-
phan. B 18, 2 (49, 18) 6v TUJi travTi
Xpövuji Meliss. B 7 (145, 10) uöxepuji
Xp6v(jui Antiph. B 54 (600, 16) dü^ ttoXuv
Ciiöijüv xpövov yßic, öXf^ov Epich. Gn>
20 24 (94, 12) -rtoXüv xP<5vov onroBvniöKeiv
Demokr. B 160 (414, 12) nXcdju (dviä-
öGai) Krit. B 42 (626,16) de, xoöoöxov
Xp6vov . . . uj(JX€ Thrasym. B 1 (576,
22 vgl. 577, 3) de, xöv ättavxa (?) xp6-
25 vov opp. trapct XP^MQ Krit. B 6, 24
(616, 2) 6k6öov äv xP'ivov eöSituotv . . .
Demokr. B 235 (427, 6) xöv xf^<; ßio-
xf^c; xpovov . . . TTcpi xoö jucxä xr}v
xeXeuxriv xpovou B 297 [438, 13. 16)
'30 xöv xpiivov . . . äpY^v, cpYctöifAOv Y^T^e-
öeai Anonym. lambl. 7, 3 (633, 30).
Doxographisches. Xp6vo? s.
Keg. II. -^ xöv xP<5vov öufKeiöGai ^k
xüuv vOv Zenon A 27 (131, 43) löov
85 xP<^vov xu>i öiirXaoiuii xöv T]jaiöuv A 28
(132, 3 fF.) — ^ireiödYeoGai ^k xoö atteC-
pou xp6vov, TTVoiiv, xö Kevdv Pythagor.
B 30 (276, 43) xpdvoq = \\ xoö oXou
Kfvriöi?, öqpalpa B 33 (277, 19) irdxepov
40 Y^vexai Ti ou B 34 (277, 21) a^k^ryioi^
Demokr. A 71 (364, 44) i^|aepo6iöe(;
Kai vuKxoeiöe(; tpdvxaffiiia A 72 (365,2)
vörifia f\ .uexpov opp. OitööTüffK; An-
tiph. B 9 (592, 33) dKd^a^ Xpdvoq . . .
4B xCkxwv auxöc; ^auxöv Krit. B 18 (618,
81) xpövo(;'TtdvxuJv ööxaxov Ka\ npü»-
Tov Skythin. 12 0 3 (86,23) — xpdvou
\kkpT(\ öiidpiae V. Protag. A 1 (626, 2)
665
XuXö«;
666
— Xp6vo(i öotpuixaTOv Thal. A 1 (6,
46) vgl. 16 (105, löff.) d|ua0effTaTO?
Paron (105, 16) iroAureXeöTöTov dva-
AtuM« Antiph. B 77 (603,21) laeTa rryv
OKiäv TOtxiöTa YIPOöKCi Krit. B 26 5
(622, 10) — XPovo(; aneipo^ Anaxi-
mandr. 15 (14, 44) Xifci xP<^vov \i)<^
ijjpiafxivr\<; tfic, fevia^wc; koi xf\c, ovaiaq
Kai Tfj^ (pQopäc, 11 (14, 1) Karä rfjv toO
Xpovou T(SSiv 9 (13, 8) xp6voc, iL'pi0|bi6- lo
vo(; Tf^<; TOö Koöiiou lucxaßoXf]^ Hip-
pas. 1 (29, 23) coni. toEk; Herakl. A 5
(58, 11) ou Karo xP^vov ■^evryrbv töv
Koa^ov, dXXct kot' ^Tr{voiav A 10 (58,
46) oupavoO bk^ac,, Xpovou koXov Tro(- 15
kiXmo Krit. B 25, 34 (621, 22) ff\ öp-
yavov xp6vou Pythagor. B 37 (278, 33).
Xpuöfov epf6.Zowrai Hippokr. 12 C 1
(84, 41).
Xpuö06iön(;. (xpiüM«) Demokr. A 135 20
(378, 3).
Xpuöoq nur scheinbar existierend Me-
liss. B 8 (147, 10) (ÖOK€i) KoraTpl^eoQai
(148," 6) xpuöoö xpil^axa koi xpr]^6xijjv
Xpuoo^ (ävToiLioißti) Herakl. B 90 (75, 5) 25
lcrx^P<^T€po(; e<; TteiGw \6foc, . . . xpuöoO
Demokr. B 51 (400, 6) TTepi xpwooö
Tit. [Demokr.] B 300, 15 (443,34) vgl.
16 (443, 41) 17 (444, 3) 18 (444, 26fif.)
19 (444, 41 ff.) €ubainov{r) ouk ev ßo- 30
öKiiMOöiv oIkci ovbe ev xpuodii Demokr,
B 171 (416, 16) öupiuaT &v kUaQai
MäXXov n xpuööv Herakl. B 9 (63, 8)
xpuaöv Ol öiZiiincvoi B 22 (65, 21) €k
Tü)v »j;r|f noTtuv töv xpuööv cuveördvai 35
Anaxag. A 1 (293, 41).
XpuöÖTunoi;. tpidXr) Krit.B2,8(614,8).
XP viöoOc;. xpvaix] 'Aqppo6{Tr] Epim. B 19
(497, 10) Ttt x^^^^ xpwöä iroifiöai
(pafveaGai [Demokr.] B 300, 19 (444, 40
45).
Xpuaoxön«; Dialex. 7, 3 (646, 27).
XpdtMa Ktti oxf\na. = Mopcpi^ Demokr.
B 165 (415, 23) toö €vöq avaraQivxoc;
€iT cH ^nmefturv efr' €k xpoiö? ... 45
(Pythagor.) B 26 (275, 13) ^m<pav€iov
Xpoictv iK(iiXouv B 42 (279, 15) — De-
finition, Zahl Emped. A 86 (168, 14 ff.)
92 (172, 22 ff.) = Gorg. B 4 (566, 1)
vgl. auch B 28 (562, 6) Emped. Ana-
xag. 55 A 135 (375, 7) vgl. auch 21 B 71
(193, 18) — Anaxag. A 92 (311, 3)
B 10 (317, 25) (i'i -napa mKpöv tüiv
Xpu)|udTU)v eSaXXatn) B 21 (322, 6)
Leuk. Demokr. A 29 (348, 43) 125
(372, 16) 126 (372, 17) 135 (377, 25 —
379, 12j (TÖ KdXXiCTov xpw|iia) (378, 7)
(äneipa) (378, 23) TTepi xpoOüv Tit. De-
mokr. A33 (367,26) = B 51» (588,2)
— Subjektivität Parm. B 8,41 (121,2)
Demokr. A 57 (362, 37) xpotav oi)
q)rj(Jiv eivai A 123 (372, 9) cpdaei iurj-
bev xP'I'Ma A 125 (372, 12) A 49 (361,
20 ff.) TCt irpö^ trjv (pavToöiav xptJ&MotTa
(372, 16) vgl. 54 A 29 (348, 43) v6[im
XpoiT^ Demokr. B 125 (408, 17) = 9
(388, 19; A 49 (361, 17) xäc; xpöa^ ou
irpö^ xck; unoKeiiuevaq aiaQr\a€i<; ärco-
bibwöi A 133 (373, 16) ck xn<; xoO xpiü -
^aroc, vTcoMTwaeux; ö Kaxä xoO XP*J^
luaxo^ (XÖYoc;) Gorg. B 3 (555,8) iij<;
eü6ü ev jutiKei . . . €v xpooi tö Xcuköv
Pythagor. B 27 (276, 14) — niger in
fundo fluvii color Emped. B 94 (198, 24)
Xpu)|ua ctvGpujTtou Demokr. B 165 (415,
23) änb xou xpi^MCtxo^ . . . xoO vooti-
[iOToc, (€TtiKpdxeia) öiaYiviuoKexai Diog.
A 29^^ (332, 44). Vgl. xpöa, o^k;.
Xpu)|uaxiZeiv. xpoufii xP^^MCt^fJ^aöai
Demokr. A 123 (372, 9).
XpujfiaxiKÖ^. x6 XPWMOXIKOV f^voc;
(ftiaipeöK;) Archyt. A 16 (255, 12 ff.).
Xpdi(;. xpuToc; Emped. B 76,3 (194,18)
ßpoxeuji xpot B 100, 17 (201, 6) \p^\
bf\\a Pherekyd, A 1 (504, 9) 6id xe
Xpöa q)avöv ducfßeiv Parm. B 8, 41
(121, 2) cpuepo-jTTuppö-, M€Xav6-, Xeuxö-
Xpou(; Diog. A 29» (333, 3 ff.).
XpoxTi«; ev Trevxdöi Philol. A 12 (235,9).
XuXd^. CK xf^<; xoO x^^oO k-iKvp^a^üjc,
CYT^vexai 6 Koxd raur^c^ xfiq iroiöxrjxo^
€K<pep6|Lievo^ Kö-^oc, Gorg. B 3 (555, 7)
— «uxö^axoi KOI OUK a0x6|Liaxot Hip-
pokr. 12 C 2 (85, 39) ffoieiv xoü? x"-
Xoü^ bia xd oxriMaxa Demokr. A 99»
(368,47) ausführliche Darstellung A 135
667 xuM^c 668
(375, 44 ff.) äireipoi (378, 23). V((rl, A 32 (41, 15) — fassen. €i . . . xuipct
Xuiui6<;. Ti ti elaöexerai Meliss. B 7 (146^ 14
Xu^öq. Saft. El? Toüq tröpouc; 6 x^no? vgl. 147, 1) x{upr\oa\ (Leuk.) A 24
6|Lia\d»<; . . . cvviaraxai 55 C 1, 30 (347, 42).
(447,27) — Tuiv (popMOKUiv oXXou^ 5 xwpUetv. xujpiZeTai rf\(; ■npb<; r6 n€fn-
akka xuMoy^ ^^ toö aiumaro^ ^E^yei ^xov truMqpufac; 6 €v rmiv voO^ Herakl.
Gorg. B 11 (659, 12) tö ovyKeKavubfov A 16 (60, 12) xü)pioQf\vai Anaxag. B 6
KOI olov i»iT€pumTir])üi^ov ^v ToT^ X"- (^^^j 12) ^" Kcxtupiarai dXXiiXuiv xa
fxo1<; = opXeYM«t Prodik. B 4 (571, 8) — ^v rtöi cvi K6a^i\ui ovbk äiroKeKOTTTai
1^ iroXXr] inippoia tOöv x^M^)^ Tpocpi^ 10 B 8 (317, 7) irdvTuuv Kexwpicucvov {d.
xf\(i tOtevoOi; ßXdffTt^? Tot(; Kepadiv Absolute) Herakl. B 108 (77, 18).
(bei 'Apcißiot ßÖ€<;) Demokr. A 156 x^^P^ov Antiph. B 54 (600, 28).
(382, 3) — Oeschmack töc; feiaq)opa<; xwpt«; dm d.\\r\küiv (eöevro) Pann. B
Tiiiv x"M*v (trapä) irapoXXa-fäg rf^^ 8, 56 (121, 17) axfeujv rouq Xöyou^
(yf\<;) TToXu.uepeiat; ktX. Emped. A 70 15 %wp\^ exaöTou«; Philol. B 11 (243, 14)
(164) 19; ev axi-uux xb uöujp €xetv th oCiöe x*wpk eoriv elvai Anaxag. B 6
tevn tüjv xunuJv Äva{ö6f|Ta 5iä juiKpö- (316, 12) • — x^PH Totixtuv Krit. B 34
TriTO A 94 (172, 32) aneipoi, abhängig (623, 23).
V. fiiti<; u. iT6Vt<; toO uTpoO ^jutpüröu xVi)piapi6q, opp. öl5nq)uöii; Herakl. A 16
Menest. 7 (220, 9 ff.) xv^oi in yf) Ana- 2o f60, 19).
sag. Metrod. v. Ch. 46 A 90 (310, 6) %<x)po<;. dauvriSea Bmped. B 118 (208,
— . . . Tu)i xXiapüjf Tön kv xr\i fkdn- 11) drepti^o B 121, 1 (208, 33).
Trji . . . 6iaKpiveö9ai toik; -jivfiovq Alkm.
Ä 9 (101, 37) Tf^i fXwöörii TOU(; x"^0"<;.
(aiöe<5v€ö0ai: Kleidern. 2 (327, 6) bia- 25
xelaQai Diog. A 22 (332, 18) TTep\ x^- '*' <JWM'<puivia (eirKp^perai tö al-ma) Ari-
miiv Tit. Demokr. A 33 (357, 26) = stot. 45 B 27 (275, 39 ff.).
B 5^ (388, 1) el^ rix öxiImöto dvctYC» xpaOupöi;. \\iaQvpa KOt evQpvma tOüv
Toü<; x^MO*^? Demokr. A 126 (372, 18) XeuKUJv opp. «jKXripd Demokr. A 135
vgl. A 129 (372, 31) 132 (373, 7) 135 30 (377, 29).
(375, 38 ff. 46 ff.) irpö? Tfjv ycOaiv dnoöi- v a k d ^. Bpoi^fou ijiaKdöeöaiv Krit. B 1, 10
bwai A 133 (373, 15) ci . . ^rj Tvädiv 6 (613, 23).
aC)TÖ^ ofioivjc, q>o(veTai A 130 (372, 45) vjjaOOK; zur okot(ti yvöjaK; gehörig De-
vgl. mKp6c,. — x"f^*v TravTOiai lufEcK; mokr. B 11 (389, 18) ev Tf\i ^rauoei
Pythagor. D 8 (288, 46). Vgl. xuXö?, 35 döedveoBai (389, 22).
YXOJTTa. \\>a(pap6<; Demokr. A 136 (376, 16).
XuXuJÖr]«;. Tpofpfjitäöa Theophr. 1 A 13 i|ieY€iv opp. enaivclv Demokr. B 192
(9, 20). (421, 18) tj*eY^*v kci erraivEiv tov oütöv
XUTponaiXr}? Krit. B 70 (629, 7). Protag. A 21 (532, 28) rem augere
X&ixa. TCt irpö Tüjv T€ix<JÖv Demokr. A 40 laudando vituperandoque rursus ad-
135 (378, 36). fligere Gorg. A 25 (560,22).
Xt/jpa Einteilung Hippodam. 1 (227, 20) ij/eüfcciv. H;€u6€(T0ai defin. opp. dXii-
Eirtstebung v. Krankheit Alkm. B 4 GeiJeiv Herakl. A 16 (60, 30) |uf| veüSou
(104, 11) ev TroXuKevoi«; x^pc"«; Demokr. dXX' dXjiÖeue Solon 73» 3 (521, 8) ipeu-
A 93 (867, 39). 46 fefffeai (tOu^ yovco^) öCkoiüv, döiKov
XmptXv. gehen, wdrra X'^P^^ Herakl. Dialex. 3, 2 (641, 8). Vgl, \ji€u&»i<;.
A 6 (68, 23) vgl. C 1 (81,13) ttjv y*\v V€u6ii^. xj/eu&ei KoXiJtjiac; ttjv dXi^ciav
d«; xrjv 6dXa<5öav x^^P^iv Xenophan. XÖYtui Krit. B 26,26 (621, 14) «i/eufcelt;
669
v^xn
670
TU(; aio0»iO€«(; Pythagor. Emped. Xe-
Bopjian. 11 A 49 {44, 2) Parm. Meliss.
18 A 49 (112, 31 f.) Anaxag, Demokr.
46 A 96 (311, 20) Metrod. v. Ch. Pro-
täg. Piaton 57 A 22 (452, 30) u. ö.
vgl. aiöBiiöK;. veubn wdvxa, Träaav
fpawaaiay koi ööEav \\!€Üb^aQa'. Xe-
niad. (543, 24).
«4J€u5oYpa<pimct Aristot. v. Hippokr. v.
Ch. 3 (231, 38).
i^jcuöojLiapTupelv, -fzapru^ Krit. B
61 (628, 21 ff.).
veßöo*; coni. (pQ6vo<; (rä^ tu» dnefpu} . . .
<puöio<;) Philol. B 11 (244, 8) oufeami)?
i<i dpi9)n6v €niiTV€l (244, 4 vgl. 1. 5)
TTcpi ÄXaöeo«; Kai veu6eo<; (öiaaoi
\6füi} JDialex. 4 (643, 3 ff.) t|)£u6uiv
T6KT0va<; Herakl. B 28 (66, 15) vco-
6ü>v Kcttpöv iöO' offou Ti^iöi ee6<;
Aischyl.83,8,12 (642, 15) ij/eijöea -rrtpi
ToO ^exot rf^v T€\6UTriv ^ivQonXaaxiov-
xe.; xP<5voi) Demokr. B 297 (438,
14).
V€ufcoqf>avriq (0€Xtivri) nicht Parm. eon-
dem Theophr. 18 B 21 (125, 21) vgl.
46 A 77 (308, 15).
}ptvarr\c X6to<; opp. dXa8»^<; Dialex. 4
(643, 5 ff.) HJ€öoxai Epim. ß 1 (493,80).
Hl f^ Tina. ^K xüjv \iit]fn6.T{uv XctohIvuuv
xöv xpvööv ouv€öxdvai Anaxag. A 1
(293, 41).
<l>riq)i(;. km xuiv itapä xal^ KU|iiaxurfai(;
H>nq»^iu)v Demokr. B 164 (415, 8 vgl. C).
Vgl. Mif^(po^.
H>iiq>tO{ua ■naXaiöv (öeuiv) Emped. B
116, 1 '207, 7).
Vf)(poq. ttoxOeueiv n/äq)ov nöx' dpi6|Li6v
Epich. B 2 (89, 84). ftiaxiOevai \iir\(pov^
Euryt. 2 (249, 16) dqpo|Lioioöv xolq ij;»^-
<poj<; tck; Moptpd^ 3 (249, 29 ff.) ai öuoiai
Kaxä Toüq auxoüi; xötTOU<; Demokr. A
128 (372, 26) vgl. vnqp»'«; — quemad-
tnodum decoctus caiculus in smarag-
dmn eonverieretur [Demokr.] B 300, 14
(443, 26; — übertragen, ^jinqpuji opp.
aüxox€ipfn*» x€X€«5ujv Demokr. B 260
(431, 17).
Vi|bit36tov Dialex. 2, 6 (638, 19).
i|;ÖYOs Xenophan. B 11, 2 (48, 14).
H/o«p€iv Theophr. 21 A 86 (170,33) ijio-
(f>& rf\c, K€TXpou ixioOv fi^poq Zenon
A 29 (132, 26 ff.). Vgl. v<i<POv
&i(>6vpo^ Entstehung Archyt. B 1 (268,
14 ff.) noXXou<; . . . ouk elvot d»adjv xäi
(p\}<sc.i o?ou<; x£ fwdjOKeaQai (269, 1)
Ol) itapaöueaOoi k<; xctv dKoäv toj? fie-
tdXuK; (269, 5) ßapi5v, öEiJv (259» 18)
10 xr\v dKofjv dTTo xtüv iou)6€v x^6qt\jrv
Bmped. A 86 (168,29 vgl. 170, 31 ff.)
ou »pöqpiwi xov v6«pov (Kpfvoinev) gegen
ihn Theophr. (170, 17) ÖUKveioOai xöv
t|>. Sxpi Toö ^TK€<pd\ou Anaxag. A 92
15 (310, 30 f.) Kaxä näv xö ouijna cioUvai
Demokr. A 136 (374, 37) tjiöqpov dvap-
epov Diog. A 19 (331, 24) — \\i6<po<;,
{^povxf\c} Anaximandr. 23 (16, 24) vgl.
Anaxag. A 84 (309, 2), ßpovxn. (xwv
20 döxpujv) Pythagor. B 36 (277, 32) (xnq
KfcTXPOu) Zenon A 29 (13?, 29).
liiuiit; opp. öepuaöfa Anaximen. A 7
(19, 9) Hippokr. 12 C 2 (86, 37) opp.
^KTCUpmffi^, evKpacrfa Anaxag. A 67
25 (306, 16) {itrcpßoXai »f»u56iu? opp. kou-
^dxiov Hipparch. 65 C 7 (449, 20) vpC'-
hc, (Kaxd»<;u2i(;) T:f\c, uvairvof^i; Hippon
A 10 (224, 12. 18 ff.).
<t;uxctTWYio TeXo^ Apollodor. 65 B 4
30 (386, 27) = 61, 1 (462, 26).
i|;«JX£iv. xb 6fio{(juq Oepfiov kci »jiuxpöv
oöxe 6€pfia(v£iv ouxe \^6%f.w Anaxag.
A 92 (310, 26) eepfiöv x^ivxerai Herakl.
B 126 (79, 17) ouxe QepualveoQal xi
35 (xtöv dxöjiujv) ouxe i|JüxeaOai Demokr.
A 49 (361,38) x"5vo<; XT]K0)i£v»](;, vuxo-
nevr^q Anaxag. A 91 (310, 11).
vjjuxil- I- Leben. qpiXoyuxoöoiv , oxi
xoOxo rj ZlujVi €<Jxiv, i] hjuxii» xaüx»n
40 oöv (p€i6ovxai KxX. Anonym. lambl. 4
(631, 28 ff.) it€pi «piXoM/ux^ac; 6 (632,15).
II. Seele, ffcpi v"Xn<; Ti*- [Py^^ag-J
19 (28,6) [Philol.] B21 (247,14) [Ar-
chyt.] (264, 12) Demokr. A 33 (367, 25)
45 = ö'^f (387, 29).
Kosmos. Lebewesen. xf)v ipu-
XTjv ^K xoO 8Xou . . . q>epo^^V)lv vnb
Ttwv dve(LiUJV Oq)h. B 11 (476, 34] dpx«^
671
vuxn
672
Herakl. nach Aristot. 12 A lö (59, 3ö)
vgl. Diog. A 20 (332,8) i\ toö köö|liou
i|iuxn «vaBufifaöK; Herakl. A 15 (69,
37) 11 ToO iz(xvr6(; A 17 (60, 40) Iv
OinSpxciv irveOiuct t6 5iä TravTÖ«; toO 5
KÄOjLtou &if)Kov M^ux^? Tpouov Pythag.
Emped. ß 136 (213, 23) ttiv toO kö-
(TjLiou Miux'iv öcöv Diog. Kleanth.
Oinop. 6 (230, 10) = 51 A 8 (329,37)
TÖ <ifieT<ißoXov äitb täc, tö o\ov trcpi- 10
€xou0a!; ipuxu^ f^^XPi öeAriva^ [PhildL]
B 21 (247, 24) tö \ikv vili koi vj;uxQ<;
dvdKUijua (korrupt) tröv (248, 3) Kivei-
ö9ai Tct (trpOÜTa) acüjuara . . . uuö Qelat;
6uv<!t]ueu)(; f|v voOv koi ^ux^iv irpocra- 15
TopeiJei Ekphant. 1 (265, 33) TrdvTa,
KOI H/UX^V dvepUJTTOU Kttl OU)|Lia, 1^
^)UXr] öiaKOCTjueiTai Hippokr. 12 C 1
(81, 26) — T0l(; dn/uxoi? jueraöiftovat
\VV\f\<; Thal. A 1 (3, 30) \\ivxr] Tf\^ 20
ladtYvi^Ti&o? A 22 (10, 38) elementa ha-
bere anvmas, a/mmam esse in lapide
Demokr. A 164 (383, 12) vgl. Emped.
B 109 (203, 16) irdvTa ipuxuiv irXiipTi
Herakl. A 1 (55, 11) irdvTa |U6Tex€»v 26
^lvxi\c, Tioiäc, KOi Tct vcKpd Demokr.
A 117 (371, 22) (uveOiia = ijjux»i) tö
€voOv iijua^ Tipbc, (Tot äXoYO tiIiv Ztiiuuv)
Pythag. Emped. B 136 (213, 23) irdv-
Twv tOüv Zibnuv 1*1 \\iv%r] tö outö Diog. 30
B 5 (336, 6) 1*1 €v To'ii; Zmoi<; Herakl.
A 15 (59, 37) dvepumout; koi tö dXXa
2ujia ooa ij^ux^v Ixet Anaxag. B 4
(315, 9) vgl. B 12 (318, 16) Trdvrujv
ooöa vuxnv ex^i Demokr. B 278 (435, 38
10) — CTroiiZei Kai iroiet i4<uxdv exeiv
Bpich. B 4 (91, 22).
Mensch. Begriff der Seele,
ij/uxri = voOq Parm. A 1 (105, 36)
Parai. Emped. Demokr. 18 A 45 (112, 6) 40
= 21 A 96 (172, 42) Demokr. A 1
(352, 30) 101 (369, 18. 24) 106 (370, 10)
113 (370, 44 ff.) = voöq ? Anaxag. A 100
(311, 32 ff.) (dfip) ^lux'r\ kOTi koi vörjöK;
Diog. B 4 (335, 16) vgl. A 20 (332, 9) 45
^oxi] KOI voO(; Pythagor. B 4 (270, 36)
vgl. Hippokr. 12 C 1 (83,21) Ekphant.
1 (265, 33) [Phüol.]' B 21 (248, 3) tt»u-
Xf)<; eöTi Xo^o? eauTÖv auEoDv Hersikl:
B 115 (78, 7) vux^c ■reefpoTa oOk äv
eEeiipoio . . . outuu ßaOuv XdYov €xei
B 45 (68, 18) ^fKetpaXo^ voou Kopftfa
ij;uxfl<i KOI aiaQifiaioc, (dpxd) Philol. B
13 (244, 14) oöa fe ti^ux^v ex« . . .
TtdvToiv voO<; KpoTei Anaxag. B 12
(318, 16) 6id ToO Qenevov Tct öv<5|LiaTa
Trjv vuxTjv T^ivfrrcTO, rfcic, ditö voO |li€v
MoTT, ktX. Pythag. 55 B 26 (396,11)
x\iv\r\ = voO(;, ^uiOTiiitir], 56Sa, aiaQr\aiq
45 B 16 (273, 29) nepi voO + nepi
alöGiiöi'uJv = TTepi H)uxf\^ Tit. De-
mokr. A 33 (357, 25) vgl. Sp. 671, 41.
öifxepf\ TTjv v^X'lv Epikur. (falsch von)
Demokr. A 105 (369, 43) ä^€pf[ (369,
47) (ppovelv Y^vcTOi öumjeTpiuc; exoü-
ax](; rf](; \vvxf\Z »««Td ttjv Kpf^oiv opp.
fieTaXXdrreiv A 135 (374, 43) vgl. unten
Sp. 673, 42 — ^ivxA = alö6r]TiKfj dva-
euiuiaöic; Zenon (Herakl.) B 12 (64, 9)
KaTxdv ipuxdv &p}x6Zwv aia9ri<J€i irdvxa
(6 dpiGMÖ?) Philol. B 11 (243, 12)
|uri&ev eTvai vjjux^v irapd Td<; aiaöriöei^
Protag. A 1 (525, 25) al aloeii(jet(; opp.
Y] v};ux»l (Demokr.) A 135 (374, 40).
Verhältnis zum Körper. See-
lenstoff, longe aliud amma, aliud
eorptis Hippon (?) B 4 (226, 24) ani-
mam esse vitam corporis Pherekyd.
A 5 (506, 1) KCl M^uxTjv dvBpwiTOu koi
a<i3\xa r\ vjjuxn öiaKOOiuelTai Hippokr.
12 C 1 (81, 26) «|;uxn ovi\x.a Demokr.
A 102 (369, 30) 104* (369, 41) 135 (374,
47) corporis aique animi primordia
alternis nectere membra A 108 (370,
24) vgl. Sp. 673, 20 ff. Spinne : Netz =
Seele : Körper Herakl. B67a (72, 8 ff.)
— baiViuv 'öapKuJv . . ircpiöTeXXouoa
XtTii)vi' . . . TU^ VUX«? Emped. B 126
(210, 5) d ijiuxd TUJi öu))LiaTi öuveteuKxai
Kdi KaödTrep ev öd|naTi toütuji ikQauiai
Philol. B 14 (245,17 vgl. 244, 20 ff.)
diligitur corpus ab anima, quia^ sine
eo non polest uti sensibus [PhiloL] B 22
(248, 24) vgl. Sp.674, 32.675, 45. voöao^
. . . njuxnv djuaupoi (Demokr.) C 6 (448,
14) — V"Xn 'TveO|ua Xenophan. A 1
673
V"x*i 674
^34, 20) dnp Aaaximen. ß 2 (21, 17)
Diog. A 20 (332, 7) B 5 (336, 6) deptu-
bY]C, Anaximen. Anaximandr. Anaxag.
Archel. 2,29 (17,17; «^ 46 A 93 (311,5)
47 A 17 (325, 16) df.pi'a Anaximen. &
A23 (20,43) vgl. auch ipuxnv • • q>€po-
f*€vriv linö Twv dveuu/v Orph. ß 11
(476, 34) = TÜ ^v Tü>i depi hitanara
Pythagor. B 40 (279, 8) iv Ttüi dtpi
iroXuv dpiG/üiov €lvoi tu>v toioutujv h K»
KoAel vouv Kai M'^xn'v Demokr, A 106
(370, 10) — iTupu>ön<; I*«rni- Hipi>aß.
Herakl. 8, 8 (31, 3) = 18 A 46 (112, 4)
Bcpiuöv [Zr)v rtapa TÖ Zeiv) Herakl.
26 A 10 (224, löflf.) seintaia steUaris v,
essetUiae 12 A 16 (69, 36; airfri trjpn
»injxn ao(pwT&rr\ kci dpiört] B 118 (78,
18) terra corpus, fnentis ignis Bpich.
Enni 48 (97, 7) ex terra et ig^ne Farm.
A 46 (112, 3) itüp Ti KOI Bepijov i^K 2«
nupö(;), TÖ öq)a»po€i&fi Jjeuk. Demokr.
64 A 28 (348, 19 ff.) vgl. Bemokr. A 1
(362,30) 57 (362,37) 101 (369,2111.)
(nupüjöes auTKpina) A 102 (369, 29)
104 (369, 38) 106 (370, 7) 108 ;370, 24) 2.s
»piritum insertum atomis A 103 (369,
32} — irL'pöc; Km \iha.-XQ(, öuti^pi/ua
txouöa flippokr. 12 C 1 ^82, 10) ex
terra et aqua Xenophan. A 60 (44, 4)
t|;uxai dnö töiv uyp»öv dvaöumwvToi so
Herakl B 12 (64, 13 vgl. 9) vgl. A 16
iö9, 3öflf.) dvnp 6K<STav jiieOuaöfji . . .
vi-fp»jv TTiv ijiuxnv €xti B 117 (78, 12)
WX^v K€KXf)adai ix toO vuxpoö Hip-
pon A 10 (2a4, 16 vgl. 9 ff.) uötup A 3 36
(223, 29) Tovonoiöv A 10 (224, 22) kl
öbaTo<; (224, 8) xp&iia ^k OepjuoO xai
i{n;xpo0 KOt EripoO Ka\ OfpoC Kard \ir\-
6€vö<; TOinujv kxa,%p6ctr\o\v Zenon A 1
(127, 6) XÖTOc; Tfji; fxiEeux; tü)v ötoi- 40
X€{ujv Emped. A 78 (166, 18 ff.) vgl.
ß 109 (203, 16), 8p. 674, 7. dpMOvfa
Philul. A 23 (238, 4) Echekrat. 4 (266,
36) ol ^ev äp^ov(«tv dvai, ot ö' Ixeiv
Pythagor. B 41 (279, 18) amtna in- «
ditw, oorpori per . . . tmmwtaiem eun-
iemque tncorpoi vUem eonvcnürUiam
iThilül.) ß 22 (24b, 88) diro twv dpi-
»ielt, Vtugm- d VerMkr. lU.
em«v Kttl Toö evö^ 33, 2 (249, 22; dpi-
6|biu»v na9o<; Pythagor. B 4 (370, 86)
€K T6Tpdbo^ (JÜxKeiTai B 16 (273, 29).
Sitz. Bewegung. dvOptuirou
^fyi\r\ €v dvSpunruji auEcxai Bippokr.
12 0 1 (82, 6) t)fuxr) €v tOui depfioTiiTUii
nup( (83,21; vgl. Sp. 673, 12 ff. =» al^io
Emped. A 4 (164, 26) Krit. A 23 (613,
3. 6; vgl. alfitt. ifjuxn = ^YK€q>aXo<;
Hippen A 3 (223, 29) vgl. d., x^^yno-
viKö?- Kap&{a H»i)XT)(; Kai atoBViatoq
(dpxd) Philo!. B 13 (244, 14) in der
Brust Protagor. ApoUod. Chryaipp.
74 A 18 (632, 9) tv twi wavti aioeo-
vojulvuji oiid^aTi -Demokr. A 104» (369,
41) vgl. A 106 (369, 46) 107 (370, 19)
108 (370, 24) — H»uxA KivrjTiKÖv ti Thal.
A 22 (10,38) d€i K4Vou>i€vn Alkm. A 12
(102, 26) auT0K{vT]T0(; kct d(6iov Kivr^-
öiv (102, 31) Kiv€iö0at cruv«x'X'? ^<i töv
r^Xiov A 1 (100,26) v^x^v thv kivoO-
oav Anaxag. A 99 (311, 30) YivwOKeiv
xai Kivdv Trjv ^uxtiv (= depa) Diog.
A 20 (332, 9) \r\y vuxnv tö iropexov
trjv KivT^aiv Leuk. Demokr. 64 A 28
(348, 26) vgl. 66 A 101 (369,26) 103—
106 (369, .83 fr.) vgl. auch vuj kci vuxf]«;
dvuxuj).ta (korrupt) = tö dcixivoTov
[Phüol.] B 21 (248, 3) Kivdö8ai rd
(TipüiTO) öUJwaTa unö (voö xai «cux^^)
Ekphant. 1 (265, 33i.
Tod. Soelenwanderung. <|iu-
Xniaiv edvoToc, u&u>p Y-V€OÖ<»» . . . c2
uftoTO^ 6e H»uxn (Tiv€Tai) Herakl. B 36
(67, 18) >]f\i%i\\ö\ Tlpij<iv KOI (vgl.Nachtr.)
ödvaTov üxpf^iai Y^veoSai, Zf\\ i\\Ji&^
TÖV txeivurv 8dvaTov u. umgek. B 77
(73, 14 ff.; ai vuxai dojitüvrai xo6'
"Aiötiv B 98 (76, 7) — xo^wiit drtö
i|>uxr)v dpiioa^ Emped. B 138 (214, 6)
— V^X^^J OdvttTov TÖv öioxu>pian6v
Auaxag. A 103 (312, 7) <p6apTT)v (ttjv
H;uxtiV/ TWt otd^OTi auvöia<p6€ip0fjievtiv
Demokr. Epikur. 66 A 109 (370, 26;
nAcovao^öv (toO itn^x^KoO Oep^oO) töv
edvarov Leuk. A 34 (349, 16) (thv
dvaiTVOTjv) xujXiiciv ^xex{߀06ai Tfjv
VUxViv Demokr. A 106 (370, 4 ff.) -
82
675
^^»xA
676
Iti 6€a{ttoi KaT€ppiZ:tM|ui6vot (bei dva-
ßioOvTcO B 1 (385,6) Unsterblichkeit
der Seele (d6<ivoT0(;, (liq>6apTo<; u. ä.)
therekyd. A 6 (605, 24. 36) Thal. A 1 5
(3, 23) 2 (7, 1) Pythag. 1 (22, 9) (Z»l-
moxi») 2 (22, 19flF.) Hippfts. 10 (31, 7)
Alkm. A 1 (100, 26) 12 (102, 26. 31)
Pythag. Anaxagr. Biog. 46 A 93 (311, 7)
s= 61 A 20 (332, 13) animo divinita- tu
tem dßdit v. Alkm, A 12 (102,2Bff.)
öeia^ Tä^ V"X<4^ Eropei A 32 (159, 8)
— i^uxdJv Y€V€<J€K Ka\ dtrorcvioti^
(allegorisch) Pher«kyd. B 6 (509, 27)
öirdraiLi hiuxH ftpo\im\x tp^o^ ÄcXioio i.*»
On^h. B 20 (481, 8) IpioTO . . . k« xbni
ifiuxct^ Tt4)Liir€iv norfe M^v €k toO ^Mq>a-
voO^ €i? TÖ deiMq, TTore Ö€ dvdiroXiv
Pann. B 13 (124, 1) — elioChrov ek
T»)v ToO iwtvTÖ^ V^X^v dvoxiüpctv €l^ M
TÖ ^Morevi? Herakl. A 17 (60, 40) vgl.
auoh Orph. B 11 (475, 34) f& ^kv i^
tftv, ^lV60^a 6' dvu> Bpich. Grn.9(93,8)
KOTÖaviuv dvu) t6 nveOiua öiafüicvcl
kot' oäpav6v Qu. 22 (94, 7) {anima) 35
postquam niorie dedueta.est, agü in
mundo ineorporalem vitam [Philol.]
B 22 (848, 26) (p6(fi£vo^ ^v%i\\ Tcpn-vöv
lx£i ß(oTov nach Pythag. Ion (?) B 4
(222, 2») — X6to(; Om; ^ECoi i^ miux^ M
Ö1TÖO0V T^OcXc Koipöv Ksü ndXtv ciaii^iei
V. Epiinen. A 2 (491, 7) — Seelen-
waoderung Aegypt. 60 B 6 (460, 8)
4. 1 (22,9) von Pythag. ((pUou äv4po<;
<|;uxi^ im Hunde) Xenopban. B 7, 5 3&
(47, 28) (Pherekyd.) B 8 (510, 2) Py-
thag. 1 (22, 9) (Zalmoxis) 2 (22, 19 ff.)
9. 2 (33, 12) 21 A 31 (169, 1) B 129
(211, 19) Emped. A 1 (158,37) 31 (159,1)
B 115-120 (20646-208, 26) 126-127 40
(210,1 ff.) 146 (215,24) G 1 i218,25ff.)
8 (219, 17 ff.) Pythagor. B 39 (279,6)
C 4 (280, 48) vgl. auch Philol. B 14
(244, 23ff.) Hippokr. 12 O 1 (81, 36).
Ethisches. eO tö oiSi^a Ix^iv xat 45
Trfjv «ifvxi^v Kleobul. 73» 3 (580, 12) —
5 Ti 6v 04Ar]» (6 9w|yi6s), vux^^ iwvtlToi
Herakl. B 86 (74, 14) (^uxm dprffqMXTOi
Ka6apu(»T€pai i\ hii voiJook; [Herakl.]
B 136 (81, 1) KoXöv xe KdroBov
v{;uxöi hxhm Epich. Gn. 45 (96, 14)
öcfouq tou^ )Li€T€XovTa^ (tujv vuxt&v)
Kaöapoix; KoGapu.'? Emped. A 32 (169,8)
[furorem] alium ex antmi purgamento
ßeri A 98 (173, 1) inav(ipeu)öi<; Py-
thagor. D 1 (282, 16) Kdeapoiq (282,
44) vgl. Demokr. B 31 397,24) km-
euMfai 1) 8 (288, 20 ff. 290,7) xf\<^ x^iv-
Xfl<; ToOto ^v *6i ai *Trieu|u(ai 32 B 14
(244, 23 ff.) — IcrrpiKT^ aui}xaro^ v6oou^
dK^eTai, 0o<p{r) H'^X^v naSüiiv dq>ai-
p€tTai Demokr. B 81 (397, 24) vgl. C 6
(448, 11) 45 D 1 (282, 44) 6 rot vuxf|c
d^aBa aipcöfuievo^ rä Betörepa a^p^erai
opp. To öKViveot; ß 87 (399, 1) i(iux^^
j*aAAov t1| 0(6fiaToi; \ötov noi€to6a»,
V^Xn^ laev TOtp TcAcÖTri^ öki^vgo*; |tio-
X9r]p(jiv 6pQo\ nicht unigek. B 187
(419, 1 8 ff.) i\biiu<^ &v KaTaHii|<p(aao0ai
Tf^<; H'UX^^C (tö öuj|üta), k<p oi<; rä |U€V
än\i}\iO^ ToO öibttarot, xalt; diatXefaii;
ktX. B 169 (414, 2) €Ö6atfiov(r| nfvxAi
Ka\ KaKOÖai|ucov{»i B 170 (416, 18) ^vxh
oiKrjTt^ptov 5a(|iovoc B 171 (416, 16;
vgl. A 167 (383, 42 toOtov vöfiov rfii
»jiuxn* Kaöcördvai, uhjt€ nr\bkv noieTv
dveiTiTi^ö€tov B 264 (432, 11) al itep^
Ti 0q>o5pat dp^Eci^ TiKpXoOoiv ci^ rfiXXa
rnv Hiuxilv B 72 (402, 7) . . . ncfdXa«
Kivi^Oioq inftoi^y xHt H»ux^i- oi ktn
^epikaiv 6ia(rrr|MOT«uv Kivo«}|üievat tuiv
if)uxe*uv oÖT£ €Ü<iTa64€(; ei(Av oöt€
eueuiuo» B 191 (420, 12 ff.) xaKotroectv
T^i ^n}xf\l (421, 1) Xuirriv d^^oiroTov
v|iuxf)( vapiaiiar\<i XoxiOMUti IxKpouc
B 290 (487, 15) ropdooeiv Tf)v ^nl%r\y
q)uXd<J<Tou Demokr. (?) B 298» (439. 1)
— H»ux^^ dtoö*^^ narpl^ 6 i^^nat;, k6-
apior, B 247 (429, 2) ^ux»)«; xapaKvfip
opp. Tfj«; Sm>€w<; [Demokr,] B 302 (446,
47) — Tiöv Kord vuxnv Kivinidruiv xai
ßouXeuMdrwv (h) 4Kd0twi koI ^Q(uv
Ka\ tradüdv k^<p6a€\<i dvQXoMßdvovTa
o<, i^<pi\H€rtQiu Ird f.r5u»XaV (Demokr.)
A 77 (366, 41) irdvra tu mth t6v ßCov
decofAa, Kaicd . . * iK tiIiv Kdrä t^
677
H'i'xpö«;
678
ijhjxav ^naQr]^m^uv Hij>parch. 66 C 7
449. 16 vgl. 34. 460, 6; — cMnopo?
ncpi Tci Ti^< H»uxf^? MaOi^MOTa 73*> 2
(626,1) 'Bildung in der Seele' Protag.
B 11 (640, 12) ä(fKf\aai \\fvxiyv äp€Tf[c, !>
e«; dyujvac; Gorg. A 8 (547, 19; i^ neied)
npoaioööo Tüüi Korfiüi kqi ttjv tpuxnv
CTumuöcTO ... B 11 (669, 1} nfiBol
TlVl KOKf}! TTJV ^ux^v €(|)ap^UIC6U0aV
(669, 1(1) 11 ToO \6fov iuvann npö^ lo
TT)v Tt^<; vux^<; TdEiv (569, 10).
Verschiedenes. voOoo^ . . . xiiv-
xnv djiaupot (Demokr.) C 6 (448, 14)
1^^ep^(not önvoi 0ui|biaTo^ öxAt^^iv f\
\{>uxflc d&r]^o(n}vY)v (dpffv^v, diraiöeu- 1&
<t{iiv) aT{tiaivov0t Demokr. B 212 (423,
20) — fKibOiSa v^M frfTtXo«; (De-
mokr) C 6 (448, 26) «IjTa ßapßApoix;
vuxäq fx6vTu*v Herakl. B 107 (77, 9).
«tiuxiKot;. n&doi; opp. (nu^oriKÖv Ana- 20
xag. A 103 (312, 7) tö v^Xit^v Oepfiöv
Leok. A 34 (349, 16).
<)fVxoitoMir6q. at ^lUxotro^1TOl &uvdu€i^
Emped. B 120 (208, 24),
<}jO»xo<;. frigori miscet calorem Epich. 25
Enni 61 (97, 16) ex imbre frigm 53
(98, 1) Tot |ui€v TcAeeouöi YovatK€(; i^Jii-
X€o<; dvTidaotvxa Emped- B 66, 2 (192,
21).
({iuxpo|iiYii(. <|;uxpoMtT^<; auf ocXt^vr) 30
Anaxag. A 77 (308, 12).
Mf\}X9^^- Begriff, tö ouoreXAö^evov
Kat iTVKvouiirvov ^/uxpöv Anaximen.
B 1 (21, 6) TÖ nuKvöv Kai nox»» Ana-
xag. A 70 (307, 14) « 66 A 136 (376,4) 36
rix i^iuxpa Oepcrai, 6ep)iöv (inixcrm
Herakl. B 126 (79, 16) tö SepMÖv (|fu-
Xpov T^vcoöcn, TÖ »jiuxpöv Ocppöv Me-
Hm. B 8 (148, 1) ouö€ dnoK^KOirrat
. . . oöre t6 OepMÖv ömb toO <}>uxpoO 4»
0ÖT6 TÖ i|iuxP^v dnö ToO öcpiüioO Ana-
xag. B 8 (317, 8) TÖ ecp^öv itn^xeoOai
KOI toOto Oep^aivcaBoi irdXiv Diog.
A 7 (329, 30) T«i»i 6€p|iiutt tö vuxpöv
(TvuipÄciv) Anaxag. A 92 (310, 27) 45
«jiuxpöv OU06V cörai \ix\ aiöOavönevov
Protag. A 17 (682,6) — tö ^uxpöv
uüpkMTÖ irui( Demokr. A 36 (369, 6)
v6|ii(ui t|>uxp6v, v6^u)l 6ep^6v B 117
(407,2) vgl. B 9 (338, 19) (Diog. Sexta«)
Hfuxp6v fehlt B 125 (408, 17) A 49
(361, 17) (Galen.) toO »»»uxpoO ovi q)uöiv
uwdpxcivA 136(375, 35) dagegen (377,8)
ScpMov Ka\ »jiuxpöv TTpöc; ttjv atoBrjotv
(376, 32) ^ni tck; ot^ihou^ dveßr), 6|iio(u)^
KC' Ol T7u9crr6peioi ^iri to enfneba
A 120 (371, 43) (6iop(oai> toT<: <Txn-
MOöiv A 135 (376, 29) vgl. Leuk. A U
(346, 6 ff.).
Element. Ocpfüöv koi ijnjxpöv dp-
Xa( 66 A 135 (377, 8) tö Oepuöv Td»i
^;uXP*^t jidx€06ai (Theagen.) 2 '^öll, 17)
TÖ ^K ToO dtöiou YÖviMov 6ep^o0 T€
Ka\ tpuxpoO . . . dnoKpiOf^at Anaxi-
mandr. 10 (13, 36) to KupiidTOta Tf\<
T€v€0€u)( Anaximen. A 7 (18, 40) Oep-
inöv Ka\ ip., ii. div toi irdvTa Farm.
A 1 (106, 36) Tgl. A 36 (110, 47) Ze-
non A 1 (127, 4) Hippon A 3 (223, 27)
10 (224, 14) Archel. A 4 (324, 6 f.)
8 (324, 41) 21 A 29 (168, 18) vgl. irfpö«,
öötup. 1^ <nS|ii|iuEi<; ndvTuiv yjpr\\i6x»ir*
. . . Kai ToO GepiioO koi toO y. Ana-
xag. B 4 (316, 20) — Kpövo«; irdöav
äq){<nT)<n Tf|v (rfpay ko\ «|n>xpav oOoCov
Philol. A 14 (236, 32) - (drjp) vuxixj-
T€po<; Diog. B 6 (336, 2. 7).
Kosmos. Mensch. dtroxpivcTat
dnö ToO \\nrjnpo0 tö Ocp^öv Anaxag.
B 12 (819, 6) vgl. A 12 (296, 39) tö
. . . tyuxpöv Ka\ tö 2k><pcpöv ^v6dÖ€
avy/€%fhpr\aev , ivOa vOv (i\ yf)) B 16
(320, 11) vgl. Archel. A 1 ^823. 18)
diTOKpfvcodai dat dXXv^Xiuv tö öepfiöv
Kai TÖ V. A 4 (324, 6) — Entstehung
V. yf\, SdXoTra a. d. X(6oi oomtoiy^wv-
Toi vnh ToO if/uxpoO Anaxag. B 16
(320, 22) — To vöoTa Oep^d, »jjuxp^
Oinop. A 11 (230, 48) t|iuxpöv ööuip
Xenophan. B 1,8 (44,28) Orph. B 17
(480, 13. 17) . . . tuOto iK^ivwv i|iuxp^
T€pa . . . Anaxarch. A 3 (466, 20 ff.)
iiTCiöav TÖ öcpfiöv Kai ipuxpöv öTjirc-
ö6vo Tivd Xdßn»» t6t£ br\ tu Ziiiu ouv-
Tp^cperai Emped. Archel. 21 A 76 (166,
41) »|>uxi^ == (drip) ToO napd Tiöi t^Xdut
679 vuxpöxn«; 680
TToXXöv t(fuxp6Tepo<; Diog. B 5 (336, 6 B 1, 17 (114, 28) uiGoOvTai (niri<pt6€<;;
vgl. 2) Entatehung v. öidvoia Parm. Demokr. B 164 (415, 7) &X«; . . ^mf^tmv
A 46 (112, 12) TT^i -fXdjcsar]i ib «j/uxpov eujöjievo? i^eXioto Emped. B Ö6 (189,
(aloOaveööai) Kleidern. 2 (327, 7) — 20) — uiöotinevai KpÄrutv «wo KCtXün-
ä|i€Toxa (tu >'iji6T€pa awiiata) \\fX)xpoQ 6 rpo^ Parm. B 1, 10 (114. IC).
Philol. A 27 (238, 46 ff.) tö &SJiov u)i6i*i. tojv XifupuJv . . . ev tiüiSfii ffiaerj-
e-rriCTiiäTai t6 cktö^ iivcöna ^uxpöv öv Tai) Demokr, B 154 (412. 18) Y"vai-
(239, 6) — To €{(; tjjuxpäv (iXeövro Kcduv )ieXeu)v . . . dnb&<i Krit. B 1 (613,
uOTepav) öi'iXea ktX. Emped. A 81 14).
(166. 39ff. 167, 16ff.) vgl. B 65 (192, lo'ßioBuTiKä VßioffKoniKiS Tit.Orph.
21) 67, 1 (193, 1) vgl. ecpiu6«i. — it»uxpä A 1 (470, 5).
Tpij(rrovTa KOTaKaicöBai [Demokr.] B ü)i6v Orph.B 12 (476, 82 ff. vgl. 36 Anna.)
300, 19 (445, 8) — xöt ipiixpci im Stil 13 (477, 17. 32) vgl. A 12 (472, 10)
b. Gorg. B 15 (560, 16) 16 (560, 20). Epim. B 5 (495, 15) — ij!»iü»i irapa-
Vgl. tpuxpÖTTiq, Öep/Liöq. 15 ttXiio(ui<; töv k6ö|hov Ketoeai Emped.
ipuxpöxriq. oux i'i M». Mf.TaßoXXei, dXXä A 50 (161,36) — to Xcuköv = foKa
TÖ ÜTiOK€(iLi6vov Diog. A 7 (329, 30) Alkm. A 16 (103, 8) öpyiSo? f6.\a to
Entstehung v. v6öoi Alkm. B 4 (104, 8) €v to'k; luioi^ XeuK6v Anaxag. B 22
Hippon A 11 (224, 31} ^uxpÖTr^c; Tf\c, (322, 20) — «jüiöv 5^0lov la^Xim ycvc-
uOTepa(; Emped. A 81 (166, 46) — 20 0601 ;Demokr.] B 300, 9 (444, 47).
^waviool TTjv i|;uxpÖTiiTa toO tohou t^ 'ftioOKOTriKa s. 'Öio0utik<4.
xf\c, qpvJötm«; (rdjv neZ^iuv) BepfiOTTi«; lüioxoKeiv. uiiotokci.. 6€v6p€a..€Xa{a5
Parm. A 62 (112, 41) HiuxpÖTnq der Emped. B 79 (196, 9).
Pflanzen Menest. 4 (219, 32) 5 (219, 'QK€av6c,. 'QkcovoO ncpCnXou«; Tit. De-
36 ff.). Vgl. MJöxoc, vuxpö?. 25 mokr. A 33 (358, 11) = B 299b (439,
^/vxiuok; iv il&bi Philol. A 12 (236, 20) — rac^ cpovraalac, (Td"v bmtpcxöv-
10). Turv) dvaq>€po{Li€va^ ^k toO lUKeavoö . . .
iptupiäv V. ouKH Kleidem. 6 (327,24). ciTroöß^vvuoeai Mus. B 17 (487,9). Wei-
teres 8. Reg. n.
30iiiKU|Ltopo^. u)Ki}|iiopoi Emped. B 2, 4
(173, 21).
(S» uöno», ili . . . *tt» . . . Emped. B 124, 1 WKtinXavo^. u)KuiTX<ivoiq irTepO^wv fti-
(209, 26) Ö» cpfXoi B 112, 1 (205, 8) waTq Krit. B 18, 4 (619, 1).
114, 1 (206, 2). uiKuc. 'HeXioio lUKca futa Emped. B 27,1
ßtnvöt; 8. Reg. II Okeanos. 35 (183, 22).
\i}XVfio<i. irOp Emped. B 84, 7 (196, dino-nX&rr]. (<pXe߀^) utiö ttjv ubiuonXd-
86). Trjv T€ivouoi Diog. B 6 (338, 18).
ujÖ€ «o Parm. B 1,23 (115,6) Emped. (Jjtioc,. ßpaxfove^ €uvi6€q ÜJ^uJv Emped.
B 100, 1 (200, 15) 102 ^202, 8) h^i B 67, 2 190, 8).
Phüol. B 6 (§41, i) Demoki-. B 257 10 Oüv s. ouv.
(431, 2) exouoiv Diog. B 6 (337, 10) lüveTv. ipuxfl? d»v€lTai Herakl. B 86
hierher Emped. B 2, 8 (173, 26) vgl. (74, 14).
B 119, 2 (208, 21). wpa. x€t)Liu»vo^ ^v &pr\i Xenophan. B
wbl<i. tübtvdc (t) Ö6t5vai; <t€) Emped. (?; 22, 1 (50, 7) Xaxetv Apav Tfi(; Tepvio<:
B 154» (217, 20). • 45 Orph. B 5* (474, 17) oufitiapeneoeoi
lüeelv. depo €i^ to <jT€pva Diog. A 29 xfii toO KaipoO qpuöet Triv 6vo}iaZo-
(332, 41) vgl. Anaximen. A 7 (19, 3) ^€vriv Apav coni. tö irpenov, äpij6ttov
. . . ixf[a . . (&tf€i€ iruXeiuv äiro Parm, Pythagor. D 5 (284, 27) itäoav tZipnv,
881
&0T6
682
iTäöav xi^Pnv Hippokr. 12 C 1 (81, 17)
itäöav lupav Demokr. B 191 (421, 3)
— Tct^ u»pa? eupciv v. Thal. A 1 (4, 9)
iemporum ambitua A 19 (9, 46) 6ta-
•fV(uai<; (iipujv Anaximandr. 2 (12, 2ö) b
— Tpiiu€p€(Tiv lupatq dtoptiruit kivtiöci
T^v nep(o6ov dirapriZoOcrai?, laptvfjt,
Bepivf^i, \ti\Ji^p\vf\i Aegypt. 60 B ?
(460, 18) tDpai «TCtoi Herakl, A 1 ;55,
41) dipai KOI dpi6|üi6(; Pythagor. B 27 lo
(276, 9; uirep lup&v xm Kpaaciuq toO
Tt€pi€xovTO^ XÖYiuv ovTtwv Anaxarch.
A 3 (45ö, 20) Kaxä Xo^ov lupttjuv He-
rakl. (?) B 126» (79, 20) u)pa<; ai trdvra
cpepoucn Herakl. B 100 (76, 12) Kopiro- iB
q)6poi0iv . . . KaXuKOOTcqpdvoKJiv "ßpai^
Emped. (?) B 154, 3 (217, 7) Tp\<; . .
laupfaq \xipac, . . . dXdXriaeai B 115, 6
(207, 12) — 'ßpm Tit. Prodik. B
(567, 7 ff.). 20
lupaio?. 6ipa{r\ Tpoq)^ ko» ffvov^ De-
mokr. B 183 (419, 10).
'ßp(ujv (Sternbild) Hesiod. B 7 (500,27)
8 (öOt, 15) Demokr. B 14,3 (391, 29).
u>poXox€iov Anaximandr, 2 (12, 17) 25
horologium sdothericon Anaximen.
A 14» (20, 2). Vgl. u)poöKoit€iov.
u)poaKoiT€tov Anaximandr. 1 (12,5).
Vgl. u>poXoT€lov.
^u)^. 80. ü«; Emped. B 43 (188, 7) 84, 7 3o
(196, 2») 90, 1 (198, 1) u>? 6' aurtui;
B 20, 6 (180, 9) 22, 4 (181, 17) 100, 16.
22 (201, 6. 11) 137, 6 (214, 2) ^^^^ b'
aunu^ . ..&C, Mus. B 5 (485; 4. 6) —
wie. ii>5 . . , TiG? Parm. B 16, 1 (124, a .
12) ib<i ... &(;be Emped. B 84, 1. 7
(196, 29. 35) u)^ . . . ouTio(0 B 23, 1
(181, 26) [Philol.; B 21 (248, 1) oötuj
. . d>5 Diog. B 3 (335, 10) 6|Lto(ui^ wc,
Anaxag. B 12 (318, 13) — iL<; Em- 40
ped. B 17, 16 (178, 12) 39, 2 (187, 5)
46 (188,23) u. ö. ux; b' 6t€ B 33 (185. 3)
84, 1 (196, 29) t6t6 B 73, 1 (193, 26)
(*. Beispiel) Demokr. ß 164 (414, 28)
\b<i nXelöTO Demokr. B 189 (420, 4) 45
vgl. Xenophan. B 12, 1 (48, 18) iL^
Tä iroXXa Domokr. (?) A 152 (381, 16)
d)^ dvuoTÖv KdXXiaro Diog. B 3 (335,
10) «i«; bvvaxai Demokr, B 878 (435, 8)
— a&. vjt; avepu)Troi<; Alkm. B 1 (103,
24) u»^ imepeöi ixpCu) Domokr. B 270
(433, 12) eujuTÖv w^ exOpöv Xuncei B 88
(403, 18) u»? Tö. Partie, als ob. Zwovaw
. . . u;^ . . €xovT€(; Herakl. B 2 (62, f>)
ÖTl Ol jüieTaiucXei . . . . tü<; . . oi diroX<5-
inevov TÖ äpTiipiov Antiph. B 54 (600,
21) . . . uj6oövTat . . . ibq äv öuvcrfU)-
TÖv Ti kxoti)(Jr\<; . . rfjc; . . . 6ixox6ri]TO<i
Demokr. B 164 (415, S) - daß. fi m€v
(6iZi^oiO(; 6bbc^) öirui^ eaxiv Km lix; oök
löTi Mfj €lvai . . . i] bk diti . . . Parm.
B 4,3.5(116, 21 fif.) MOeo?, on^aro «Ix;
B 8, 2. 3 (118, 30. 40) m^tpov «!)? Pro-
tag. B 1 (536, 12) nach dva4paiv€iv
Xeuopban. B 1, 20 (46, 8) ^avedveiv
Parm. B 1,31 (115,18) dhivai B 10,6
(123, 1) t»tWi<Jk€iv Emped. B 5, 2
(176, 6) Movreuc^eai B 15, 1 (177, 6)
napTupeiaeai Philol. B 14 (245, 17j
Euvwvai Demokr. B 293 (438, 1) final.
iT€laav . . . u»^ . . . u»a€i€ Parm. B 1, 16
(114, 22; (pariZiu dx; ou firj . . . nap-
€X^aor]i B 8, 61 (122, 5) m. Partie.
Futur. Demokr. B 227 (426, 20) 265
(432, 18).
ii)tfav€( [Thal.] B 2 (11, 20).
wael Emped. B 113, 1 (205, 21).
uJöaÜTUK; Demokr. B 164 (414, 24)
[Philol.] B 21 (248, 9).
^(uan€p Xenophan. B 2, 11 (46, 3) 3, 4
(46, 19) 8, 16 (119, 13) 100, 8 (200, 22)
112, 5 (205, 12) Herakl. B 73 (73, 1)
124 (79, 18) 128 (80, 12) vgl. ÖKWoncp.
woirep irap' i\pAv Anaxag. B 4 (316,
10. 12) woircp €v Toi^ npöoGcv . . .
B 12 (318,11) m. Partie. Demokr. B
169 (414, 4) UMTnep — outuj(^) Meliss.
B 3 (144, 6) Demokr. B 265 (432, 17)
281 (436, 6 .
^utoxe m. Indik. Melise. B 8 (148, 8)
U)OT€ bf\\ov Archyt. B 1 (260, 9) m.
Infin. ouTu*(^ waxe Emped. B 100,4
(200, 18) Diog. B 2 (334, 18) 3 (336, 7)
€<; ToöTo a»öT€ Herakl. B 108 (77, 12)
toOtov vöjiov iJUOTC Demokr. B 264
(432, 12) KexptTat xr\v nkv (sc. 6&öv)
663
(ifipeXetv
^xp6<, 684
Mv, TTjv bi ÄöTC neXtiv . . . Parm. ß
8,18 (119,16) Toc}a6rr\v (pu\aKf,v ÄOTf
Demokr. B 3 (386, 17) MtKpd, MetdAa
iMOre Zenon B 1 (133, 18. 14) bxa-
<p€p€i |ueT" Mtv oü, dAX' oiote Diog.
B 5 (33Ö, 10).
ujq)tXfiv. iu<p€X€l opp. ßXdnret Ana-
xarch. B 1 (458, 1. 2) n t&v äfaQCuv
Ipic, uüqpcXel . . • Mn ßXditTouda [D«-
niokr.j B 302 (446, 8) fifi d><p€X€iv m»i-
fteva Antipli. B 64 itMX), 18) xot.ujqie-
AoOvTu eeou<; vtyoMiaOai Prodik. B 6
(.571, 16 ff.).
iüq)eXnoi(; opp. ßAdß»i Diog. B2 (834,
5 15).
ujXpo4 Grundfarbe Emped. A. 92 (172,
24) Demokr. A 12ö f372, 16 vgl. Aum.)
vgl. xXwpöq. TÖ uuxpöv im Ei ArisU)t.
14 A 16 (103, 8}.
10
685
IL STELLENREGISTER.
AsoLVA&kQTvi p. 33 Fococke 1 A6 (8, 6)
AcHiUiEs Isag. in Arat. ed. Maass
1 4 p. 34, 11 11 B 28 (51, 1)
1 18 p. 40, 26 46 A 79 (308, 24)
54 B 1 (349, 28)
I16p.4S,2 21 A 65 (162, 14)
116 p. 48,6 21 B 45 (188, 12)
1 24 p. 65, 15 29,10(230,41)
Aeuanüs N. JÖ.
I 35—38 66 B 300, 9 (441, 38)
V 39 65 A 156 (382, 12)
VI 60 55A160M380,32)
VII 7.8 66 B 300, 9 (441,38)
1X64 21 A 66 (163,26)
1X84 85 Alöö^ (382,9)
XII 60 B 3 (469,10)
Xn 7 21 B 127 (210,7)
Xn 7 68 B 2 (494, 19)
Xn 16 55 A 151 (380,41)
xn 17 66 A 152 (381, 7)
Xn 18 56 A 163 (881,17)
xn 13 66 A 154 (381, 37)
xn 20 66 A 166 (381, 44)
XVI 29 81 B 61 (190, 26)
Aeliawus V. H.
n 31 36 A 8 (224, 6)
n 31 61 A 3 (328, 36)
n 85 76 A 16 (548, 18)
in 17 2,3(12,21)
ly 14 46 B 24 (323, 6)
IV II 69 B 2 (468, 7)
IV 17 46 C 2 (279, 26)
IV 20 66 A 16 (364,26)
VU 14 20 Ä 3 (136, 18)
Vm 6 66 B 11 (476, 2)
Vm 13 46A21 (298,31)
vm 19 4ß A 24 (298, 41)
Ablunüs V. H.
1X37 59 A 8 (456,36)
X7 29,9(230,27)
X 13 81 B 44 (626,19)
X 1^ 81 B 44 (626, 31 Aüm.)
X 17 81 B 46 (627, 1)
xn 16 36 A 8 t2ö2, 27)
XII 32 21 A 18 (166, 6)
xn 32 76 A 9 (647, 26)
XIV 19 35 All (253,26)
Abuüs Pbomotus (cod. Marc.)
c. 26 55 B 300, 11 (442, 19)
Aeschines 3, 147 65 B 302 (446, 30)
Aescbtlvs
Ag. 1629f. 66 A3 (470, 20)
Suppl. 666 46 A 91 (310, 14)
Pn^aetheuB 68 B 8 (495. 30)
Septem 76 B 24 (661, 28)
fr. 62 11 B 43 (53, 3)
fr. 259 81 B 66 (628, 33).
fr. 800 46 A 91 (310, 14)
Aesofus ed. Halm
f. 19 66 A 100 (369,9)
f. 233 65 B 224 (425, 12)
AisTiüs de plac. phü. (* Doxogr.)
I1,6(D.328) 20A9 (142,9)
I3,1(D.276)
I3,3(D.277)
I3,4(D.878)
I3,d(D.279)
I3i6(D.280)
13,8 (D. 280)
18, 10 (D. 288)
f3,ll(D.283)
lAll (8,44
2,14 (14,26)
3 A4 (18.8)
3 B 2 (21, 16>
46A46 (303,27)
47 A 7 (324,37)
46 B 16 (273, 11)
32 A 9 (234, 46)
12 A 6 (68, 12)
I 3, 14 (D. 28Ön.) 20 A 9 (142, 6)
X B, 16 (D. 885) 64 A 12 (846, 86)
686
IL STELLENREÖISTER,
Aetius de plac. phil.
1 3. 16 (D. 280)
1 3. 17 (D. 286)
1 3. 18 (D. 286)
1 3. 19 (D, 286)
1 3. 20 (D. 286)
1 3, 26 (D. 289)
1 4, 1—4 (D. 289)
1 5, 2 (D. 291)
I 6, 4 (D. 292i
I 5, 6 (D. 292)
I ö, 6 (D. 292)
I 6, 7 (D. 294)
1 7, 2 (D. 298)
1 7, 5 (D. 299)
I 7, 11 (D. 801)
1 7, 12 (D. 302)
I 7, 13 (D. 302)
1 7. 14 (D. 302)
1 7. 15 [D. 302J
1 7. 16 (D. 302)
1 7. 17 (D. 302)
I 7, 22 (D, 303)
1 7. 26 (D. 303)
1 7. 27 (D. 303)
I 7, 28 (D. 303)
1 12, 6 {D. 311)
vgl
113. HD. 312)
1 14. 3 (D. 312)
1 14. 4 (D. 312)
1 15, 3 (D. 313)
1 15, 8 (D. 314)
1 15, 11 (D. 314)
1 16, 2 (P. 315)
1 17. 2 {D. 316)
1 17. 3 (D. 315)
1 18. 2 (D. 316,1)
1 18. 3 (D. 316)
1 21, 1 (V. 318)
1 22. 6 (D. 818)
1 23, 3 (D. 319)
1 23. 7 (D. 320)
124, KD. 320)
(♦ Doxogr.)
56 A 3 (353, 8)
65 A 46 (360, 47)
57 A 2 (461, 4)
6ÖA47 (361,5)
38, 2 (265, 37)
21 A 33 (159, 10)
21 B 6 (175, 7J
51 A 7 (329,26)
54 A 24 (347, 21)
21 A 47 (161, 7}
57 A 6 (451,22)
8,7 (30,45)
12 A 5 (58, 18)
81 B 25 (620, 20)
81 B 25 (620, 10)
46 A 48 (304 13^
1 A 23 (10, (Ö)
2,17 (16,26)
3A10 (19,25)
46 A 48 (304, 14)
47 A 12 (325,6)
55 A 74 (365, 7)
29,6 (230,9)
51 A 8 ,329,36)
12 A 8 (68, 30)
18A31 (110,27)
19 A 30 (132, 38)
20 A 13 (142, 26)
21 A 32 (169, 4)
55 A 47 (361, 7)
, S. 713 z. d. St.
21 A43 (160,33)
54A12 (345,37)
46A51 (304,34)
21 A 92 (172, 22)
56 A 125 (372,12)
55 A 124 (372,10)
56A48 (361,16)
46 A 54 (304, 45)
21 A 43 (160, 34)
21 B 13 (176, 30)
54 A 16 (346, 18)
46 B 33 (277, 19)
80 B 9 (592, 32)
55A47 (361,13)
12 A 6 (58, 26)
18 A 29 (HO, 18)
I24,1(D.320)
1 24, 2 (D. 320)
I 25. 3 (D. 321)
1 25, 4 (D. 321)
I26,1(D.321)
1 26, 2 (D. 321)
127,1(0.822)
1 28, 1 (D. 323)
I 29,7 (D. 326b 7)
1 30,1(0.326,10)
n 1, 2 (b. 327)
n 1,3(0.327)
ni,4(D.
II 1, 6 (D.
m, 8 (D.
112,2(0.
n2,4(D.
n 3, 2 (O.
n 3, 3 (D.
114,3(0.
n 4, 5 (O.
n 4, 6 (O.
328)
328)
329)
329)
329 n.;
330)
330)
331)
331)
331)
n 4,8(0.331)
n 4, 9 (D. 331)
n 4, 11(0. 332)
n 4, 16 (D. 332)
n 5,3(0.333)
n 6, 3 (0. 334)
20A12 (142,25)
21A44 (160,41)
46 A 65 (306, 6)
18A32 (110,29)
54 B 2 (350,3)
21A45 (160,45)
Ö6A66 (364,13)
12 A 8 (58,32)
12 A 8 (68,33)
46 A 66 (306, 7)
55A70 (364,38)
21 B 8 (176,18)
12A10 (68,46)
18A86 (111,3)
20 A 9 (148,6)
38.3 (266,1)
46A63 (306,44)
2,17 (15,29)
3A10 (19,27)
IIA 37 (42,38)
47A13 (326,8)
51 A 10 (329, 46)
57 A 6 (461, 23)
57 A 7 (451,28)
21AÖ0 (161,37)
51 A 10 (829, 47)
2, 17 (15, 32)
54 A 22 (847, 16)
3A12 (19,32)
54A22 (347,15)
38.4 (266,3)
12A10 (58,45)
47 A14 (326,10)
2,17 (15,83)
46A66 (306,6)
47A14 (326,11)
61A10 (330,1)
54A22 (347,17)
21A62 (161,45)
56A84 (366,29)
IIA 37 (42,37)
18A86 (111,3)
20 A 9 (142,10)
32A17 (287,30)
32 A 18 (237,33)
21A49 (161,30)
21A66 (163,26)
32A1Ö (237,8)
II. STELLENREGISTER.
687
3 AI» (19,35)
18A97 (111,6)
54 A23 (347,19)
21 A3ö (169,37)
32A16 (237,13)
46A67 (306,12)
51 A 11 (330,3)
21A68 (162,35)
21A50 (161,38)
3A13 (19,34)
ISA 38 (111,24)
21A51 (161,40)
12A10 (58,46)
18A38 (111,23)
29,7 (230,13)
21A53 (162,10)
46A71 (307,16)
55A85 (366,31)
n 7, 1 (D. 336)
II7,2(D.336)
n7,6(D.336;
n 7, 7 (D. 336)
n 8, 1 (D. 337)
n 8, 2 (D. 338)
ri 10, 2 (D. 339)
11 11, 1 ;D. 339)
nn. 2 ;d.339;
n 11, 4 (D. 340)
n 12, 2 (D. 340)
n 13, 2 (D. 841)
n 13, 3 (D. 341)
n 13, 4 (D. 341)
n 13, 5. 6 (D. 341) 61 A 12 (330, 4)
H 13, 6 (D. 342) 47 A 15 (325, 12)
n 13, 7 (D. 342) 2,18(15,39]
n 13, 8 (D. 342) 12 A 11 (69, 1)
18A39 (111,25)
n 13, 10 (D. 342) 3 A 14 (19. 36)
n 18, 11 (D. 342) 21 A 54 (162, 12)
n 1344 (D. 343) 11 A 38 (42,39)
n 14, 3 iV. 344) 3 A 14 (19, 37)
n 16, 3 (D. 344) 55 A 86 (366,32)
II 16, 6 (D. 346) 2,18(15,40)
n 16, 1 (D. 345) 46 A 78 (308, 22)
n 16,2.3 (D. 345) 14 A 4 (101,8)
n 16, 5 (D. 345) 2.18(16,43)
n 16, 6 (D. 346) 3A14 (19,39)
II 17, 1 (D. 346) 57 A 9 (461, 34)
n 17, 3 (D. 346) 63,1 (466,2)
n 17,4(0.346) 12 All (69,1)
n 18, 1 (D. 347) 11 A 39 (42, 42)
n 18, 2 (D. 347) 67 A 10 (451, 36)
n 19, 1. 2 (D. 347) 3 A 14 (19. 43)
n 20, 1 (I>. 348) 2,21 (16,8)
n 20, 2 (D. 348) 3 A 15 (20,4)
H 20, 3 (D. 348) 11 A 40 (42, 45)
n 20, 6 (D. 349) 46 A 72 (307, 19)
n 20,6(D.349a4) 57 A 11 (451,39)
n 20, 7 (D. 349) 55 A 87 (366, 36)
n 20, 8 (D. 349) 18 A 41 (111, 30)
n 20, 8 (D.349b 10) 57 A 11 (451, 38)
n 20, 8* (D. 349) 18 A 43^ {lH^Sp]
D i e 1 8 , Fragm. d. Yorsokr. III ■
n 20, 10 (D. 349)
n 20,12 (D. 349)
II 20, 13 (D. 360]
n 20, 15 (D. 351)
n 20,16 (D.361)
JI 21, 1
n21,2
n21,3
n2i,4
n22,i
n 22, 2
na2,4
II 23, 1
n23,2
n23,3
II 23, 4
n23,7
n 24, 2
n24,3
n24,4
n24,7
n24,9
n26,i
n25,2
n25,3
n25,4
n25,9
(D. 351)
(D.3Ö1)
(D; 351)
(D. 351)
(D. a52)
(D. 352)
(D. 352)
(D. 352)
(D. 352)
(D.3Ö3)
(D. 353)
(D. 363)
(D.364)
(D.364)
(D.364)
(D.364)
(D. 356)
(D. 365)
(D.366)
(D.366)
(D.356)
(D.366)
n 26, 10 (D.366)
n 26, 11 (D. 356)
n 26, 15 (D. 367)
n 26, 2 (D. 367)
n 27, 2 (D. 368)
H 27, 3 (D. 368)
n 27, 5 (D. 358)
n 28, 1 (D. 358)
n 28, 4 (D. 358)
n 28, 5 (D. 358)
n 28, 6 (D. 359)
n 29, 1 (D. 359)
n 29, 3 (D. 369)
II 29, 4 (D. 360)
51 A13 (330,9)
32A19 (237,36)
21 A66 (162,18)
80 B 26 (695. 29}
12A12 ;69,3;
60 B 9 (461,9)
2,21 (16,11)
21AÖ6 (162,24)
46A72 (307,20)
12 B 3 (62,7)
3A15 (20,4)
12A12 (59,4)
14 A4 (101,10)
3A15 (20,6)
46A72 (307,20)
21 A68 (162,37)
51A13 (330,10)
66A89 (367,7)
2.21 (ie,13)
12 A 12 (59, 4)
IIA 41 (43,1)
21A69 (162,401
11A41'^ (43,4)
2.22 (16,15)
3A16 (20,9)
18A42 (111,31)
IIA 43 (43,12)
46A77 (308,10)
66A90 (367,12)
61A14 (330,12)
26 A 7 (221,33)
21A60 (162,41)
18A42 (111,31)
12A12 (69,6)
21A60 (162,44)
57A12 (461,40)
2,22 (16,18)
11 A43 (43,12)
80 B 27 (696, 33)
18A42 (111,32)
21A60 (162,47)
46A47 (308,16)
12A12 (59,7)
2,22 (18,19)
12 A 12 (59,11)
14 A4 (101,10)
80 B 28 (696, 1)
46B36 (277,46)
23
686
n. STELLENREGIS^EB.
Abtius d« plac. phil.
n 29, 6 (D. 360)
n 29,6.7 (D. 360)
n 30, KD. 361)
n 30, 2 (D. 861)
U 30, 3 (D. 361
1180,4 (D.361b?4)
n 30, 8 (D. 362)
U 31, 1 (D. 362)
n 31, 4 (D. 363)
II 32, 2 (D. 363)
n 32, 3 (D. 364)
ini,2(D.364)
mi,3(D.365)
nil,6{D.365)
mi,6(D.365)
m 2, 2 (D. 366)
ni 2, 8 (D. 367)
m 2, 9 (0.367)
m 2, 10 (D. 367)
ni2,ll(D.367)
m 3, 1 (D. 367)
in 3, 2 (D. 368)
ni3,3(D.368)
m 3, 4 (D. 368)
in 3, 6 (D. 368)
ni3,6(D.368)
m3,7(D.368)
m 3, 8 (D. 368)
in8,9{D.369)
m 3, 10 (D. 369)
m 3, 11 (D. 369)
in 4, 1 (D. 370)
m 4, 2 (D. 371)
in 4, 3 (D. 371)
ni4,4(D.371)
in 5, 10 (D. 373)
m 5, 11 (D. 373)
m 6, 12 (D. 374)
ni 7, 1 (D. 374)
in 7, 3 (I>. 376)
m 8, 1 (D. 376)
m 9,1. 2 (D. 376)
m 9,4(0.37«)
in 9, 6 (D. 376)
m 10, 2 (D. 376)
m 10, 3 (D. 377)
(♦ Doxogr.)
HA 43 (43,13)
46A77 (308,16)
32A20 (237,42)
46A77 (308,12)
66A90 (367,12)
18 B 21 (126, 19)
11 A42 (43,9)
21 A61 (163,1)
21 A60 (161,34)
29.9 !2a0,32)
12A13';59,13)
29.10 (230,46)
46 B 37 c (278,42)
67 A13 (461,42)
46A80 (308,31)
56A91 (367,21)
46A81 (308,36)
61 A16 (330,13)
46 A 82 (308, 39)
67 A14 (461,44)
11 A 44 (43, 16)
2,23(16,21)
3 A 17 (20, 11)
67 A 15 (461, 46)
46 A 84 (308, 48)
47 A 16 (326, 13)
11 A 46 (43, 17)
21 A 63 (163, 10)
61 A 16 (330, 14)
12A14 (69,17)
64A26 (348,12)
65 A 93 (367, 33)
3A17 (20,12)
46 A 85 (309, 10)
67A16 (462,3)
IIA 46 (43,19)
3A18 (20,16)
46 A 86 (309, 16)
67 A17 (452,6)
2. 24 (16, 32)
57 A 18 (462, 11)
21 A 66 (163, 16)
37,2 (266,25)
11 A47 (43,33)
57 A 20 (462, 19)
2.25 (16,34)
3AaO (20,27)
niio,
III 10
in 11
niii
in 12
mi2
in 13
in 13
mia
nii3
nii6
IU15
ini6
in 16
mi&
in 16
inie
mi6
in 16
in 16
ivi
4 (0. 877)
5(D.377)
1.2(0.377)
3 (0. 377)
1 (D. 377)
2 (0. 377)
1.2(0.378)
2 (0. 378)
3 (0. 378)
4 (O. 378)
3 (0. 379)
4 (O. 379)
6 (0. 380)
7(0.380)
8 (0. 380;
1 (D. 381)
2 (D. 381)
3 (D. 381)
4 (D. 381)
5 (D. 382)
1 (D. 385)
IV 1,3 (0.228. 386)
IV 1,4(0.386)
IV 2, 2(0.386)
IV 3, 1 (D. 387)
rV 3,2(0.387 not.)
IV 3, 2 (D. 387)
IV 3, 4(0.388)
IV 3, 5 (D. 388)
IV 3, 7 (D. 388)
IV 3, 9(0.388)
IV 3,12(0.389)
IV 4, 6 (0. 390)
IV 4, 7 (0. 390)
IV 6, 1 (0. 391)
IV 6,5(0.391)
IV 5, 7 (0. 391)
IV 6,8(0.391)
IV 5, 11(0.392)
IV 6, 12(0.392)
IV 7,1 (0. 392 n.)
IV 7, 2(0.392)
IV 7, 4(0.393)
64 A 26 (348, 14)
65 A 94 (367, 41)
11 A 47 (43, 35)
32 A 17 (237, 27)
54 A 27 (348, 16)
65 A 96 (367, 47)
32 A 21 (2.37, 46)
37,1 (265,24)
38,5 (266,6)
55 A 96 (367, 45)
3A21 (20,39)
46 A 89 (309, 39)
57 A 21 (452, 21)
18A44 (111,40)
65 A 98 (368, 25)
3 A 20 (20, 34)
2,27 (17.6)
46 A 90 (310, 1)
21 A 66 (163, 23)
80 B 32 596, 18)
57 A 19 (452, 15)
1 A 16 (9, 34)
46A91 (310,10)
55A99 (368,27)
14A12 (102,30)
46 A 93 (311, 5)
2,29 (17,16)
3A23 ;20,46)
47 A 17 (325, 16)
8,9 (31,3)
18A45 (112,4)
56 A 102 (369,29)
64 A 28 (348, 31)
26 A 10 (224, 8)
12 A 15 (59, 36)
66 A 105 (369, 43)
56 A 117 (371,22)
56 A 105 (369,46)
18 A 46 (112, 4)
61A20 (332,10)
21 A 97 (172, 44)
46A93 (311,6)
18 A 46 (112, 5)
21 A 96 (172, 42)
46A93 (311,7)
61 A 20 (332, 12)
12 A 17 (60, 39)
65 A 109 (370, 26)
11. STELLENREGISTEB.
689
IV 8, 5 (D. 394)
IV 8, 10 (D. 395)
IV 9, 1 (D. 396)
IV 9, 6 (D. 397)
IV 9, 8 (D. 397)
IV 9, 14 (D. 398)
IV 9, 15 (D. 398)
IV 9, 16 (D. 398)
rV 9, 20 (D. 398)
IV 10, 4 (D. 399)
IV 10, 5 (D. 399)
IV13.1(D.403)
IV 13. 4 (D. 403)
IV13,9.10(D.404)
IV 13, 12 (D. 404)
rV 14, 1 (D. 405)
IV 14, 2 (D. 405)
rV 16, 1 (D. 406)
rV 16, 2 (D. 406)
IV 16, 3 (D. 406)
IV 17, 1 (D 407)
IV 17, 2 (D. 407)
IV 18, 1 (D. 407)
rV 18, 2 (D. 407)
IV 19, 5 (D. 409)
IV 19, 13 (D. 408)
IV 22, 1 D. 411)
V1,1(D.41Ö)
V2,1(D.416)
V3,3(D.417)
V 3, 6 (D. 417)
V4,1(D.417)
V 4, 3 (D. 417/8)
V 5, KD. 418)
V 6, 3 (D. 418)
V7,1(D.419)
V7,2(D.419)
V7,3(D.419)
V7,4{D.420)
54 A 30 (348, 45)
54 A 30 (348, 46)
11 A 49 (44, 2)
18A49 (112,31)
19A23 (131,11)
20 A 14 (142, 39)
46 A 96 (311, 20)
57 A 22 (452, 30)
18A47 (112,22)
21 A 90 (172, 6)
61 A 23 (332, 19)
54 A 32 (349, 4)
18 A 50 (112, 33)
21 A 95 (172, 34)
21 A 95 (172, 34)
46 A 94 (311, 15)
65 A 117 (371, 24)
56 A 116 (371, 19)
55 A 115 (371, 15)
54A29 (348,33)
21 A90 (172,4)
18A48 (112,25)
14A10 (101,38)
21 A 88 (171, 30)
54 A 31 (349, 1)
21 A 93 (172, 25)
14 A 6 (101, 29)
51 A 21 (332, 14)
14 A 8 (101, 34)
21 A 94 a72, 28)
14 A 9 (101,36)
51 A 22 (332, 16)
46 A 106 (312, 18)
55 A 128 (372, 22)
21 A 74 (166, 20)
11 A 52 (44, 11)
55 A 136 (379, 18)
14 A 18 (102, 33)
65 A 141 (379, 37)
54 A 35 (349, 17)
55 A 140 (379, 35)
55 A 142 (379,40)
26A13 (224,38)
21 A 81 (166, 46)
18 A 53 (112, 46)
26A14 (224,43)
18A53 (112,48)
46 A 111 (312, 33)
V7,6»(D.420)
V 7,6 (D. 420)
V 7,7(0. 420)
V8,1(D.420)
V10,1(D.421)
V11,1(D.422)
V 11, 2 (D. 422)
V 12, 2 (D. 423)
V 14, 1 (D. 424)
V 14, 2 (D. 425)
V 16, 3 (D. 426)
V 16, 4 (D. 426)
V 16, 1 (D. 426)
V 16, 3 (D. 426)
V 17, 3 (D. 427)
V 18, 1 (D. 427)
V 19, 4 (D. 430)
V 19, 5 (D. 430)
V 19, 6 (D. 431)
V 19, 23 (D. 430)
V^, 3 (D. 432)
V 20, 5 (D. 432)
V 21, 1 (P. 433)
V 22 (D. 433)
V 22, 1 (D. 434)
V 23 (D. 434)
V 24, 1 (D. 435)
V 24, 2 (D. 436)
V 24, 3 (D. 436)
V 25, 2 (D. 437)
V 25, 3 (D. 437)
V 25, 4 (D. 437)
V 26, 4 (D. 438)
V 27, 1 (D. 440)
V 28 (D. 440)
V 30, 1 (D. 442)
Agathabchus de i
min. ed. Müll.)
64 (1 156, 12) 60 B 17 (462, 20)
Agatheuebüs (O. m. ed. Müll. I 471)
1 DE
II 2,6(12,36)
1 1. 2 66 B 16 (393, 4)
Albertus Magnus de lapid. ed. Jammy
1 1, 4 (II 213 b) 66 A 164 (383, 11)
23*
54 A 36 (349, 19)
66 A 143 (380,1)
26 A 14 (224, 46)
21 A 81 a67, 1)
21 A81 (167,4)
21A81 (167,5)
18 A 54 (113, 6)
21 A81 (167,8)
14 B 3 (104, 1)
21 A 82 (167, 30)
21 A74 (165,30)
61 A28 (332,37)
65 A 144 (380, 7)
14 A 17 (103, 11)
14 A 13 (102, 42)
21 A 75 (165, 31)
21 B 69 (193, 10)
2, 30 (17, 18)
18A61 (112,38)
21 A 72 (165, 1)
21B64 (192,14)
65 A 139 (379,29)
46 A 112 (312,36)
46 A 101 (311,43)
51A30 (333,9)
21A83 (167,34)
21 B 98 (199, 28)
21A78 (166,4)
12A18 (60,41)
14A18 (103,16)
21 A 86 (167,46)
61 A29 (332,40)
46 A 103 (812,6)
64A34 (349,13)
21 A86 (167,47)
21 A 70 (164, 12)
21 A 77 (166,46)
21 A96 (172,38)
14 B 4 (104, 4)
Euri rubro (Oeogr.
690
IL STELLENREGHSTER.
Albetus Magnus de veget. ed. Meyer
VI 401 p. Ö4Ö 12 B 4 (62, 9)
Alcaeüs (Poet. lyr. ed. Bergk)
fr. 49 1 A 1 (4, 47)
fr. 116 73 B 28 (öl6, 9)
Alchemisten. Berthelot Coli. d. Alchim.
1 25. 6 47 B 2 (326, 37)
Iö6,7 55 B 300, 17 (443,45)
1 83. 7 3 B 3 (21, 26)
m 448, 19 65 B 300, 18 (444, 85)
Alcidamas [Or. att. ed. Sauppe)
np.l55»30 4,5(23,7)
46 A 23 (298, 39j
n p. lööb 36 74 A 1 (626, 18j
IIp. 156>»6 4,5(23,4)
21 A 1 (160, 41)
vgl. S. 676 zu 132, 28
Alcimus
npö^ 'Amuvtov ö 13 B 1-6 (89, 1)
Alexandee Aetolus (Meiaeke Anal. Alex.)
p. 241 70 A 3 (502, 6)
p, 247 46 A 21 (298, 26)
Alexander Aphrod. comm. in Aristo-
telem (ed. Academ. Berol.)
de caelo 392, 24 45 B 31 (277, 13)
— in Metaphys. A— A
26,21 26 A 6 (223, 86)
27,1 26 B 2 (226, 14)
31.7 18 A 7 (107,8)
36.21 54 A 6 (344,8)
38.22 32 A 16 (237,26)
41.1 45 B 4 (270, 48)
45.2 18 A 24 (109, 15)
60.8 2,16(15,4)
75. 15 45 B 4 (271, 1)
75.16 45 B 36 (277,42)
[Alex.] in Metaphys. E— N
462,29 26 A 9 (224, 6)
827,9 33,3(249,29)
834, 28 S. 701 (z. 275, 46)
Alex, in Meteor.
26, 11 55 A 92 (367, 23)
37.23 55A91 (367,15)
67,1 51A17 (330,19)
67.3 2,27 (16,46)
67.17 46 A 90 (310,3)
57 A 19 (452, 15)
73,22 51 A 17 (330, 31)
Alex, in 1. de sensu
23,8 21 B 84 (196,4)
24, 14 54 A 29 (348, 34)
66, 12 54 A 29 (348, 40)
— in Arist. Top.
21, 21 65 A 117 (371, 24)
181, 2 77 A 19 (566, 32)
— Scripta minora (ed. Ac. Ber. Suppl.
Arist il)
de fato
2(11165,22) 46 A 66 (306,9)
— de mixt.
2 (II 214, 18) 66 A 64 (363, 47)
— Quaest.
n 23 (H 72, 26) 21 A 89 (171, 34)
21B91 (198,3)
n 23 (n 72, 28) 55 A 165 (383, 17)
n 23 (n 73, 11) 51 A 33 (333, 22)
[Alex.1 probl. III 102 (p. 22, 4 üsener)
21 B 101 (201, 22)
Alexander bei Simpl. phys.
23, 16 11 A 31 (41, 4)
99,12 19 A 21 (130,22)
115,11 18 A 28 (109,45)
130,46 19 A 22 (130, 46)
149,11 60(328,3)
300, 27 46 B 13 (319, 14)
1016,14 18 A 28 (132, 19)
1056,1 55 A 166 (383,32)
— bei Simpl. d. cael.
310, 6 56 A 82 (366, 21)
587,13 21 B 35 (185, 18)
— bei Philop. de anima
891, 10 81 A 22 (612, 37)
Alexander Mileaius (Polyhistor) ^v Aia-
ho%a% b. Diog.
1116 71 AI (603,4)
Vm 36 45 0 3(280,6)
1X61 69 A 2 (464, 36)
— Myndius ('AXeEtuv 6 Müv6io^)
b. Diog. 129 1 AI (4,33)
— Philalethes l. i de semine 51 B 6
(337, 3)
Alexinus b. Alexis.
Alexis bei Ath. [Oom. att. ed. Kock)
I16lB(n378) 46 El (292,1)
I 161 c (n 870) 46 E 1 (292, 20)
IV 164c (n345) 13 A6 (88,6)
II. STELLENREaiSTER.
691
Alexis ('^XeBvoc,?) h/ tuji TTcpi oCnrap-
K€(a<; 60 B 10 (461, 13)
Alexon s. Alexander Myndius.
Allego». Script. (Plutarch?) b.Stob.Ecl.
110, IIb p. 121 W. 21 A 33 (1Ö9, 15)
Amipsias b. Ath. v 218 c
I 673 Kock 74 A 11 (630, 8)
Ammianvs Marcellinus
XVII 7, 11 46 A 89 (309,48)
XVII 7, 12 2, 28 (17, 9)
XXn8,6 46 A 10 (296, 16)
XXn 16, 22 46 A 10 (2%, 14)
XXVni 4, 34 Ö5 B 300,8 (441, 31)
Ammonius Hermiae f. (ed. Ac. Berol.)
— in Arißt, d. interp.
p.34,22 52,6(342,20)
p. 133, 16 18 A 30 (110, 20)
p. 249, 1 21 B 134 (212, 13)
Ammonius Schol. Homer. (Oxyrrh. Pap.
np.68)
col. Xn 20 zu <t) 240 74 A 30 (635, 27)
Anatolkts de decade (Theol. ar. ed. Ast)
p. 11 45 0 6(281,29)
— de decade (ed. Heiberg)
p. 30 18 A 44 (111, 43)
p. 35 32 B 20 (247, 6)
p. 36 12 B 126» (79, 20; 666)
Anatgliüs Geoponica
(allgem.) 55 B 300, 8 (441, 32)
Xni und XV 55 B 300, 9 (441, 38)
Andocides
I 47 81 A 6 (610, 3)
168 81 A 5 (610,5)
Anecdota Graeca ed. Bekker
Antiatt. 78, 20 80 B 72 (603, 7)
94, 1 81 B 13 (616, 28)
98,32 13 B 58» (99,9)
99, 1 13 B 63 (99, 22)
114, 28 80 B 82 (604, 21)
— Lex. V
266,28 27,4(228,3)
— Lex. VI (lövafiuTn xPlö^M*!)
337. 13 21 B 47 (188, 24)
346, 26 80 B 83 (604, 23)
367, 31 80 B 84 (604. 26)
374.14 66 B 122 (408,2)
882, 19 81 B 2 (613, 30)
410Q,6 80 B 19 (695,7)
418,6 80 B85 (604,27)
419, 18 80 B 86 (604, 28)
470, 26 80 B 16 (594, 36)
472,14 80B17 (696,1)
Anecdota Gb. ed. Boissonade
1126 13 B 18 (93,20)
— OxoNiEiNsiA ed. Gramer
•n 427, 29 21B41 (187,2)
ni 166 S. 723 zu 416, 31
in 184 21 B 160 (218, 18)
•— Pabi8]en«ia ed. Gramer (vgL Bohler
Sopkistae Protr. p. 46, 6)
1171,31 74 B 3 (537,17)
1172 46 Dl (282,44)
n 263 1 A 8 (8, 10)
Anecdoton med. Paris. (Herodotus?)
ed. Fuchs Rhdn. Mm. 49, 657 55 B
300,10 (442,8)
Anontmüs Byzant. ed. Treu
52,19 18 A 40 (111,26)
— de comoedia IE 4 S.7,16Kaibel [Com.
gr.fr.l) 13 A 5 (87,41)
Anonymi Hermippos [Joannes Catraree ?]
ed. Kroll- Viereck
p. 26, 13. 122 65 A 78 (366, 5)
Anonymus Londin. (ed. Acad. Berl.
Supplem. Arist. IH 1)
9,34 47 0(326,4)
20,2 47 0(326,4)
37, 34 ff. 65A28 (366,26)
Anonymus in Piat. Theaet. (BerL Klaa-
sikericxte II)
26, 40 S. 695 (zu 233, 12)
70, 48 21 B 101 (202, 2)
71, 12 12 B 1261» (80, 1)
71, 26 13 B 2 (90, 13)
Anonymus Rohdei {KL Sehr. 1 397)
65 B 300, 7 (441, 14)
Anon'Vmüs tragicus (Eurip.?)
fr. 26 p. 844 N. 83,2(640,1)
Antagoras ap. Diog.
IV 26 73 A 3 (613, 12)
Anthologu ed. Mahaffy [Flinders
Peiri Pap. 1 1. 3j 13 B 45 (96, 11)
— Palatina
Vn79 S. 664 (z. 73,3)
Vn 93 26 B 4 (222,28)
Vn 508 21 B 156 (218, 2)
692
II. STELLENREGISTER.
AUTHOLOGIA PaLATINA
1X369 12 B 138 (81,6)
1X860 55 B 308 (447,6)
Antigonus Carystiu» (Wilamowitz Phil.
Uniers. TV)
p. 10 46 A 1 (295, 15)
55 AI (352,40)
p.35 69 A 2 (456,1)
Vgl. 44, 5 (268,23)
Antiphanes b. Athen. IVieOp
n 76. 67 Kock 46 E 1 (291, 36)
Antiphon tr&gicus (s. Reg. 11)
fr. 1 > (p. 792 A) 80 A 4 (690, 14)
Antiphon tetr. ß 74 A 10 (529, 32)
Anjisthenb Bhodius (Müller pho in 182)
^.Diog.I40 1 AI (6,37)
IX 6 12 A X (56, 6)
IX 27 19 A 1 (126, 29)
IX 35 55 A 1 (350, 24)
IX 38 55 A 1 (361, 16)
1X39 65 AI (351,22)
IX 57 61 A 1 (328, 21)
AntVLlus Rhet. 77 A9 (664,23 m. Anm.)
Apollodorus Athen. Chronic, ed. Jacoby
fr. 16 1 A 1 (6, 15)
fr. 17 aAl (12,8)
fr. IP 3 A 1 (17, 40)
f-. 21 11 A 1 (34, 28)
fr. 22 HA 8 (36,4)
fr. 27 18 A 6 (107,4)
19 A 1 (126, 11)
fr. 28 19 A 1 (127, 11)
fr. 36 46 A 1 (293, 32)
fr. 39 21 A 1 (151, 12)
76 A 10 (547, 28)
fr. 40 74 A 1 (528, 12)
fr. 41 74 A 1 (527, 9)
fr. 42 20 A 1 (135, 27)
fr. 43 21 AI (160, 5. 18; 679
tu 150, 14 u. 680 zu 152, 48)
fr. 47» 65 AI (361,43)
fr. 47b 65 AI (360,19)
fr. 76 64 A 2 (343,29)
62 A 8 (463, 29)
— n€pi 6£u»v b. Macrob. Sat.
117, 46 ff. 21 B 41 (187, 11)
— b. Steph. Byz.
'AKpiÄpew 66 B 20 (481, 11 Anm.)
[Apollodorus] bibl.
132 67 BIO (486,9)
U2 73B11 (614,8)
n 6 73 B 12 (614, 12)
n 6 73 B 13 (514, 14)
n 26 73 B 14 (514, 15)
II 94 73 B 15 (614, 19)
in 26 71 B 2 (508, 12 Anm.)
in 30 73 B 16 (514, 22)
in 100 68» B 6 (500, 24)
nil33 73 B 17 (614,27)
in 166 73 B 18 (514, 30)
in 199 73 B 19 (514, 33)
Apolloniüb Mirab.
1 66 (466,26)
6 71 A 6 (506, 24)
6 4, 7 (23, 34)
31 65 (466,28)
ApollonIDS Cit. in Hipp. (ed. Schoene)
6, 29 56 B 29 (397, 5
Apollonius D yscolüs de pron.(Schneid.)
65, 15 55 B 13 (390, 22)
71 B 10 (510, 7)
92,20 55 B 29« (397, 13)
93,1 71 B 11 (610,10)
Apollonitjs Rhodiu«
I 494 ff. 66B16 (479,29)
II 1098 66 B 14, 5 (391,36)
Apollonius Tyan. ep. 18 12 A 16 (60,35)
— b. lambl. V. P. 257 8, 5 (30, 33)
— b. Porph. V. P. 2 S. 700 (z.268,6)
Aponius in Canticum Canticorum (ed.
Bottino et Martini) V p. 96 sq. in
Cant. 3, 6 71 A 5 (505, 26)
Apuleius Apol.
15 35 A 25 (257, 23)
27 56 B 300, 12 (442, 30)
68 A 6» (493, 8)
— de dogm. Plat. 3 33, 1 (249, 12]
— Flor. 18 1 A 19 (9, 45)
74 A 4 (528, 15)
20 11 A 21 (36, 5)
Aratus
30—36 68 B 22 (497, 22)
163. 164 68 B 21 (497, 19)
744 56 B 14, 5 (391, 39)
1123 55 B 147 (411,6)
II. STELLENREGISTER.
693
Arattjs Comment, Arat. Suppl. ed. Maass
8 p. 674 68» B 6 (500, 20)
A»CHETiMr8 (Müller fhq iv 318)
b. Diog. I 40 73» 1 (518, 16)
Archilochus fr. 70 12 A 16 (60, 5)
Aristeas epist. 31 60 B 16 (462, 7)
AaisTiDES ars rhet.
112,7 81 B 46 (627,8)
II 3, lö 81 B 47 (627, 12)
— or. 41 (II 330, 16 Keil) 67 B 19*
(487, 26)
— or. 46 (n 407 Dind.) 73»» 1 (524, 7)
Aristocles TTcpi 9»Xoöo<p(a? i\ (Eus.
XIV 17, 1) 11 A 49 (43, 44)
XIV 17,7 20 A 14 (142,32)
XIV 20, 1 67 A 24 (452, 35).
XV 2,8 44,4 (268,17)
Abistocriti/s Theosophia (Buresch Kla-
ros S. 118)
68 12 B 6 (62,13; S. 661)
69 12 B 127 (80, 7)
74 12 B 128 (80, 10)
Ariston
ev TAI "EirtKOupoD ßdui 62 A 6 (463, 12)
^vTOJinepl'HpaxXekou 12 A 1 (54,40)
Aristophanes comicus
Aves 692 77 A 6 (564, 7)
693 ff 66 A 12 (472, 7)
1001 26 A 2 (223, 19)
— Equ. 327 27, 4 (228, 6)
— Nub. 111—114 74 C 2 (542,29)
225—236 51 C 1 (340, 10)
264 51 C 2 (341, 13)
360.361 77 A 5 (564, 7)
668ff.677ff. 74C3 (542,35)
828-831 51 C 1 (340, 23)
889 ff. 74 0 2(542,34)
— Pax 832-837 26 A 2 (220, 35)
— Ran. 1021 76 B 24 (561, 29)
1032—1033 66 A 11 (472, 4)
— Babylonioe ed. Kock
fr. 64 20 A 3 (136, 4)
— Daitales
fr. 198, 5 ff. 78 A4 (574,8)
— Heroes fr. 305 45 C 3 (279, 34)
— Tagenistai fr. 490 K. 77 A 5 (564, 10)
Vgl. 11 B 40 (52, 14) u. Reg. n.
ARI8TOPHANE8 Byzant. cpit. hist. anim.
(ed. Ac. BeroL Suppl. Aristot. II)
I 78 51 A 25 (332, 28)
Aristophon b. Athen. V^ 161 e
fr. 279 Kock 45 E 2 (292, 28)
Aristoteles 'A9. uoX.
1 68 A 4 (491, 21)
19, 2; 20, 3 68 B 1 (494, 18 An».)
— Anal. post.
B 11. 94b 33 45 0 1 (279, 19)
B 19. 100« 3 14 A 11 (102, 22)
— de anima
A2. 404«1 64 A 28 (348, 19)
A 2. 404*16 46 B 40 (279,8)
A 2. 404« 25 46 A 99 (311, 30)
47 A 18 (325, 17)
A 2. 404 • 27 55 A 101 (369, 17)
A 2. 4041» 1 46 A 100 (311, 39)
A 2. 404 »» 8 21 B 109 (203, 13)
A 2. 405* 5 55 A 101 (369, 21)
A 2. 405* 13 46 A 100 (311, 36)
A 2. 405* 15 46 A 65 (806, 1)
A 2. 405*19 1 AI (3,29)
1A22 (10,37)
A 2. 405*21 3A23 (20,44)
61 A 20 (332, 7)
A 2. 405* 24 12 A 16 (69, 34)
A 2. 406* 25 ff. 56 A 113 (370, 42)
A 2. 405* 29 14 A 12 (102, 23)
A2.406«»l 21 A4 (154, 24)
26 A 1 (223, 18)
26A10 (224,8)
A2. 40öb6 81 A23 (613,3)
A 2. 406b 24 26 A 10 (224, 9)
A 3. 406 b 15 65 A 104 (369, 34)
A3. 407b20 46 B 39 (279, 4)
A4. 407b27 32 A 23 (238, 5)
46 B 41 (279, 13)
A 4. 408» 13 21 A 78 (166, 13)
A 6. 409* 32 55 A 104* (369, 40)
A 5. 410* 1 21 B % (199, 4)
A 6. 410b 27 66 B 11 (476,33)
A 6. 411» 7 lA 22 (10, 35)
B 4. 415b 28 21 A 70 (164, 25)
B 6. 418b 20 21 A 67 (162, 26)
B 7. 419*15 06 A 122 (372,6)
B 8. 419 b 34 14 A 6 (101,31)
r 3. 427*21 21 B 106 (202, 20)
694
IL STELLENREGISTER.
r 3. ,427 a 24 21 B 108 (203,5)
r 4. 429» 18 46 A 100 (311, 40)
Aetstoteles de gen. anim.
A 18. 7221» 10 21 B 63 (192, 9)
A 18. 723« 23
A 23. 731» 1
B 1. 734« 16
B 4. 740« 13
B 4. 740» 33
B 6. 744^ 8
B 7. 746« 19
B 8. 747« 24
B 8. 747» 29
B 8. 747« 34
r 2. 7621' 22
r 6. 7561» 13
AI. 763b 30
A 1. 764« 1
21B65 (192,17)
21 B 79 (194, 30)
66 B 10« (475, 28)
55 A 145 (380,11)
65 A 144 (380, 3)
14 A 10 (102, 9)
51 A 25 (332, 30)
65 A 144 (380, 6)
21 A 82 (167, 26)
55 A 149 (380, 26)
21 B 92 (198, 6)
14 A 16 (103, 5)
46 A 114 (313,8)
18 A 53 (113, 3)
46 A 107 (312, 21)
21 B 65 (192, 19)
21 A 81 (166, 38)
55 A 143 (379, 42)
21A81 (166,45)
66 A 146 (380, 16)
21 B 68 (193, 4)
21 A 91 (172, 11)
65 A 147 (380, 20)
65 A 66 (364, 12)
A 1. 764« 6
A 1. 765« 8
A4. 769^30
A 8. 777« 7
El. 779^15
E8. 788^9
E 8. 789^2
— hist. anim.
A 11. 492« 13
r 2.6111' 30
E 19. 561 "6
Z 6. 663« 18
H 1. 681« 12
H 2. 682« 34
0 2. 590« 24
[Arist.] hist. anim.
1 39. 623« 30
Arist. de pari. anim.
A 1. 640« 18 21 B 97 (199, 21)
14 A 7 (101, 32)
51 B 6 (337, 1)
65 B 126 (408, 28)
67 B 3 (484, 23)
14 A 15 (102, 44)
21A80 (166,36)
21 A 66 (163, 29)
55 A 150 (380, 29)
AI. 640h 29
A 1. 642» 17
A 1. 642« 24
A 6. 645« 17
B 2. 648« 6
B 2. 648« 26
r 4. 666« 30
A 2. 677*5
55 B 165 (415, 20)
21 A 78 (166, 9)
66 A 36 (368, 44)
12 A 9 (68, 36)
21 A 73 (166, 17)
18 A 62 (112, 40)
65 A 148 (380, 23)
46 A 106 (312, 13)
A 10. 687« 7
A 10. 687 «23
ARI8T. de caelo
A 1. 268« 10
A3. 270^24
A 7. 275 •'29
A 10. 279 '•'12
B2. 284b6
B 2. 285« 10
B 2. 285b 22
B 9. 2901» 12
B13.
B 13. 293« 18
B 13. 2931» 1
B 13. 2931« 18
B 13. 294« 21
B 13. 294« 28
B 13. 2941' 18
B 13. 295« 9
B 13. 295« 13
B 13. 295b 10
r 1.298b 14
r 1. 300« 14
r 2. 3Ü0b 8
r 2. 300'' 25
r 2. 301« 14
r 3. 302« 28
r 4. 303*4
r 6. 303b 10
r 6. 303 b 12
A 2. 309« 1
A 2. 309« 19
A 2. 309b 34
A 2. 310«
A 6. .303 b 10
A 6. 313« 21
— de gen. et corr.
A 1. 314« 11
AI. 314« 21
A 2. 316« 34
A2. 315b6
A 2. 316» 1
A3. 318b 6
A 6. 322 b 12
A 7. 323b 10
A 8. 324 b 26
46 A 102 (312, 1)
74 C 1 (642, 25)
25 B (221,41)
46B17 (273,36)
46A73 (307,34)
64A19 (346,41)
12A10 (58,41)
45 B 30 (276, 44)
45 B 31 (277, 3)
46 B 31 (277, 6)
45B35 (277,28)
46 A 88 (309, 30)
45 B 37 (278, 4)
45B37 (278,16)
45B37= (278,38)
11 A 47 (43, 24)
21 B 39 (187, 3)
1 A 14 (9, 23)
3 A 20 (20, 27)
46 A 88 (309, 22)
21 A67 (163,36)
2,26 (16,36)
18 A 25 fl09, 18)
45 B 38 (278, 48)
64 A 16 (346, 30)
21 B 57 (190, 2)
21 A 42 (160, 28;
46 A 43 (302, 22)
54 A 15 (346, 19)
50 (327, 34)
2,16 (15,6)
55 A 60 (363, 6)
46 A 68 (306, 16)
55 A 60 (363, 17)
55 A 60 (363, 18)
50 (327, 34)
55 A 62 i363, 36)
(vgl. 35 «5 (264, 38j
46 A 52 (304, 38]
64 A 9 (345, 12)
55 A 35 (358, 41)
64 A 9 (345, 15)
55 A 123 (372, 8)
56 A 42 (360, 26)
51 A 7 (329, 27)
55 A 63 (363, 43)
21 A 87 (171, 14)
II. STELLENREGISTER.
695
A 8. 324b 36
A 8. 325» 2
A 8. 325*13
A 8. 325^23
A 8. 326*30
A 8. 325»» 19
A 8. 3251' 24
A 8. 326^19
B 3. 330b 13
B3. 330i>19
B 6. 333* 35
B 6. 333b 20
B 6. 334* 1
B 7. 334* 5
B 9.336*3
54 A 7 (344,14)
20 A 8 (141, 22)
18 A 25 (109, 23)
64 A 7 (344, 19)
S. 705 zu 301, 26
21 B 159 (218, 14)
64 A 7 (344, 37)
65 A 60 (363, 6)
18 A 35 (110, 46)
21 A 36 (159, 42)
21 B 37 (186, 16)
21 A 40 (160, 19)
21 B 53 (189, 15)
21B54 (189,24)
18 A 35 (110, 46)
[Arist.] de lin. insec.
968*18 19 A 22 (130, 40)
972 b 29 21 B 32 (184,24)
— M. Mor.
A 1. 1182* 11 45 B 4 (271, 3)
— de Melisso Xenophane Gorgia
1, 2 p. 974»— 977* 20 A 5 (136, 26)
2, 6 p. 975b 1 21 B 12 (176, 24)
2 p. 975b 17 46 A 50 (304, 32)
2,10 p. 975 b 21 2,13(14,26)
2 p. 976* 14 46 A 50 (304, 33)
2, 28 p. 976 b 23 21 B 14 (177,1)
2 p. 976 b 26 21 B 13 (176, 30)
3, 4 p. 977*- 979* 11 A 28 (36, 36)
5,6p.979*ll-980'^21 76B3(556,22)
6 p. 980b 7
Arist. Metaphysica
A2.
A3.
A3. 983b 18
A3. 983b 27
A3. 984*3
A3. 984*6
A3. 984*7
A 3. 984* 11
A3. 984b 15
A4. 984b 23
A4. 984b 32
A 4. 985* 18
A 4. 986* 21
A4. 985b 4
54 A 7 (344,44)
2, 16 (15, 17)
46 A 8 (296, 7)
1 A 12 (9, 2)
66 BIO (475,20)
26 A 7 (223, 40)
3 A 4 (18, 7)
8,7 (30,40)
12 A 5 (58, 6)
21 A 6 (154, 30)
46 A 43 (302, 18)
46A58 (306,11)
18 B 13 (123, 24)
21 A 39 (160, 10)
46 A 47 (304, 7)
21 A 37 (159, 44)
54 A 6 (343, 44)
A 6. 985b 23
A 5. 986*16
A 5. 986* 22
A 5. 986*29
A 5. 986b 18
A 5. 986b 22
A 5. 986b 25
A 6. 986b 27
A 6. 987*9
A 6. 987* 29
A 6. 987 b 10
A 6. 987 b 22
A 7. 988* 23
A 7. 988*30
A 8. 989*30
A8. 989b4
A 8. 989b 16
A 8. 989b 29
A 10. 993* 15
B 2. 997 b 32
B 4. 1000b 1
B 4. 1000b 5
B 4. 1000b 12
B 4. 1000b 18
B 4. 1001b 7
Bö. 1002*8
r 3. 1005b 23
r 4. 1007b 18
r 6. 1009'' 6
r 5. 1009b 7
r 5. 1009b 17
r 5. 1009b 18
r 6. 1009 b 21
r 5. 1009 b 25
r 5. 1010* 1
r 6. 1010* 4
r 6. 1010* 7
Z 2. 1028b 16
zu. 1036 b 8
Z 13. 1039* 9
H 2. 1043* 19
0 3.1047*4
16. 1066 b 28
A 2. 1069 b 19
A 2. 1069b 22
A 6. 1071b 26
46 B 4 (270, 30)
45 B 5 (271, 12)
14 A 3 (100, 31)
4,7 (23,31)
11 A 30 (40, 13)
18 A 24 (109, 9)
20 A 11 (142, 22)
18 A 6 (107, 6)
20 A 7 (141,13)
18 A 24 (109, 10)
45 B 8 (272,6)
62.3 (342,1)
46 B 12 (272, 38)
46B13 (272,42)
60 (327, 31)
2,16 (15,6)
46A61 (305,29)
46A61 (305,31)
46 A 61 (305, 32)
45 B 22 (274, 19)
21 A 78 (166, 22)
74 B 7 (538, 19)
21 B 36 (186, 12)
21 B 109 (203, 17)
21 B 30 (184, 14)
21 A 52 (162, 7)
19 A 21 (130, lg)
45 B 8 (272, 19)
12 A 7 (58, 28)
74 A 19 (532, 11)
74 A 19 (532, 17)
55 A 112 (370, 36)
21 B 106 (202, 22)
21 B 108 (203, 4)
18 B 16 (124, 11)
46 A 28 (299, 9)
18 A 24 (109, 16)
11 A 16 (36, 37)
62. 4 (342, 9)
45 B 23 (274, 46)
45 B 25 (275, 6)
65 A 42 (360, 24)
35 A 22 (257, 3)
74 A 17 (532, 6)
46 A 60 (306, 23)
46 A 61 (306, 27)
66 A 67 (362, 38)
66 B 9 (476, 16)
696
II. STELLENREGISTER.
A 6. 1071 b 31 64 A 18 (346, 38)
A 7. 1072 b 30 45 B 11 (272, 34)
M 4. 1078 »»19 55 A 36 (359, 6)
M 4. 1078 b 21 45 B 4 (271, 6)
M 6. 1080b 16 45 B 9 (272, 20)
M 8. 1083b 8 45 B 10 (272, 25)
M 8. 1083 b 28 45 B 2 (270,21)
M 9. 1086* 16 13 B 14 (93, 12)
N 2. 1089^2 18 B 7 (117,26)
N 3. 1090» 20 45 B 22 (274, 46)
N 3. 1090b 5 45B24 (275,3)
N 3. 1091» 13 45 B 26 (275, 11)
N 4., 1091b 4 66 B 9 (475, 17)
N 4. 1091b 8 71 A 7 (506,25)
N 5. 1092 b 8 33,3(249,26)
N 6. 1092 b 26 46 B 27 (275, 18)
Aristoteles Meteorol.
A 6. 342 b 25 46 A 81 (308, 34)
A 6. 342b 29
A 8. 345 i' 13
A 8. 345a 25
A8. 34ob9
A 12. 348b 13
Bl. SöS-iSä
B 1.353b 6
B 1. 354» 28
B 2. 36öa 13
B 2. 355" 21
B 3. 366» 24
B 3. 356b 4
B 3. 357» 24
B 7. 365» 1
B 7. 365a 14
B 7. 365» 17
B 7. 365» 19
B 7. 365» 31
B 7. 365b 6
B 9. 369b 12
B 9. 369 b 14
B 9. 370» 10
A4. 381b 31
A 9. 387b 4
[Abist.] Mirab.
38. 833» 15
131. 843b 1
30. 5 (232, 12)
29, 10 (230, 37)
45 B 37 b (278,41)
46 A 80 (308, 26)
55 A 91 (367, 15)
30.6 (232,40)
46A85 (309,12)
61A17 (330,19)
2,27 (16,41)
3A14 (19,40)
12 B 6 (62, 20)
51 A 9 (329,42)
21A25 (157,36)
21 B 55 (189, 26)
55 A 100 (369,3)
21A23 (167,35)
55A97 (368,3)
46A89 (309,32)
65 A 7 (353,23)
46A89 (309,32)
46A89 (309,37)
3A21 (20,35)
21 A 63^63,8)
46A84 (308,44)
49, 1 (326, 37)
21 B 34 (185, 6)
21 B 82 (195, 30)
IIA 48 (43,42)
67 A3 (483,10)
[Abist.] de mundo
ö. 396b 7
6. 401» 8
7,
Abist. Eth. Nie.
A4; 1096b 6
1099b 27
B 5. 1106b 29
E 8. 1132 b 21
Z 7. 1141b 3
H12.
H 15. 1154 b 7
8 2. 1155b 4
K 5. 1176» 7
K. 9. 1179» 13
[Abist.] Oec.
A 4. 1344» 8
Abist, phys.
AI. 186» 14
A 2. 185» 16
A 2. 185» 32
A3. 186» 6
4 3. 186» 10
A3. 187»!
A4. 187*12
A4. 187» 20
A4. 187» 26
A 5. 188» 20
A 5. 188» 22
A 6. 204b 22
B 1. 193» 9
B 4. 195 b 36
B 4. 196» 19
B 4. 196» 24
B 4. 196b 5
B 4. 196b 14
B 7. 198 b 29
B 8. 199b 7
r 4. 203» 1
r 4. 203» 19
r 4. 203» 33
r 4. 203b 6
r 5. 204» 29
r 5. 205b 1
12 B 10 (63, 9)
12 B 11 (64, 4)
66 B 6 (474, 28)
46 B 6 (272, 1)
73» 3 (622,6Anm.)
45 B 7 (272,3)
45 B 4 (271, 9)
46A30 (299,14)
35 A 9 (252,39)
46 A 94 (311, 9)
12 B 8 (63, 3)
12 B 9 (63, 6)
46A30 (299,17)
45 C 6 (281, 16)
80 B 13 (593, liy.
30, 3 (231, 37)
20 All (142,20)
20 A 7 (141,15);
vgl. S. 143, 28
20A10 (142,19)
19 A22 (130,43)
2,16 (15,7)
50 (327, 40)
2,9 (13,15)
2, 16 (16, 10)
21A46 (161,1)
46AÖ2 (304,36)
18 B 8 (118, 34)
55A45 (360,43)
2,16 (15,11)
80 B 15 (594, 26)
65 A 68 (364, 19)
21 B 53 (189, 18)
55A69 (364,28)
55A70 (364,37)
55 A 68 (364, 21)
21 B 61 (191, 6)
21 B 62 (192, 3)
45 B 28 (276, 15)
46A45 (303,1)
55A41 (360,21)
2, 15 (14, 36)
45 B 29 (276, 33)
46A50 (304, 3(^
II. STELLENREGISTER.
697
r 6. 207» 9
r 6. 207» 15
r 8. 208» 8
AI. 209» 23
A3. 210b 22
A 6. 21S» 22
A 6. 213» 27
A 6. 213 b 1
A 6. 213b 12
A 6. 213 b 22
A 9. 216 b 22
A 10. 218-' 33
A 13. 222 b 17
Z 2. 223» 21
Z 9. 239» 26
Z 9. 239b 6
Z 9. 239b 9
Z 9. 239 b 14
Z9. 239b 30
Z 9. 239 b 33
H 6. 2Ö0» 19
Gl. 251b 16
0 1. 262» 7
0 1. 252» 32
0 2. 262 b 26
0 5. 256b 24
0 9. 265 b 24
18A27 (109.38)
20 All (142,22)
18 B 8 (118, 23)
2, 14 (14, 33)
19A24 131.14)
19A24 (131,12)
46 A 68 (306, 17)
64 A 19 (346. 44)
54 A 19 (347,2)
20 A 8 (141.20)
46 B 30 (276, 37)
23 (220, 13)
45 B 33 (277, 18)
16 (105, 16)
19A25 (131,27)
S. 676 zu 131,46
19 A 27 (131,44)
19A25 (131,24)
19A26 (131,37)
19A27 (131,42)
19A28 (132,1)
19A29 (132,25)
55A71 (364,43)
21 A 38 (160,7)
55A65 (364,6)
55 B .34 (398, 17)
46 AUS (,SÜÖ,5)
Ö5A68 (362,40)
[Arist.] de plant. {=■ Nicolaus Damascen.
de planus ed. Meyer)
A 1. 815» 15 21 A 70 (164, 30)
46 A 117 (313,20)
21A70 (164,33)
46 A 117 (313,23)
46 A 117 (313,24)
21A70 164,35)
21A70 (164,36)
55 A 163 (383,9)
AI. 815b 16
A 2. 816b 26
A2.817»!
A 2. 817b 35
A&iST. poet.
1.1447 b 17
3. 1448» 31
5. 1449b 5
19. 1466 b 16
2L 1457 b 13
21. 1467 b 22
2L1458»4
25. 1460b 35
21A22 (157,6)
13 A 2 (87,14)
13 A 2 (87,13)
74A29 (536,23)
21 B 138 (214, 4)
21 B 143 (216, 12)
21 B 152 (216, 13)
21 B 88 (197, 16)
HA 34 (41,47)
25.1461*21
25. 1461» 23
Abist, pol.
A 2. 1262 b 13
All. 1259» 6
A 13. 1260» 27
B 7. 1266» 36
B 8, 1.1267 b 20
B 8, 1.1267 b 22
r 2. 1276 b 26
Hll. 1330 b 21
0 5. 1340b 18
0 6. 1340b 26
[Arist.] probl.
11, 33. 903» 7
15,3. 910b 36
16,8. 914 b 9
16, 8. 915»
17,3.916*33
23, 30. 934b 33
24,11. 937» 11
30,1. 953» 26
34, 7. 964» 10(?)
— de respir.
2. 470»» 30
2. 471» 3
2. 471b 12
4. 471b 30
7. 473» 16
7. 473b 1
14. 477 »32
— rhet.
A 12. 1372 b 3
A 13. 1373 b 6
A 15. 1376b 32
A 16. 1377» 19
B 2. 1379 b 15
B 13. 1389b 23
B 21. 1394 b 13
B 21. 1394 b 25
B 23. 1398b 9
B 28. 1398 b 15
B 23. 1399b 5
B 23. 1400b 5
B23 1400b 19
B 24. 1402» 23
r 1. 1404» 13
r 1.1404» 24
79 B 20 (586, 2)
21 B 35 aSö, 19)
68 B 3 (495, 6)
1 AlO (8,19)
76 B 18 (560, 29)
27,1 (227,2)
27,1 (227,8)
27.1 (277,11)
76A19 (649,16)
27.2 (227,40)
46 B 41 (279, 12)
35 AlO (253,14)
46A74 (307,39)
45 B 16 (273, 32)
46 A 69 (306, 23)
46 A 69 (306, 45)
14 B 2 (103, 28)
53.2 (342,26)
21 A 69 (164,1)
21 A17 (156,4)
3 B 1 (21, 11)
46 A 115 (313,12)
61 A 31 (333,13)
51 A 31 (333, 16)
56 A 106 (370,3)
21 B 100 (200, 5)
21 B 100 (200, 8)
21 A73 (165,15)
19 A 5 (127, 34)
21 B 135 (213, 1)
81 A 8 (610,17)
HAU (35,34)
80A4(590,12Anm.)
73»3(523,10Anm.)
13B19 (93,22)
13 B 20 (94, 1)
4,6(23,7)
46A23 (298,39)
11 A12 (35,20)
IIA 13 (35,24)
78 A 6 (574.21)
74A21 (532,22)
78 B 6 (578, 14)
76A29 (661,8)
698
II. STELLENBEaiSTER.
r 3. 1405 b 34
76 B 16 (560, 16)
Z 2. 140*3
S. 691 (zu 217, 18)
r 3. 1406b 5
76 B 16 (560, 20)
0 8. 160b 7
19A25 (131,36)
r 3. 1406 b 14
76A23 (650,6)
Artst. Fragmente
nach Ai*. fragm. coli.
Co. 1407*31
21A23 (157,29)
V. Kose Lips. 1886:
r 6. 1407 b 6
74A27 (535,16)
fr. 6
73b 1 (524,llAnm.)
r 6. 1407 b 11
12 A4 (67,37)
fr. 7
5 (28, 12)
r 8. 1409'' 2
78 All (576,17)
66 B 11 (476, 37)
r 11. 1412* 12
35 A 12 (253, 30)
fr. 56
19 A 14 (129, 22)
r 11. 1413*7
78 A 5 (674,17)
fr. 63
74 A 1 (626, 13)
r 13. 1414 b 15
74A26(636,6Aiiin.)
fr. 65
19 A 1 (126, 20)
r 14. 1414 b 29
76 B 7 (568, 3)
19 A 10 (128, 26)
r 14. 1415 b 12
77A12 (665,3)
21 AI (160,36)
r 14. 1416» 1
76 BIO (658,22)
21A19 (156,11)
r 16. 1416 b 26
81A14 (611,24)
fr. 66
21 AI (151,32;
r 16. 1417b 1
62, 2 (341, 42)
vgl. 153, 22)
r 17. 1418*21
68 B 4 (496, 8)
fr. 67
74 A 1 (626, 26)
r 17. 1418» 32
76 B 17 (660, 24)
fr. 70
21 A 1 (150, 44)
r 18. 1419b 3
76B12 (559,21)
fr. 71
21 AI (150,4)
Arist. de sensu
fr. 75
4, 16 (26, 10)
2. 437 b 9
21A91 (172,7)
11 A 19 (36, 1)
2. 437 b 23
21 B 84 (196, 1)
46A25 (298,43)
2.438*6
65 A 121 (372,1)
80 A 5 (590, 18)
3.439*30
46 B 42 (279,, 14)
fr. 137
21 A 19 (156, 12)
4.441*3
21A94 (172,30)
fr. 139
76 A 16 (548, 26)
4. 442* 29
55 A 119 (371,36)
fr. 190
,4,8(24,7)
4. 442b 11
65 A 126 (372,17)
fr. 191
4, 7 (23, 32)
5. 443» 23-
12 B 7 (63, 1)
fr. 192
4,7 (24,1)
5.445*16
45 B 43 (279, 16)
fr. 194
4,9(26,11)
6. 446» 26
21A67 (162,29)
fr. 195
45 0 3 (279,31)
— soph. el.
fr. 196
46 G 2 (279, 23)
1. 166* 21
73 b 3 (625,7)
fr. 199
35A21 (266,47)
4. 166b 1
79 B 20 (686, 4)
fr. 200
46B30 277,1)
6. 167 b 13
20A10 (142,11)
fr. 201
45 B 30 (276, 42)
6. 168b 36
20A10 (142,16)
fr.. 202
46 B 36 (277, 43)
10. 170b 19
19A14 (129,17)
fr. 204
45 B 37 (278, 36)
11. 171b 12
30,3 (231,36)
fr. 207
35A13 (263,36)
11.172*7
80 B 13 (593, 16)
fr. 208
56 A vor 36 (358, 30)
14. 173 b 17
74A28 (636,18)
66 A 37 (359, 7)
28.181*27
20A10 (142,19)
fr. 248 p. 193,1
46 A 91 (310, 12)
33. 183b 29
78 A 2 (673,16)
fr. 248 p. 195, 3
29, 11 (230, 46)
33. 183b 31
21A19 (166,16)
fr. 386
68 A 8 (493,23)
34. 183b 36
76B14 (569,29)
fr. 501
13A6b (88,19)
[ARI8T.] d«k spiritu
fr. 575
20 A3 (136,4)
9. 486b 26
21A78 (166,22)
fr. 678
20 A3 (136,39)
Artst. Top,
20 A3 (136,14)
B6.il2b22
77A19 (666,29)
Bei B>ose fehlende Fragmente:
r 1.116*3
78-B 7 (578, 26)
18 A 26 (109, 34) 21 A 66 (163, 25)
A 6. 127*17
21B81 (195,26)
35 B (264, 6
46 B 36 (267, 46)
65 A 12 (354, 3) 65 B 180 (418, 12)
II. STELLENBEGISTER.
699
Vorlorone auf die Voraokratiker be-
zügliche Monographien:
AmsT. TTpö^ Tct *AXK)na{u)vo(; ü 14 A 3
(101,4)
— TTpÖ5 Tfi«; 'ApxuTOD (piXoOoqpfa^ T
3Ö A 13 (253, 34)
— TTpix; Tct TopT^ou ä (Diog. V 26) fehlt
76 B 3 (ööo, 21)
— . TTpoßXi^lnaTa ^k tuiv Atiiliokp{tou ß
(Diog. V 26) vgl. 65 B lli>-it (389,26)
— np6<; To Zi^vuivo? ä 19 A V. 21 (130,10)
— npöc; Tct MeXXi'aaou ä 20 A 6 (136, 27)
— TTpö«; Tct Eevocpiivou? 11 A 28 (36,37)
— npö<; Tfjv TTap|Liev(öou 66Hov 18 A v.
22 (108,39)
— TTpö^ Tou? TTuOcrfopcfouq ö und TTepl
TÜtrv TTu9aYop€(urv ä b. Diog. V 25
(fr. 190— 205 Rose) 46 B (269, 41) vgl.
46 C 3 (280, 7]
— 'Ek TüüvTi|Lia(ou KOI 'ApxuTou ä (Schrif-
tenkat. d. Hesychius (Rose fr. S. 14
n. 86; vgl. S. 6 n. 94) 36, 2 (266, 11)
Aristoxenüs 'Ek tOljv 'TTu6aTopiKU»v
dnoq)(Sö€U)v' Ka\ 'TTueorropiKoO ßfou'
46 D (282—291)
— Fragm. n, Müller fhg II
fr. Ip. 272 4,8(24,6)
fr. 2 4, 3 (22, 37)
4,8(24,9)
fr. 3 4, 8 (24, 11)
71 AI (604, 4)
fr. 4 4, 8 (24, 14. 19)
fr. 6 4, 12 (26, 28)
fr. 7 p. 273 4, 9 (24, 46)
fr. 9 4ÖD 7 (286,32)
fr. 10 p. 274 4, 12 (26, 27)
fr. 11 4,16(27,9)
fr. 12 p. 275 4,10 (26; 21)
32 A 4 (234, 7)
39,1 (266,10)
fr. 13 36 AI (250,24)
fr. 14 35 AI (260,38)
fr. 16 p. 276 35 A 9 (262, 30)
fr. 16 p. 277 39,2(266,16)
fr. 17 45 D 8 (290, 3)
fr. 17* 46 Dil (291,19)
fr. 19 p. 278 46 D 4 (283,36)
fr. 20 45 D 8 (290, 14)
fr. 21 p. 279 46 D 11 (291, 19)
fr. 25 p. 280 47 A 3 (323, 40)
fr. 33 p. 282 74 B 6 (538, 4)
fr. 38 26 A 1 (223, 16)
fr. 62 p. 285 73 A 1 (619, 16)
fr. 77 p. 288 8, 12 (31, 26)
fr. 80 p. 289 13 A 10 (88, 41)
fr. 81 45 B 2 (270, 10)
fr. 83 p. 290 41,2(267,6)
66 A 1 (361, 29)
Nicht b. Müller verzeichnete Fr.:
4, 11 (25, 24) 45 D 1 (282, 44)
46 D 7 (287, 1)
Aeius Didymus b. Stob. ecl. eth. 11 1, 18
(p. 6,14W.) IIA 24 (36, 12)
— b. Eus. P. E.
XV 20 (D. 471, 1) 12 B 12 (64, 8)
Armenidas Histor. 18 B 23. 24 (126,26)
Abnobius IV 29 S. 693 (zu 223, 43)
Arrianus Anub.
IV9,7 69 A6 (456,39)
IV 10, 5 69 A 6 (466,6)
rV 11 69 A 6 (466, 16)
Artemidorvs Onirocrit.
1 14 p. 109, 10 H. 80 B 78 (603, 23)
— dialecticus ^v tuii TTpö? Xpi3o»rrTov
74 A 1 (626, 11)
Abpasiüs Eth. Nie. ed. Ac. Ber.
156,14 46 A 94 (311, 10)
Athanasivs Alexandr. exe. Matrit.
[fr. 142*] 76B 6» (656,19)
Athenaeüs Deipnos.
I ö E 21 A 11 (154, 44)
I 28 D 81 B 2 (613, 25)
n 46 E 55 A 29 (356, 36)
n64E IIB 22 (60,6)
n 67 D 46 B 22 (322, 19)
n 69 E 44 3 (268, 11)
ni 102b 65 01(447,8)
IV 167 c 32 B 14 (245, 8)
IV 160 F 46 E 1 (291, 35)
IV 161 E 45 E 2 (292, 28)
IV 168 b 65B0m384,30)
IV 174 F 11 B 44 (53, 5)
IV 184 a 57 B 3 (453, 20)
IV 184 D 81 A 15 (611,27)
IV 184 E 32 A 7 (234,28)
IV 184 E 35 B (263, 18)
700
II. STELLEUREGISTEH.
Atiienael'S Deipnos.
V
V
V
V
V
V
VI
VII
VII
VIII
vni
IX
X
X
X
X
X
X
X
X
X
X
XI
XI
XI
XI
XI
XI
XI
XI
XI
XI
XI
XII
XU
XII
XII
XII
XII
XII
xni
XIII
XIII
XIII
XIII
178 F
218 b
218 c
220 b
220 b
220 D
250 b
278 a.
308c
334 b
354 c
368 E
413 c
413 F
416 A
418 E
418 E
423 a
423 F
425 i>
432 D
454 F
462 c
463 E
782 a
483 b
486 E
491 CD
496 a
505 b
505 D
505 F
506f
619 b
522 a
526 a
527 a
545 a
548b
548 CD
597 D
600 E
600f
608f
610 b
12 B 13 (64, 15)
74 A 11 (529, 33)
79 A 5 580,11)
46 A22 (298,33)
77 A 4 b i564, 4)
76 A 33 (551, 26)
59 A4 (455, 3ö)
70 A 4 602, 8)
13B16 93,16)
21 B 72 (193, 20)
55 A 9 (353, 30)
11 B 6 (47, 9)
11 C 2 (53, 24)
11 B 2 (45, 13)
78 B 4 678, 7)
44 3 (268, 15)
60 B 10 (461, 11)
80 B 73 603, 9)
21B35 (186,20)
46 C 6 (281, 28)
81 B 6 (616, 6)
78 A 8 (674, 27)
11 B 1 (44, 16)
81 B 33 (623, 15)
11 B 5 (47, 6)
81B34 .623 22)
81 B 35 (624, 12)
68» B 1, 2, 3 (499, 17)
81 B 17 ^618, 11)
19 A 14 (129, 23)
76 A 7 (647, 6)
18 A 6 (106, 46)
19 All (128,43)
74 A 11 (530, 11)
79 A 13 (682, 26)
36 A 8 (252,24)
666 ad 32, 42
11 B 3 (46, 16)
81 B 31 (622, 25 Aam.
36 A 9 (252, 30)
69 A 9 (456, 40)
76 All (617,30)
67 A 2 (483, 3J
81 Bl (613,11)
36 B (263, 21)
79 B 4 (684, 4)
12B40 (68,8)
XIII 610 B 26 B 3 (226, 18)
XIV 614 A 10, 3 (33, 30)
XIV 620 D 21 A 12 (166,1)
XIV 624 A 41, 4 (267, 15)
XIV 629 A S. 694 (zu 229, 28)
XIV 629 D 81 B 36 (624, 26)
XIV 632 CD 11 A27 (36,28)
XIV 648 D 13 A 10 (88, 38)
13 B 68 (99, 7)
XIV 650 E 80 B 118 (606, 30)
XIV 663 a exe. 81 B 31 ^622, 25)
XV 666 B 81 B 2 (613. 27)
XV 673 EF 80 A4 (690,9)
AxHENAEts mech. ed. Wescber
4 69 B 1 (457, 40)
Athenagoras ed. Schwartz
5 p. 6, 16 34, 4 (250, 12)
6 p. 6, 13 32 B 16 (246, 19)
18 66 B 13 (477, 23)
Athenodorüs (Stoicus?) kv rm TTepi
anovbfic, KCl uai&iäq 36 A 8 (262, 24)
— €v rj TTepiirdriuv 55 A 1 (362, 3)
Augustinus de civ. dei
VIII 2
AviENUS Arat.
1366
2, 17 (16, 18)
3 A 10 (19, 23)
47 A 10 (324, 46)
61 A 8 (329, 38)
70 B 4 (602, 27 Anm.
Bacchius (comment. Hippocr.) 11 B 45
(63, 12)
Bacchylides ed. Blass
fr. 40 11 B 44 (53, 8)
[BoETHius] ars geom. ed. Friedl.
393, 7 35 A 26 (257, 34)
408,14 35 A 26 (257,36)
412,20
413, 22
426, 23
BoETSics inst
II 19
III 6 p. 276, 16
III 8 p. 278, 11
III 11
V 17 ff.
36 A 26 (267, 36) •
36 A 26 (257, 36)
36A26 (267,36)
mus. ed. Friedl.
8, 14 (31, 43)
32A26 (238,24)
32 B 6 (242, 4)
35 A 19 (266, 24)
36 A 16 (266, 7)
II STEII.ENREGISTEB.
701
Oaeliüs Avheliahus ed Sichard
morb. chron.
16 21 A 98 (172, 47)
IV 1 56 B 300, 10 (442, 6)
IV 9 18 B 18 (124, 20)
— morb. acut.
II 8, 6 (30, 34)
n 37 65 A 28 (356,31)
III 14-16 55 B 300, 10 (442, 5)
Oallimachüs ed. "Wilamowitz
epigr. 2 12 A 1 (56, 36)
7, 3. 4 21 B 142 (216, 1)
27 68» A 2 (499, 8)
— hymn. 1, 8 68 B 1 (494, 7)
— fragm. ed. 0. Schneider II
fr. 83» 1 AI (3,34)
45 B 3 (270, 22)
fr. 83b 26 A 2 (221, 16)
fr. 94 1 A 1 ,3, 14)
fr. 96 1 A 1 (4, 22. 27)
fr. lOOd 14 18 A 1 (106, 12)
15 25 AI (230,31)
22 77 A 10 (564, 31)
29 56 A 32 (367, 6)
66 A 32 (384, 20)
fr. 128 4,9(26,1)
21 B 141 (214, 29)
fehlt 1 A 1 (4, 26)
Catalogve of greek coims
of lonia n. 101. 125
t. Vn 4, 9 46 A 27 (299, 6)
Oedrenvs ed. Bekk.
I 166, 18 46 A 10 (296, 11)
Celsus ed. Daremb.
I prooem. p. 2, 11 66B 300,10 (441,42)
116 66 A/ 60 (382,31)
Censorimtjs de die natali
4, 3 36» 2 (264, 19)
4,7 2,30(17,20)
4, 7 21 A 72 (166, 10)
4,7,« 18A61 (112,36)
4, 9 66 A 139 (379, 28)
6, 2 18 A 63 (113, 3)
6,2 26 AI (223, 16)
6, 2 26 A 12 (224, 35)
6.2 46 A 107 (312,25)
6,2.3 14 A 13 (102, 33)
6.3 65 A 141 (379, 39)
6.4
älA81 (167,12)
»,4
26A13 (824,42)
6,4
61 A 27 (332, 84)
6,1
21 A 84 (167, 44)
6,1
26 A 15 (225, 1)
6,1
46 A 108 (312,27)
6,1
61 A 27 (332, 35)
6,1
65 A 145 (380, 12)
6,2
46 A 109 (312, 29)
6,3
26 A 17 (225, 16)
6,3
46 A 110 (312, 31)
6,3
61 A 26 (332, 30)
6,4
14A14 (102,45)
6.4
26 A 14 (224, 45)
6,4
46 A 111 (312, 33)
6.6
18 A 64 (113, 10)
66 A 143 (379, 46)
6,6
21 A 81 (167, 12)
6.8
18 A 54 (113, 8)
46 A 111 (312, 34)
6,9
26 A 18 (225, 19)
6, 9. 10
21 A 81 (167, 19)
7.2
26 A 16 (225, 5)
7,6
21 A 83 (167, 41)
7,6
13 B 59 (99, 10)
9,2
26A16 (225,3)
51 A 26 [332, 32)
15,3
11 A 7 (35, 1)
66 A 6 (353, 19)
76 A 13 (648, 12)
17,2
12 A 19 (61, 1)
18,6
70 B 4 (602, 24)
18,8
82 A 22 (238, 1)
65 B 12 (390, 19)
18, 10. 11
12 A 13 (69, 14)
19,2
29,8 (230,26)
32 A 22 (238. 2)
Chalcidius in Timaeum ed. Wrobel
c. 237 p. 272
12 A 16 (60, 36)
c. 237 p. 279
14A10 (101,39)
c. 261p. 284, 10 12A20 (61,7)
Ohamaeleon b. Athenaeus
IV 1841
81 A16 (611,27)
xmeooF
35 B (263,21)
XIV 624 a
41, 14 (267. 16)
Oharondas 68 B 3 (495, 6)
Chronicon Henzenian. {Inacr. Sic. ei It.
n. 1297,30)
18 All (107,34;
702
II. STELLENREÖISTER,
Cheonicon PASCHALE ed. Dind.
116,138
77 B 6 (671, 21)
214, 20
1 A 18 (8, 12)
I 24, 63
74A23 (633,27)
317,5
55 A 4 (353, 15)
124,66
64 A 11 (345, 30)
Ohrysippüs Stoicus b. Philod. d. piet.
1 26, 78
65A51 (362,1)
p.80
67 B 14 (486, 32)
62 A 5 (468, 7)
— b. Plut. Mor.
133,93
62 A 6 (463, 11)
p. 1079 E
55 B 156 (412, 20)
1 37, 116
77 B 6 (671, 18)
p. 1083 a
13 B 2 (90, 10)
138,107
6 (28, 12)
Cicero Acad. pr.
143,120
65 A 74 (366, 14)
n 10, 32
55 B 117 (407, 5)
m 16, 42
66 B 299« (439, 25)
nie, 51
13 B 47 (97, 3)
Cic. de divin.
n 17, 65
66A81 (366,16)
13,5
11 A 62 (44, 7)
n 23, 73
56 B 165 (415, 13)
56 A 138 (379,22)
57 B 1 (453, 3)
120,39
80 B 79 (603, 27)
n 23, 74
IIA 25 (36,16)
r.S8,80
65 B 17 (393, 24)
n 31, 100
46A97 (311,24)
I 49, 112
1A5 (7,34)
n 37, 118
2, 13 (14, 24)
I 50, 112
2, 5a (12, 32)
3A9 (19,16)
71 A 6 (506, 24)
11 A4 (34,39)
1 51, 116
80 B 79 (604, 1)
IIA 34 (41,42)
1 67, 131
55 A 138 (379,24)
18A35 (111,1)
n 13,30
55 A 138 (379, 27)
20 A 9 (142,5)
n26,57
55 A 158 (382, 20)
46A49 (304,27)
n 58, 120
55 A 137 (379,19)
54 A 8 (345,10)
n 64, 133
55 A 34 (358, 25)
54 All (345,29)
1170,144
80 B 80 (604, 4)
n 37, 121
ÖÖA80 (366,13)
— de fato
n 39, 122 f.
IIA 47 (43,36)
17,39
55 A 66 (364, 10)
n 39, 123
37, 1 (265, 20)
20,46
55A47 (361,9)
— Acad. post.
— de fin.
1 12, 44
46A9Ö (311,16)
16,17
55 A 56 (362, 24)
— Brutus
16,20
55 A 87 (366, 36)
12,46
74 B 6 (538, 11)
ni 23, 73
73*2 (520i5Anm.)
12,47
76A25 (550,19)
V 8, 23
55 A 169 (384, 4)
— Cato
V19,50
55 A 13 (354, 4)
5,13
76A12 (548,3)
7 29,87
40,4(266,37)
12, 39 ff.
35 A 9 (252,39)
55 A 15 (354, 22)
[Cic] Conviv. 73
a3 (520,8Amn.)
V 29, 87. 88
55 A 169 (384, 6)
Cio. d. deor. nat.
— d. inv. 6, 2
76 A 26 (550, 26)
1 10, 15
1 A 23 (10, 42)
— orator
110,25
2,17 (15,27)
12,39
76 A 30 (551, 12)
110,26
3 A 10 (19, 19)
13,40
78 A 12 (575, 19)
1 11, 26
46 A 48 (304, 18)
20,67
.56A34 (368,20)
111,27
14 A 12 (102, 27)
49,165
76 A 31 (551, 16)
111,28
11 A 34 (41, 43)
52, 175. 176 76 A 32 (551,18)
1 12, 28
18A37 (111,16)
— • de oratore
112,29
74 A 23 (533, 31)
111,49
65 A 34 (858, 18)
51 A 8 (929,34)
1 60, 217
21 A 23 (167, 39)
55 A 74 (366, 9)
n23,93
81A17 (612,3)
IL STELLENHEGISTER.
703
n 46, 194
n 58, 236
III 32, 128
55 B 17 (393, 21)
55 A 21 (355, 24)
77 li 3 570, 34)
78 A 9 (575, 6)
76 A 7 (647, 6)
32 A 3 (234, 5)
35 A 6 (262, 6)
21 B 136 (213, 5)
S. 670 (zu 93, 7)
71 A 5 (506,23)
55 A 160 (382, 25)
46 A34>^ (300,10)
35 A 7 (252, 22)
55 B 116 (406, 23)
55 A 22 355, 33)
55 A 118 (371, 26)
III 32, 129
ni 34, 139
Cic. de rep.
1 10, 16
11111,19
— TUBO.
18,15
116,38
I 34, 82
I 43, 104
IV 36, 78
V 36, 104
V 39, 114
— epist. ad fara.
XV 16, 1
— ad Qu. fr.
n 9, 3 21 A 27 (158, 1)
m 1, 23 13 B 21 :94, 3)
Claudianus Mameetincs de anima (ed.
Engelbr.)
II 3 p. 105, 5 32 B 22 (248, 14)
II 7 p. 121, 14 8, 10 (31, 6)
II 7 p. 120, 12 32 B 22 (248, 20)
n 7 p. 121, 14 26 B 4 (226, 22)
n 7 p. 121, ö f. 35 B (264, 13)
Cleanthes fr. 537, 3—9 Arnim b. Stob.
1 12 p. 25 W. 12 C 4 (86, 27)
— TTpö^ AiiJiÖKpiTov
b. Diog. VII 174 55 A (do8, 38)
Clearchus Solenflis (Müller fhg II)
fr. 2 p. 303 32 B 15 f246, 36)
fr. 14 p, 308 59 A 9 (456,40)
fr. 15 p. 308 76 All (547,31)
fr. 28 p. 313 60 B 6 (469,37)
fr. 44« p. 317 1 AI (4,43)
Cleobultnt: [Anth. lyr. ed. Crusius)
fr. 2 83,3(642,8)
Cleonides is. härm. (Mus. scr. ed. Jan)
12 p. 202, 9 25 B 5 (223, 1)
Clehens paedagog. ed. Stählia
l 6 ;I 93, 15) 65 B 31 (397, 23)
I 6, 48 (1 119, 2] 51 A*24 (332. 23)
n 94 (1 214, 91 55 B 32 '397, 26)
II 99 (I 216, 28>. 12 B 16 (65, 4)
Diels, FragiB.d. Vonokr. TIT.
Clemens Protr. (Stählm)
2, 1 7 (p. 14. 11 ! 66 A 1 (469, 16 Anm.)
2, 22 (1 16, 24' 12 B 14 (64, 18
2, 24 (1 18, 7) 26 A 8 (223, 42j
2, 26 1 19, 25; 68 A 7 (493, 12)
2, 27 (I 20, 13 21 B 145 (216, 18)
2, 34 (I 26, 6] 12 B 16 (64, 23)
2, 56 (1 43, 1) 26 B 2 (226. 11)
5,64(1 49, 2ff.j 8,8(31,1)
18A33 (110,31)
6,66(160,15) 47 All (326,4)
64 A 12 (346, 37)
57 A 3 (461, 10!
14 A 12 (102, 29)
68 ;1 52, 16) 65 B 30 (397, 17)
92, 4 (1 68, 7; 55 B 147 (411, 1)
— Strom. (Stählin)
I 22 (II 14, 25) 55 B 160 (411, 26)
I 36 (II 23, 22) 69 B 1 (467, 34)
. I 61 (II 33, 18) 76 B 8 (668, 7)
1 59 (H 37, 21) 68 B 1 (493, 31)
1 61 (n 39, 8) 73» 3 (520, 8 Anm.)
I 62 (H 39, 17) 4, 8 ;24, 5)
163 (n40,2i 46 A 7 (295,48)
I 64 (n 40. 20) IIA 8 (36.2)
I 64 (U 40, 24) 54 A 4 (343,36)
164 (1141,1) 57 AI (460,34)
58, 1 (454, 2)
165(1141,9) 1A6(7,25)
166 (n41,19) 12 A3 (57,5)
I 69 (K 43, 13) 55 B 299 (439, 7)
I 78 (II 50, 26} 46 A 36 (300,20)
I 78 [TL 51, 1) 14 A 2 (100,27)
1 102 (H 66,5) 73 B 20 (616, 3)
1131(1181,11) 6(28,13)
7,4 (29,13)
25 B 2 (222, 6)
66Bll(476,9Anm.)
66 Alb (470,15)
n 8 (H 117, 1) 12 B 17 (65, 7)
n 17 (H 120, 1) 46 A 57 (306, 8)
II 17 (n 121,24) 12 B 18 (65, 10)
n 24 (n 126, 6) 12 B 19 (66, 12)
II 129 (II 183,20) 54 A 37 (349,22)
n 130 (II 184,6) 12 A 21 (61, 14)
46 A29 (299,12)
n 130 (n 184,10) 56 B 4 (386, 21)
n 130 [11 184, 14) 61, 1 (462, 24)
24
704
II. STELLENREGISTER.
Clemens Strom. (Stahlin)
n t3a;ll 184,14 eo A 4 (468, 31)
62 B 3 (465,40)
63,2 (466,4)
n 138 i.n 189,15) 55 A 170 (384,16)
ni 14 (II 201 . 23) 12 B 20 (65, 11)
m 14 (II 201,25) 21 B 118 (208, 4)
III 14 (H 201, 29) 21 B 125 (209, 27)
ni 14 (n 202, 1) 21 B 124 (209, 22)
ni 17 (II 203,11) 32 B 14 (244, 20)
in 21 (n 305,7) 12 B 21 '65, 18)
IV 4 (II 249, 23) 12 B 22 (65, 21^
IV 10 (II 252, 25) 12 B 23 (66. 1 ; 662)
IV 12 (II 254,8) 21 B 119 (208. 1 2)
rV 16 (U 255, 30) 1 2 B 24 (66, 3)
IV 45 (II 268, 20) 13 B 10 ^93, 4)
IV 50 (II 271, 3) 12 B 25 (66, 5)
IV 57 (U 274, 1) 19 A 8 (128, 13)
IV 57 (H 274, 13) 59 A 13 457, 14)
IV 143 (II 310,21) 12 B 26 (66, 7)
IV 146(11312,15) 12B27 (60.11)
IV 150 (11314,25; 21 B 146 (215, 23)
IV 151 (IT 314. 12) 55 B 33 (398, 3)
IV 170 (II 322,22) 13 B 22 (94, 5)
V 9 (II .331. 14) 21 B 114 (206, 1)
V 9 (II 331,20) 12 B 28 (66,13; 662)
V 15 (11 336,22) 21 B 17 ( 177, 24)
V 15 (n 335,25) 18 B 2 (116,1)
V 18 (n 338,1) 21 B 5 (175,1.
V 29 (II 344,19) 33,1 (249.13)
V 35 ;n 349,18) 81 B 18 (618, 18)
V 48 (n 358, 12) 12 C 3, 1 (86, 18)
V 48 (II 358,20) 21 B 38 (186, 19)
V 49 (II 360, 10) 66 B 22 (482, 8)
V 68 (II 364, 24) 34, 5 (250, 20)
V58(U3<54,27) 8,4(30,18)
V 60 (H 366, 39) 1 2 B 29 (66,16 ; 662)
V 82 (n 420, 28) 21 B 133 (212, 8)
V 88 (n 383. 25) 55 A 79 (366, 8)
V 101 ill 393,10) J3 B 23 (94, 8)
V 103 (II 394,21) 55 B 30 (397, 17)
V 105 'U 396, 6: 1 2 B 30 (66, 19)
V 106 (II 396, 13) 12 B 31 (67, 1^
V 109 (II 399,16) 11 B 23 (50, 13)
V HO [U 399,19) 11 B 14 (49, 1)
V 110 (H 400,1) HB 15 (49, 4)
V 113 (II 402,8) 18 B 8 ai8,12;
V 115 ;n 402,20; 60 B 15 (462, 10)
V 115 {II 403, 1 4) 81 B 19 (619, 5)
V 116 (H 404, 1) 12 B 32 (67, 11)
12 B 33 (67, 13)
12B34 (67,14)
V 119 (U 405, 13) 13 B 66. 57 (98, 15)
V 122 (n 409, 8) 21 B 147 (215, 29)
V 139 (H 419,12) 18 B 10 (122, 13)
V 140 (0420,28) 21 B 182 (212, 5)
V 141 (II 421,4) 18 B 36 (67, 16)
VI 5 (n 424,26) 67 B 4. 6 (484, 27)
VI 9 (II 428, 12i 81 B 32 (623, 7)
VI 9 (II 428, 19) 71 B 2 (507, 25)
VI 12 (H 432, 11) 13 B 24 (94, 11)
VI 15 (U 434, 19) 66 A 13 (472, 18)
79 B 6 (584, 14)
VI 16 (II 436, 9) 14 B 5 (104, 14)
VI 16 (n 436, 16; 78 B 2 (677, 27)
VI 17 (H 435,21) 66 A 1 (469,9 Anm.)
VI 17 (II 436,25} 12 B 36 (67, 18)
VI 19 (n 438, 9) 80 B 66 (602, 26)
VI 20 (U 438, 14) 78 A 4 (574,16Anm.)
VI 21 (II 439, 22) 13 B 25 (94, 13)
VI 23 (II 440, 12) 18 B 5 (117, 1)
VI 25 (II 442, 3) 67 B 6 (485, 8)
VI 26 (U 442, 16) 67 B 7 (486, 11)
VI 26 n 443, 2) 73 A 4 (612, 14)
VI 26 (II 443, 4) 76 A 34 (551, 29)
VI 30 (II 445,11) 21 A 14 (155, 14)
21 B 111 (204, 10)
21 B 111 (204, 14)
21 B 112 (205,4)
VI 32 (H 446, 28) 55 A 18 (354. 44)
VI 53 (II 459,4) 71 B 2 (607, 28)
VI 65 (U 464, 14) 74 A 20 (532, 18)
VI 168 (II 518, 20) 55 B 18 (394, 1)
VII 22 (p. 841 Pot.) 11 B 16 (49, 10; 659)
VII 24 (p. 842 P.) 80 A 8 (591, 3)
VII 27 (p. 844 P.) 13 B 26 (94, 15)
Clodics Calend.in Lyd.d.08t.ed."Wach8m.2
p. 157, 18 65 B 14, 6 (391, 40)
Codices: AugieDsis lat. 120 8. XI
f. 187 V 55 B 261' (396^6)
— Laur. gr. 85, 19 S. 707 (zu 322, 10)
— Monacensis 490 8. XV
f. 483» 46 A 40 (300,34)
— Mutinensis 11 s. XV (Catal. codd-
astrol. graec. IV 32)
f.88v 12 B 139 (81,8)
II. STBLLBNREGISTER.
705
Codices: Parisinua gr. 1630 a. XIV
f. 191r 12 8138(81,5)
55 B 806 (447,5)
2426 gr. 8. XV
f. 16» 74B12(540,löAnm.)
— Sangalle&sis 44 s. IX
f. 220 5öB26»> (396,6)
— Taurinensia C VI 21 (b VI 18) a.XVI
74B12 (540,15Anm.)
— Vatjcanus gr. 299 (Kohde EX. Sehr.
1383)
f. 304 ff. 65 B 300, 11 (442, 16)
gr. 1056 f. 242 r 5ö B 306 (446, 44)
gr. 2304 f. 6' 55 B 26b (396, 3)
— Venetus Marcianug 229 (Berthelot
Aloh. I 49) 55 B 300, 18 (444, 38)
C0LUMELI.A de r. rust.
Ipraef.32 55 B 26 ' (396, 16)
II 13 A 9 f88, 34)
11,7 35 B (264, 3)
n 2, 13 S. 693 (zu 229, 15)
m 12, 5 55 B 27 (396, 20)
VI 28 55 B 300, 8 (441, 31)
VII 3, 6 13 B 60 (99, 12)
VII 5, 17 66 B 300, 3 (440, 19)
Vin 4 12 B 37 (68, 1)
Vm 8, 6 66 B 300, 8 (441, 31)
1X14,6 55 B 300, 8 (441,32)
XI 3, 2 56 B 28 (396, 24)
XI 3,53 55 B 300, 3 (440, 26)
XI 3,61 55 B 300, 3 (440, 28)
XI 3, 64 55 B 300, 3 (440, 30)
XI 64 56 B 300, 8 (441,32)
CoNON (Phot. BibL 126 p. 135«» 19 B)
28 81 B 11 (616, 23)
COENELIUS NEPOS 8. NePOS.
CoBNUTVs theoL
14 13 B 27. 28 (94, 17)
17 21 B 123 (209, 13)
Corpus gnomologicum Parisinum Pro^
£uiam (Cod. Paris, gr. 1168)
163—204 55 B 302 (445, 25)
493 55 B 302 (446, 18)
563 55 B 302 (446, 18)
688 55 B 302 (446, 18)
591 55 B 302 (446, 19)
595 55 B 302 (446, 19)
691 55 B 302 (446, 19)
7K) 56 B 302 (446, 20)
711 55 B 302 (446, 21)
745-752 55 B 302 (446, 21)
875 55 B 302 (446, 19)
Grates Bf^pet; [Com. att. ed. Kock I)
fr. 17 (p. 135) 21 B 141 (214, 29)
Cratinus aea. [Com. att. ed. Kock I)
fr. 155 26 A 2 (223,24)
fr. 178 78 A 4 {574, 16 Anm.)
— iun. [C. a. ed. K. 11 291)
fr. 7 45 E 3 v292, 39)
Croton ^v Tiiii KorraKoXuiLißiiTf^i 11 A 1
(66,3)
CüBTius vm 6, 8 69 A 6 (466, 21)
Cyrillüs c. Jul. ed. Spanh.
1 12 1 A 7 (8, 1)
II2b 46 A4 (296,25)
1 13 55 A 4 (353, 9)
I13b 1A5(7,32)
VI 186 D 47 A3 (323,34)
vgl. 1A7 (8,6)
Daimachus (Müller fhg 11)
fr. 5 p. 441 46 A 12 (2%, 40)
fr. 6 p. 442 1 AI (4,42)
Damascius de princ. ed. £uelle
60(1101,3) 32 B 2 (240,8)
123 (I 316, 18) 66 B 12 (476, 27)
123 (I 317, 15) 66 B 13 (477, 3)
124 (I 319, 8) 66 B 12 (476, 11)
124 (I 320, 10) 73 B 1 (512, 22)
124 (I 320, 17) 68 B 5 (495, 13)
124b (1321) 71 A 8 (606,28)
261 (n 127, 7) 32 A 14 (236, 40)
282 {II 154, 17) 56 B 299« (439, 26)
306 (172, 20) 35 A 13 (253,36)
Damastes Sigeensis (MuUer fhg II)
p. 64 65 B 15 (393, 5)
fr. 10 p. 66 76 B 26 (661,30)
Damianus opt. ed. R Schoene (B. 1897)
p. 28, 10 ff. 55 BIO'' (393,15)
Dämon Cyrenaeus TTcpi tOüv q>iAooöq>wv
Müller FHG IV 277 73» 1 (518, 11)
Damoxenus luvTpoqpoi {Com. att. ed.
Kock ni)
fr. 2 p. 348 56 C 1 (447, 8)
David Prol. (ed. Ac. Ber.)
p. 38,14 55 B 34 (398,8)
24»
706
II. STELLENREGISTER.
DEI (Sentenzen des Demokrit, Epiktet
und Isokrates ed. Wachsmuth Stud.
». d. Florü.)
9 55 B 112 (406, 8)
78 65 B 302 (445,39)
87 55 B 302 (445, 42)
165 55 B 302 (445, 34)
189 65 ,B 302 (446,24)
190 55 B 302 (446, 26)
191 55 B 302 (446, 25)
193 55 B 302 (446,23)
194 55 B 302 (446, 23)
200 55 B 302 (446, 25)
216 55 B 302 (446,21)
Dbmetbius Byz. (Müller fhg 11)
p.624*a 45 0 6(281,27)
p. 624* b 76 A 11 (547, 35)
— Chlorus 44, 5 ^268, 22)
DEMETKiUd Lacon de poem. B 20 (Voll.
herc.2)
V 16 fr. 28, 4 55 B 298» (438, 19)
Vn 36 S. 688 (zu 200, 16)
— Magnesius 1 A 1 (6, 21) 8, 1 (29, 26)
12 A 1 (56, 13) 19 A 1 (126, 28)
32 A 1 (233, 41) 65 A 1 (350, 24)
65 A 1 {360, 30i 55 A 1 (351, 26)
68 AI (490, 16j
— Phalereus q. f. uepi ^pjiriveCa^
c. 192 12 A 4 (67, 43)
— - 'Apx<5vTUJv dvorfpaq«^ (Müller fhg II)
fr. 1 p. 362 1 A 1 (3, 8)
fr. 2 p. 362 46 AI (293,36;
— ZwKpdrou^ dnoXoxfa
fehlt Müll, n 366 12 A 1 (56, 16)
51 A 1 (328, 22)
, 55A1 (301,6)
— nep» T*^pu»? 11 A 1 (34, 28)
46 A 1 (294, 41)
— TiXrv eirrä oo<piliv äno(pQe(fxaxa
b. Stob, m 1,172 73a 3 (520-524)
— Scepsius b. Harpocr. 'Iujv 26 A 1
(220,23)
— Trozenius (Müller fhg IV)
p.383 21 AI (153,24)
Democlides (Müller fhg ü)
fr. 2 p. 21 11 B 44 (63, 10)
Deuosthenes
18,129 66 A 16 (473,22)
18,259 66 A 16 (473,22)
49,23 27,4(228,1)
[Demosth.]
26, 11 66 B 14 (478, 11)
68, 67 81 A 6 (610, 8)
Debcvllides b. Theon. astr. ed. Hiller
p. 198, 14 1 A 17 (9, 38)
[DiAGoaAs] OpuTioi XoTOj 55 B 299«
(439, 24)
DiDYMUS Alexandr. ed. M. Schmidt
p. 84 fr. 2 73 B 21 (516, lO)
p. 310 fr. 26 80 A 2 (587, 21)
p. 372 fr. 4 73» 3 (530, 8 Anm.)
— Heraclidis f. (?) (vgl. Schmidt a. O.
p. 380) 35 A 77 (255, 39)
— aucior Geoponicorum
n35,8 21 B 141 (^14, 27)
Dicaearchus (Müller fhg II]
fr. 28 p. 243 73» 1 (518, 14; 519,6)
fr. 31p. 245 4,16 27,12;
fr. 47 p. 249 21 A 12 (156, 2)
8. Reg. U
DiNON b. Müller fhg II
fr. 6 p. 90 74 A 1 (525, 13.
627, 21 Anm,)
Dio Chbysostomüs ed. Arnim
12,33 66 AI (469, 19 Anm.)
12, 71 S. 665 (zu 76, 18)
21,3 81 B 48 (627, 18)
36. 1 55 B 21 (394, 14)
64.2 65 A 16 (354,22)
[DioJ Corinth.
37,28 76 A 7 i547,6)
37, 45 59 A 13 (457, 16)
DioCLES medicus (Wellmann Fr. d. Ärxte)
fr. 176 (1 199; 21 A 83 (167, 37)
DiODOEDS
17,7 46 A 62 (306,36)
1 11. 1 60 B 7 (460, 13)
1 11, 5—6 60 B 7 (460, 16)
112,1—6 60 B 7 (460,28)
1 12. 2 60 B (461, 44)
112,7.9 60B7 (460,35)
113,1—4 60 B 7 (460,39;
116,7 60 B (461,44)
1 41. 1 (D. 228) 29, 11 (230, 46)
1 46. 2 60 B 10 (461, 14)
I 46, 8 60 B 12 (461, 30)
II. STELLENREÖISTER.
707
I 47-49
60B12 (461,34)
123
12B38 (68,4)
I 70, 11
60 Ell (461,29)
124
79 B 7 (584,24)
1 98, 2
29,7 (280,16)
140-42
73» 1 (518,10)
II 47, 1-7
60 B 5 (459, 17)
141
81 B 7 (616,9)
IV 85, 4
68* B 8 (601, 11)
1 41. 42
73 AI (612,3)
V64,4
66A16 (473,12)
142
13A68 (88, 2D
V80
68 B 20 (497, 13}
71 A 2» (605,10)
VI4
68 B 25 (498, 22)
164
68 A 2 (491,16)
71 B 4 (509, 8)
188
12B39 (68,6)
X3,4
71 A4 (605,13)
1109 ff.
68 AI (489,3)
X4,l
41,3 (267,9)
IUI
11 B 20 (49, 23)
X4,3
42 (267,26)
1 116 ff.
71 A 1 (503,4)
X6,l
45 Dl (282,46)
1118
4,8(24,11)
X6,4
45 B 3 (270, 22)
1119
71 Bl (607,19)
X7,4
8. 703 (zu 285, 17)
71B12 (510.13)
X9,5
46 D 8 (290,1)
1 119 f.
26 B 4 (222,21)
XU, 2
34,1 (260,3)
ni-2
2,1(11,37)
X18,2
19 A 6 (127,37)
n2
46 0 6 (281,23)
XII 9, 2—6
4,14 (25,42)
n3
3 AI (17,36)
XII 10, 1
4, 14 (26, 13)
18 A3 (106,22)
XII 39
46A17 (297,36)
n6-i5
46 AI (293,16)
xn4i,i
46A17 (297,37)
nii
48,2 (326,10)
Xn Ö3, 1-5
76 A4 (545,29)
n 16. 17
47 AI (323,9)
Xn53,2
76 B (559, 19)
n22
12 A4 (57,47)
XII 66— 77
68 B 20 (497, 18)
47 A3 (323,41)
xn7o
68 B 24 (498, 16)
n46
4,15(26,18)
xni76
27,5 (228,11)
6 (28,18)
xm83
21 B 112 (205, 4)
IIA 19 (36,1)
XIV 11, 5
55 A 6 (363, 16)
46A25 (298,43)
XL 3, 8
60 B 13 (461, 35)
80 A 5 (590,18)
DiODORCS EphesiuB TTepi 'AvaHindvöpou
ni03
31,3 (233,6)
b.Diog. Vm70 2,8(12,45)
mi
81 A 2 (608, 16)
21 AI (152,36)
m6
31,3 (233,7)
— Eretriensis
4,11 (25,24)
32 A 5 (234, 18)
DioDOTüs (Sidonius?) 12 A 1 (66, 6. 20)
33,1 (249,11)
Diogenes Lakrthts
62,3 (342,6)
pr.l
55A55 (362,21)
m9
32 A 8 (234,38)
13
67 A4 (483,22)
in9-i7
13 B 1-6 (89,5)
115
62 AI (462,32)
ni22
20B11 (149,10)
19—11
60 B 6 (469,34)
ni37
74 B 6 (538, 2)
115
64 A4 (343,37)
ni48
19A14 (129,21)
116
18A13 (107,45)
m57
74 B 5 (638, 6)
46A37 (300,24)
IV 26
73 B 3 (513, 12)
122 23
55 B 115» (406, 22)
IV 58
64,1 (466,16)
122-44
1 A 1 (3,3)
V25
14 A3 (101,4)
123
IBl (11,3)
19 A vor 21 (130,
1 B 3 (11, 24)
20 A 5 (136,26)
11 B 19 (49, 19)
35A13 (253,34)
708
II. STBLLBNBEGISTER.
OOBKBS LäEKTIUS
Tm64
21 B 129 (211, 12)
V25
36,2 (265,10)
vin 65
7, 3 (29, 10)
46 B (269,41)
18 A 9 (107, 24)
V26
55 A (358, 31)
32 B (239, 28)
V42
46 A (300,39)
vm66
4,5 (23,4)
47 A (324,2)
11 A 5 (34,41)
V4S
61 A (329,8)
Vin67
19 A 10 (128,26)
65 A (388,33)
vin 58
76 B (569, 19)
6öBllr (390,17)
VTn68.ö9
76 A3 (546,24)
V46
65 A 99» (368,83)
vni69
21 B 111 (204, 10)
V49
56 A (358,32)
vmeo
21 B 1 (173, 6}
V69
44,1 (238,9)
21 B 156 (218, 1)
V87
56 A (358, 33)
vin 62
21 B 112 (205, 2)
V88
19 A vor 21 (130,11)
Vin66
21 B 187 (218,8)
56 A (358, 34)
VTn70
2,8 (12.45)
VI 19
53,1 (342,22)
vin 77
21 B 117 (208, 1)
\T[81
61 A 2 (328,31)
VTTT 78
13 A3 (87,18)
VII 174
55 A (358,38)
Vm79— 83
36 AI (250,24)
Vll 178
65 A (368,39)
Vin 80. 81
35» 4 (264, 27)
vni97
S 694 (zu 229, 26)
vm82
36 B (263, 23)
Villi
4,8(24,9) - -
36 B (264, 2j
Vm 4-5
4,8(24,21)
VTTI 83
7,2(29,7)
Vlllö
46A68 (305,16)
14 AI (100,19)
vm6
12 B 129 (80, 14)
14 Bl (100,21)
vm 6. 7
4,19 (27,41)
vm84
8,1(»,22)
VTn7
8, 3 (29, 42)
Vm84.86
32 AI (283,26)
34,3 (260,10)
Vin 85
32 Bl (239,30)
vms
4,3 (22,37)
IX 1-17
12 AI (64,14)
25 B 2 i222, 5)
IXl
12 B 40 (68, 8)
vniio
46 D 8 (290, 1)
12 B 41 (68, 11)
vmu
4, 12 (26, 26)
12 B 42 (68, 13;
S. 672 (zu 106, 12)
1X2
12 B 43 (68, 15]
viniö
4,13 (26,33)
12 B 44 (68, 16;
vini7
46 C 6 (281, 29)
12 B 121 (78, 20)
VIII 20
4,9 (24,43)
1X7
123 46 (68,18)
Vm34— 36
45 C 3 (279, 31)
12 B 46 (68, 20)
vmae
11 B 7 (47, 16)
1X16
53,1 (342,24)
Vni 37.38
46 E 3 (292,39)
1X18
11 A19 (36,1)
vrrT42
7,1 (29,3)
IX 18-20
11 AI (34,3)
34,6 (250,19)
IX 18. 19
IIB 8 (48,1)
VTn43
21 B 165 (217, 26)
1X20
10,2 (33,28)
Vin 46-46
4,10 (25,18)
21 A20 (166,29)
vnr46
32 A4 (234,7)
1X21
IIA 2 (34,34)
33, 1 {249, 11)
17 (106,22)
39, 1 (266, 9)
IX 21-23
18 AI (105,26)
40, 1 (866, 27)
1X22
11 A18 (36,46)
VIII48
18A44 (111,38)
IX 24
20 AI (136,19)
Vin 51-76
21 AI (149,36)
1X86-29
19 AI (126,11)
H. STELLENREGISTER.
709
1X25
18 A 6 (107,8)
1X80-33
54 AI (342,32)
1X34
64 A4 (343,37)
IX 34. 35
46 A 6 (296,35)
65 B 5 (387, 16)
1X34—49
55 AI (350,13)
1X36
65 B 116 (406, 23)
1X38
4, 6 (23, 11)
32 A 2 (234,3)
61, 2 (462, 26)
1X40
41, 2 (267. 6)
1X41
29, 3 (230, 4)
46 A 6 (295,32)
65 B 5 (387, 11)
1X43
46 B 43 (279, 17)
1X45—49
55A33 (367,9)
IX 50-66
74 AI (625,12)
1X51
74 B 4 (637, 28)
1X57
61 AI (328,20)
51 B 1 (334, 1)
1X58
56 A 2 (460, 20)
58,1 (454, 2j
IX 68-^60
69 AI (454,7)
1X61
69 A 2 (464,35)
60 B 17 (462, 22)
1X63
69 A 2 (454,38)
1X64
62 A 2 (462,34)
1X69
60 A3 (468.29)
62 A3 (463,3)
1X72
19 B 4 (136, 5)
66 B 117 f407,I)
1X73
12 B 47 (69, 1)
1X102
62 A 3 (468,4)
X2
65A52 (362,6)
X7
62 A 9 (463,32)
X8
66 A 53 (362, 16)
X12
46 A 26 (298, 45)
X13
54 A 2 (343.28)
62 A 8 (463,29)
X14
62 AG (463.12)
62 B 463,42)
X24
56 A (368,37)
X26
56 B lO«» (389, 6)
X 88-90
64A24 (347,46)
Vgl. S. 762 Epicurus!
DiOGBNB« T, Oimoanda (ed. Heberdey
BuU.G»rr.HeU.XXI; jetzt ed.Wüliam
Teubn. Lpz. 1907)
fr. 60» Heb. 74 A 23 (688, 36)
fr. 80. 81 col. 3, 3 56 A 60 (861, 41)
DiOMEDES gramm. p. 489 K. (Com.j/r. 1
Kaibel)
p. 58, 170 13 A 3» (87, 29)
DioNTSiüS Bischof V. Alexandrien b.
Eu8. P. E.
XIV 23, 2. 3 65 A 43 (360, 28)
XIV 27, 4 55 B 118 (407, 7)
XIV 27, 6 66 B 119 (407, 16)
[DiONTSiüs] ars rhet. ed. üsen.
6 p. 26, 10 81 B 49 (627, 23)
DioNYSius Halicarn. maior
de comp. verb. 12 76 B 13 (569, U)
22 21 A 26 (157,43)
24 66 A 34 (368,26)
— Demosth. 3 78 B 1 (676, 3)
13 S. 693 (zu 229, 16)
— de imitatione ed. Usener
p. 17, 18 21 A 81 (167, 12)
— Isae. 20 78 A 13 (575,23)
81 A 18 (612, 14)
— Isoer. 1 77 A 7 (664, 16)
— Lys. 2 81 A 18 (612, 10)
3 76 A 4 (646, 14i
6 78 A 3 (674, 1)
— (idem?) kv KpiTixoT^ lAl (6,25)
— TTcpi xapaKvf\pwv 76 B 6 (657, 4)
DiONYSiDS Halle, iunior TTcpi juoufftKJ^^
36 B 2 (261,4)
DIONY8IU8 Perieg.
7 66 A 94 (367,43)
270 79 B 8 (584,26)
DioNTMüS SyracusanoB iunior TTep'i tü»v
-aoiri^i&rwv 'Emx<4pMOU 13 A 7 (88,
26) S. 668 (zu 89, 1) : s. Reg. II
DioscuRiDEs glossographus S. 671 (zu
104,3)
DiPHiLtfS iambogr. (Bergk plo 11)
p- 604 24 (220, 21)
DosuDAs (Müller fhq IV)
fr. 6 p. 400 68 B 20 (497, 17
Dromockites (?) 66 B 301 (446, 22)
Duais Samius (Müller fhg II)
fr. Ol p. 481 25 B 4 (222, 21)
fr. 52 p. 482 1 A 1 (3, 4)
fr. 56 p. 482 4, 6 (23, 16)
710
II. STELLENREGISTER.
fr. 60 p. 483 20 A 3 (136, 11)
fr. 77 p. 487 1 AI ;6,24)
Vgl. Reg. II!
'EkXoyti 'löTOpiCüv ^Cram. A. P. 11^
p. 263 (ca. Ol. 10> 1 A 8 (8, 10)
Eleysis TTepi 'AxiAX€tu(; (Müller fhg IT)
p. 336, 3 1 A 1 (4, 32)
Elias in categ. (ed. Ac. Berol.)
p. 109, 6 19 A 15 (129, 28)
Exnius Epicharmus ed. Vahlen
fr. 1-8 13 B 47~-ö4 (97, 1)
Ephorüs (Müller fho I)
fr. 24 p. 239 73 B 23 (616, 26)
fr. 65 p. 263 66 A 15 (473,12)
fr. 101 p. 262 73» 1 (618, 18; 619, 5)
fr. 117 p. 265 20 A3 (136,13)
fr. 164 p. 277 79 B 18 (585, 30;
Epicurus (J^picMrea ed. üsener)
I 55 (p. 16, 12) 56 A 43 (360, 37)
1 61 (p. 18, 151 56A61 363,31)
U 88 ff. p. 37, 7) 54 A 24 '347, 46)
II 92 (p. 39, 10; 57 A 4 (461, 17)
II 96 (p. 42, 4) 6? A4 (451,17)
III 129 (p. 63, i; 62 B 2 (464, 29)
— TTcpi qpuöcuji;
p. 362,15» 62 A 9 463,32)
— Kavi6v p. 104, 16) 65 B 10 «> (389, 6)
55 C 1 (447, 12)
62 A 6 463, 12)
— fr. 10 36 A 25 257, 25)
fr. 16 66 A V. 35 308, 27)
55 B 119 (407, 21)
fr. 114 62 A 7 (463, 22)
fr. 116 69 A 17 (467, 30)
fr. 123 64 A 2 343, 30)
62 A 8 (463, 31)
fr. 172 65 A 9 (353, 30)
74 AI (526, 16 Anm.)
fr. 173 74 B 3 537, 21)
fr. 324 S. 662 zu 68, 20)
fr. 268 64 A 13 346, 46)
fr. 294 65 A 72 ,366, 1,
fr. 308 64 A 24 (847, 21)
fr. 310 66 B 166 (415, 26)
fr. 626 66 A 170 384, 17)
Epigenes gramBiaticns 5 28,14)
26 A 1 (220, 30) 66 B 22 (482,8)
Epiqrammata 6 lapid. coli. Kaibel
876* (p. 534) 76 A 8 (647, 12)
Epiphaniüs adv. haer.
in 2, 9 (D. 590) 47 A 9 (324, 43)
64 A 33 (349, 9)
65 A 166 (383, 35)
57 A 23 (452, 32)
III 2, 9n. 17 (P. 691) 68, 2 (454, 3)
m 2, 12 (D. 590) 20 A 12 (142, 23)
Eratosthenes fragni. ap.
Clera. Str. IV 67 19 A 8 (128, 14)
Diog. 1 119 71 A 1 (604, 15)
VIII 61 21 AI (160,2)
Eutoc. in Archim. II (Heib.)
III 104, 11 30, 4 (232, 7)
in 106, 1 36 A 16 (264, 42)
m 112, 19 36 A 16 (254, 36)
lambl. in Nie. p. 161,1 S. 700 (z. 268,6)
Plotarch. M,p.718E 35A16 264, 48)
Porphyr, in PtoL 5 32 A 26 (238,21)
Strab. I p. 7 2,6 (12,39)
[EratosthenesI Catast.
1 68a B 6 (600,7)
6 (Marc. p. 5, 21 Olivieri) 68 B 25
(498, 17)
13 67 B 8 (485, 16)
27 68 B 24 (498, 7)
32 68*3 7(500,27)
Erotianus q. f lex. Hippociy ed. Klein
p. 52, 10 56 B 29 (397, 12)
p. 89, 16 60 B 14 (4frl, 46)
p. 131, 12 55 B 120 (407, 26)
Etymologicum Genüinüm 8, V.
dXom&iai
66 B 122 (407,31)
ßaXß((;
80 B 69 (602, 36)
ßfo<;
12 B 48 (69, 2)
ßpÖTttXOV
11 B 40 (52, 14)
TTlpaq
11 B 9 (48, 7)
iKavl
55 A 157 (382.15)
tpuiwtviCeiv
80 B 31 (696, 16)
6e{K£Xov
55 B 123 (408, 6)
€pCH>a
66 B 20 (481, 11 Ann».)
vevunat
56 B 129 (409, 7)
Etymologicum
Magndm B. V.
KoToi;
73 B 4 {513, 13)
Etymologicum
GcDUNCM ed. Sturz
app. p. 111,
10 21 B 51 (189,8)
II. STELLENREGISTER.
711
Etymologicum Okionis
p. 163, 6 Ö6 B 2 (386, 26)
EuANTHEs (Müller fhg III 2*) 1 A 1
(4.34)
EucLiDES Element»
1 12, 7 29, 13 (231, 12)
I 23, 9 29, 14 (231, 17)
I 32 46 ß 21 (274, 6)
1 44 45 B 20 (274, 1)
1 47 46 B 19 (273, 43)
n 14 80 B 13 ;ö94, 9)
EüDEMCs Ethic. (ed. Ac. Berol.)
A 1. 1214» 1 73» 3 (622, 6 Anm.)
A 4. 1215»» 6 46 A 30 (299, 19)
A 4. 1216» 11 46 A 30 (299, 20)
B 8. 1226» 30 32 B 16 ,246, 37)
Hl. 1236» 26 12 A 22 (61,17)
H 14. 1247 »17 30,2(231,27)
— phys. cett. ed. Spengel
fr. 7 19A16 (129,42)
19A21 (130,16)
fr. 9 20 B 6 144, 14)
fr. 10 18 B 8 (IIB, 21)
fr. 11 18 A 28 ,109,47; 110,1)
fr. 13 18 B 8 (118, 20)
fr. 21 46 A47 304,11)
fr. 22 5ÖA68 : 364, 27)
fr. 27 36 A 23 (267,9)
45 B 32 (277, 14)
fr. 30 36 A 24 257, 14)
fr. 42 19 A 24 (131,16}
fr. 61 46B34 (277,21)
60 B 6 (469,36)
fr. 62 16 ,106,17)
fr. 68 19 A 28 132, 16)
fr. 71 21 B 27 (183, 19)
46AÖ9 305,16)
fr. 83 46 B 18 (273, 38)
fr. 84 30,1 r231,22)
31,2 233.4)
fr. 86 29,14 231,20;
fr. 87 lA 20 (10,19)
fr. 88 4ÖB21 (274,6)
fr. 89 46 B 20 ,274,1)
fr. 90 36A14 253,40)
fr. 92 30,3 ,231,41)
fr. 94 lAl 3,20)
1 A5 7,26)
fr. 94 1 A17 ;9,38)
3A16 20,6)
11 B 19 49, 20)
29,7 (230,11)
fr. 95 2, 19 (15, 48)
45 B 36 (277, 46)
46A7Ö 308,4)
fr. 117 66 B 12 (476, 12)
68 B 5 (495, 13)
71 A 8 (506,28)
73 Bl ,513,1)
EüDEMüs b. Procl. p. 426, 6 Friedl.
(fehlt Spengel) 45 B 19 (273, 43)
EuDOXCS Cnidius ap.
Diog. I 29 1 AI (4,34)
Plut. p. 363 a 32 A 14 237, 7)
ßteph. 'Aßftnpa 74 A 21 (532, 26)
— rf|<; ir€p(o6o^ (Cnidii?) ap.
Porph. V. P. 7 4, 9 (24, 39)
Agathem. II 55 B 15 (393, 6)
[EüDox.] ara astronom. ed. Blass
col.22,21 66 B 14, 2 (391,4)
col.23,3 55 B 14, 2 (391,6)
EuPHORiON [AnaJ. Alex. ed. Meineke)
p. 21 74 A 1 (627, 16)
fr. 47, 3 p. 84 68 B 2 (494, 24 Anm.)
fr. 124 p. 142 74 B 6 (5.38, 2)
fr. 142 p. 149 66B24 (396,3)
EüPOLis {Com. att. ed. Kock I 297)
fr. 146 74 A 1 (526, 17)
74 All (530,6.7.14)
fr. 147 74 A 11 (630, 17)
E0RIPIOE6
Ale. 357 ff. 66 A 6 (471, 10)
903 46 A 33 (300, 5)
962 ff. 66 A 7 (471, 14)
— Androm. 470 80 B 93* (606, 18)
— Bacch.
199 ff. 74 0 4(543,16)
561 66 A 3 (470, 22)
— CJycl. 646 ff. 66 A 9 (471, 27)
— Hei. 3 46 A 91 (310, 12)
— Herc. 1341—1346 HCl (53, 17)
— Hippol. 962-964 66 A 8 (471, 23)
— Iph. A. 1211 66 A 3 (470, 22j
— Ixiou 74 A 1 ,527, 7)
— Med. o4.S 66 A 6 (471, 13)
— Oreet. 4 ff. 46 A 20» (298, 17)
712
II. STELLENREGISTER.
271 59 A 1 (454, 34)
982 ff. 46 A 20 (298, 18)
81 B 19 (619, 7)
PBOBIPIDES] Rhesus
943—947 66 A 10 (471, 30)
JBOKIPIDES Troad.
884 12 AI (60,6)
46A48 {304,1«)
884 ff. ^1.C2{341,6)
— fragm. {Tr. fragm.ed. Nauok)
fr. 198 13B4S(96,17J
fr. 228 46 Am (310,12)
fr. 282 HC 2 '^,24)
fr. 472 68 A 5 (490,27 Arm.)
fr. 484 46 A62 (305,35)
fr. 682 S. 706 (2u3l2,l3)
fr. 783 46 AI (294,13)
fr. 839 46 A 112 (312,38)
fr. 865 81 B 24 (619, 32)
fr. 910 46A30 (299,23i
fr. 936 81 B 24 (620.1)
fr. 944 48 A 201» (298,24)
fr. 964 46 A 20 b (298,24)
81B24 :;620,2)
fr. lOlS 46A48 (304,15)
fr. 1100 81 B 73 (629, 14)
Vgl. Keitias 81 B 10-26 und oben
ANON.trag, S. 743!
BusEBiüs Chronica ed. A. Schoene
0L3o 1A7(8,1)
01.49.2 1A6(7,31)
01.50 1A6(7,32)
01.55,4 3 A3 (18,6)
0Lö6u.59ff. IIA 9 (35,8)
01.70 46 A4 (295,26)
55 A4 (353,9)
01.78.3 46 All (296,29)
01.79,3 46 A 18 (297,46)
01.80 46 A4 (295,27)
46A18 (297,47)
01.81 18 All (107,30)
19 A3 (127,20)
21 A 9 (154,39)
01.84 20 AI (135,28)
74 A4 (528,13)
01.86 18 All (107,31)
21 A 10 (154,43)
01.86 55A4 (:353,11)
01.94 65 A4 (353,14)
EuesBius 0. Marceil. ed. Migne
XXIV 746 8,12(31,27)
— J'xaep. Evang.
18,6 18A22 (108,41)
110,50 71 B 4 (509,4)
1 10, 53 55 B 300, 13» (.443, 18)
X3,6 71 A« (606,6)
X3,26 74B2 (637,8)
X10,7 73 B 20 (515,7)
X14,ll 2,4(12.23)
X14,13 46 A 7 (296,47)
X14,15 21 A 8(164,36)
XIV3,7 74 B 4 (537,25)
XIV 17, 10 56 AI {460,16)
68,1 (454,2)
XIV 19,8 57 B 1. 2 (453, 7)
XIV 20,1 67 A 24 (462,35)
XIV 23, 2. 3 65 A 43 (360,28)
XIV 27, 4. 5 65 B 118. 119 (407, 7)
XV 2, 8 44, 4 (268, 17;
EcBEBlus adv. Hierocl. ed. Kayser
p. 64 (380, 8) 32 A 8 (234, 40)
EosTATHiüs in Dien. Per.
270 79 B 8 (584, 25)
— in Hotner.
r 1 p. 370, 15 65 B 19 (394, 7)
H 446 p. 690 65 A 94 (367, 42)
ß 190 p. 1441 56 B 121 (407, 29)
€ 490 p. 1547, 63 74 A 11 (530, 14)
e 376 p. 1601, 25 81 B 36 (624, 19)
M 66 p. 1713 66 B 25 (396, 6)
l 428 p. 1766 65 B 127 (409, 1)
o376 p.1784 55B24 (395,1)
EusTEATius ad Ar. Nie. (ed. Ac. Berol.)
r 7 p. 155, 10 13 B 7 92, 16
EcTOCius in Archim. sphaer. et cyl. II
ed. Heiberg
ni 98 35 A 14 (263, 39)
m 104, 11 30, 4 (232, 7)
m 106, 1 35 A 15 (254, 42)
m 112, 19 36 A 15 (254, 37)
ExcBBPTA A8TR0N. cod. Vatic. 381 (ed.
Maasa Äratea)
p. 143 46 A 87 (309, 20)
11. STELLENREGISTEB.
713
FATORmus (Malier na TH)
fr. 2 p. 5T7 11 A 1 (34, 32)
fr. 3 p.678 21 AI (10^,22;
161,32; 163,16)
fr. 14 p. 679 18 A 1 (106, 12. 16)
19 AI (127,2)
fr. 21 p. 680 74 B 6 (638,7 Anm. 4)
fr. 26 p. 681 14 B 1(100,22)
fr. 26 p.581 46 AI (294,22)
fr. 27 p. ^581 2,1(12,4)
fr. 33 p. 682 46 A 6 (296,37)
66 AI (360,19)
85 B 6 (387, 16)
fr. 36 p. ^,3 74 AI (626,29)
fr. 62 Marres 36 A 10* (263,24)
— b. Plut. Mor. 734 p 66 A 77 (366, 33)
Florileqia
Exe. Vindob. 44 80 B 64 (608, 20)
S. u. Corpus Parimndm, DEI, G»o-
MicA, Gnomolooica!
Fdloentius Mitolog.
ni4 66 B 801 (445,22)
ni 7 66 B 301 (446, 22)
Oalenus An animal eit id quod in ntero
XIX 176 Kühn 66 B 32 (397, 27)
— de antid. XIV 144 K. 66 (466,32)
[Galenus] def. med.
99 (XIX 372 K.) 21 A 77 (168,1)
439 (XIX 449 K.) 66 B 124 (408, 8)
Galenus de differentia puUuum
Vin 651 K. 66 B 126 (408, 22)
Vni 773 K. 12 B 49 (69, 4)
Vin 931 K. 66 A 46 (360, 48)
— de natur, facult.
n 107 K. 46 A 104 (312, 9)
— de nat. fac. subst.
* IV 762 K. 21 A 43 (160,39)
[Galenus i. e. Porphyriu»] ad Gaurum
ed. Kalbfl. {Äbh. Berl Ak. 1895)
p,34,26 71 B 7 (609,31)
Galenus in Hippocr. de aere aqu. loc.
ed. Chartier
VI 202, 23 46 B 20 (321, 12)
— de elem. sec. Hipp.
I417K. 66 A 49 (361,17^
I443K. 12 A 5 (58,18
I487K. 14 A 2 (100,28;
I487K. 20A4{136,22i
77 B 3 (570,81)
Galenus in Hipp. epid.
XVn A 621 K. 5ÖS 82 (397, 27)
XVn A 681 K. 80.^:29 (696, 4)
XVII A 1002 K. 18 5B17 (124, 16)
21 B.67 (192, 28)
XVII A 1006 X. 61 a 9 (339, 22)
— in Hipp, de brun.
XVI 37 E. 1B2 (11,16)
XVI 396 SL 3 A 19 (20,24)
— lexicon JOüppocr .
XlXeeX. ^A 4 (674,8)
XIX94K. 81 B 42 (626, 11)
— in Hipp, d« wA. K
XV 5 K 20A4(m,24)'
XV 25 EL 3 A 28(20,41)
IIA 36 (42, 30)
XV29K. 20 A« (141,3)
XV32K. 21 A 34 (159,32)
XV49K. 21 A 43 (160,36)
XV67K. 4,18{27,40j
— in Hippocr. de offic.
XVm B 664 K. 81 B 3S (625, 16)
XVm B 656 K. 81 B 39 (625, 20)
XVm B 666 K. 80 B 1 (691, 16)
80 B 2 (692, 13)
81B39 (625, 22j
81 B 40 (626, 2;
— de plac. Hipp, et Fiat. ed. Müller
IV p. 392f. 46 A 33 (299, 38)
V p. 426, 14 28 A 3 (228, 33)
Vp.469,2 4,18(27,36)
[GalEMüs] de hnmor.
XrX 496 K. 61 A 29» (332, 44)
Galenus de medic. empir. fr. ed. H.
Scboene {Berl. Sitx. Ber. 1901)
1269,8 66 B 126 (408,13)
— de method. medendi
XöK. 21 A3 (164,18)
X 474 K. 77 B 11 (673, 6)
[Galenus] historia philos. ed. * Dox.
3 (D.Ö99) 46 A 7 (296,2)
3 (D. 601, 9) 54 A 6 (343,38)
4 (D.602) 69 A 14 (467,22)
7 (D.e04) IIA 36 (42,1)
69A15 (457,25)
714
II. STELLENREGISTEK.
Galenus subfiguratio empir. ed. Bonnet
p.63,12 62 ß (463, 42)
— de tenoper. ed. Helmreich
19 (pr 42, 26] 28 A3 (228, 24)
[Galen üs] ad Pisonem de Theriaca
XIV 253 K. 21 A 81 (167, 11)
Galenits d. usu partium
IHöK. 46 A 102 (312,4)
III 241 K. 55 B 34 (398, 15)
— de virt. physic. ed. Helmreich
m 195 77 ß 4 (571, 1)
Gellius Noci att.
1 15, 15 13 B 29 (94, 22)
m 11 11 B 13 (48, 23)
ini7,4 32 A 8 (234.31)
• IV 11,1 f. 4,9 (24,47)
IVll,4ff. 4,9^25,3)
IV 11, 9 21 B 141 (214, 19)
rVll.lO 21 B 141 (214,21)
IV 11, 12 4,9(25,11)
IV 13, 2 55 B 300, 7 (441,9)
X12,l 55 B 300, 7 (441,4)
X12,6 56 B 300, 7 (441, 4)
- X12,8 35 A 10» (253,17)
55 B 300, 7 (441,7)
X17 55 A 23 (355,39)
XV 20 46 A 21 (298,26)
XV 20, 4 77 A 8 (564,20)
XVn21,14 21 A 9 (164,40)
XX12 5öB2«> (386,7)
[Geminus] isag. ed. Manitius
p. 218, 14 56 B 14, 3 (391,8)
p. 220, 6 65 B 14, 3 (391, 12)
p. 222, 9 55 B 14, 3 (391, 14)
p. 224, 6 55 B 14, 3 (391, 17)
p. 224, 22 55 B 14, 3 (391,18)
p. 226, 4 65 B 14, 3 (391, 20)
p. 226, 15 55 B 14, 3 (391,22)
p. 226, 23 55 B 14, 3 (391,24)
p. 228, 23 55 B 14, 3 391, 26)
p. 232, 16 56 814,3(391,28)
p. 232, 21 55 B 14, 3 (391,29)
Genethlius (richtiger als Menasder)
rhet. ed. Bursian [Abh. Bayr. Äe. 1882)
12,2 18 A 20 (108,27)
21 A23 (157,9)
15,2 18 A 20 (108.28)
21 A23 167,12)
GeOI'ONICA
n 6 66 B 300, 8 (441, 37)
Xm 66 B 300, 9 (441,38)
XV 56 B 300, 9 (441, 38.)
Georqiüs s. Pachymeres.
Glaucüs Rheginos (Müller fhg 11)
fr. lp.23 67AlM483,2Zu8.)
fr. 6 p. 24 4, 6 (23, 16;
fr. 6 p. 24 21 A 1 (160, 8)
S. Seg. II !
Gnomologi«m Monac. lat. {Caeeil.ßaU>.
ed. Wölftlin)
I 19 p. 18 12 B 130 (80, 17)
— Paribin CM (Ac. Craeov. XX 162)
n. 163 21 A 20 (166,25)
n.lö8 21 A 20 (166,27)
n. 209 12 B 131 (80, 19)
— - VaTic.743 ed.Stembach(TFw?«. I^ud.
IX~XI)
n.56 55 B 304 (446,39)
n.310 S. 660 (zu 64, 37;
n.312 12B132 f80,21)
n.313 12B 133 (80,23)
n. 314 12 B 134 (80, 24)
n. 316 12 ß 135 (80, 26)
n.420 29,4(230,6)
n.466 74 A 25 (534,16)
— YmDOB.eä.We.chmi.{F€stsckr.Karlar.
Pkil. V. 1882)
60 p. 14 80 A 9 (591, 7)
Goldplättchen V. Petelia (I. Sic. et
Ital. ed. Kaibel)
n.638 66ßl7 (480,7)
— von Rom (ed. *Philotesia f. P. Kleinert
1907 p. 46) 66 B 18 (480, 20 Amn.)
— V. Thurioi (I. Sic. et Ital. Kaib.)
n. 641. 642 66 B 18—20 (480, 20)
GoRQiAS Hei. 6 S. 689 (zu 207, 7)
Gregorits Corinth. in Hermog. ed.
Speng.
n 449,8 81 B 16 (617, 13)
— Naz, de hnm. nat.
27 S. 664 (zu 75, 7)
Griechisch - Syrische Philosophen-
sprüche übers, v. Ryssel {Rh. Mtts. 61)
n. 4. 1 1. 16 (p. 531 ) 81 B 74 629, 16)
n. 30 (p. 638; 46 B 23 (322, 22)
H.31(p.639) 20 B 12 (149, 12)
II. STELLENREGISTER.
715
11.32 (p. 639
74 B 12 IÖ40. 15
n.33(p,639)
65 B 303(446, 28)
n.34(p.ö40)
76 B 28 (562, 2;
n.42(p.542)
65 B 304 (446,39)
Harpocr.^tion 8. V.
oßio(;
80 B 43 ;597, 11)
crrei
80 B 44 (597, 14)
abir]ro<i
80 B 10 (593, 2)
ÖftmöTOTOV
80 B 24 (695, 20)
üeieöTU»
80 B 22 (595, 14)
de€(jGpTiTO(;
80 B 67 (602, 28)
ÖKOpf^
80 B 87 (604, 30)
dvaöeöSai
80 B 62 (599, 26)
AvaEoYÖpaq
46 A 2 (295,17)
dvaiTo5iZ[6)iieva
80 B 18 (596, 3)
äv&pe(a
80 B 67a (602,30)
ävi^KCI
80 B 19 (595, 6)
äonra
80 B 4 (592, 19)
otnaet^
80 B 5 (692, 21)
dtITÖKpiOK;
80 B 115 (606, 25)
avXiZ6}if\ox
80 B 68 (602, 32)
'A<pap€{j<;
79 A3 (580,6)
ßaXß(s
80 B 69 (602, 84)
ß<iaavo<;
80 B 88 (604, 32)
YpuirÄviov
80 B 30 (596, 14)
fcet'jöci?
80B11 (693,3)
ftidecöK;
80 B 14 (594, 21)
80 B 63 (602, 17)
6i(ltaTa0K
80 B 23 (695, 18)
&{vuii
80 B 25 (596, 27)
buOiivio^
80 B 89 (605, 1)
eiaq>p40€iv
80 B 90 (605, 3)
«Mßioc;
80 B 16 (694, 24)
^MßpaxeT
80B91 (606,4)
^noXXäEei^
80 B 20 (696, 9)
curiviuiTorra
80 B 70 (603, 1)
cüou^ßoXo^
80B74 (603,12)
' l^^toXtaa^ö^
80 B 75 (603, 14)
'lT^TO&<i^€la
27, 4 (228, 1)
'luiv
26 AI (220,28)
25 B 1. 2 (221, 42)
AuKioupTcU
81 B 35 (624, 14)
MaKpoK€(paXot
80B46 (698,3)
MeXfrn
67 B 9 (486, 3)
'0|üiriP^*«?
73 Ö 22 (515, 18)
dpiYvriSf^vm
80 B 21 (695, 11)
ii€(poptti»<7dai
80 B 33 i696, 23)
lKi(iTroft€<; 80 B 45 (698, 1)
Otto t^v oiKOövT€<; 80 B 47 (698, 6)
<pT}X<i»Mata 80 B 71 (603, 4)
Hecataels Milesiua (Müller fhg I)
fr. 366 p. 30 73 B 23 (515,24)
Hegesiamax gramm. 56 A32 (367,6)
Heltodorus periegeta ap. [Plut.] V. x or.
p. 838d 76 A 17 548, 26)
HELLANicts (Müller fhg I)
p. xxxnb 55B16 (393,4)
fr. 6 p. 46 76 ß 26 (661,30)
fr. 55 p. 62 73 B 22 (515, 18)
fr. 89 p.57 73B23 (515,26)
[HfiLLANicua] ap. Damasc, ed. Ruelle
Ip. 317,15 66 B 13 (477,3)
Hephaestion Enchiridion ed. Consbr.
Ip. 2,13 21 B 56 (189,28)
1 6 p. 3, 20 47 A 5'» (324,31)
2,3 p. 9, 6 81 B 4 (614, 19)
— TTcpi Toö TT. EevoqpuJVTi 'Avriqjunrroq
80 A4 (690,16)
Heraclides Lembus (Müller fhg III)
fr. 6 p. 169 21 A 1 (150, 6. 21)
fr. 7 p. 169 19 A 1 (126, 24)
fr. 9 p. 169 4,19(28,3)
Heraclides Ponticus ed. Voss
fr. 21 74 AI (525,14)
fr. 37 4, 8 (24, 22)
fr. 47 1 A 1 (3, 38)
fr. 72 21 A 1 (161, 20)
fr. 74 21 A 1 (160, 1)
fr. 75 21 A 1 (151, 24)
fr. 76 21 AI (152,17)
fr. 77 21 A 1 (161, 32. 47)
fr. 88 12 A 1 (56, 17)
(?) p. 71« 21 AI (150,15)
— Schriftenindex b. Diog.
V 87. 88 55 A vor 35 (358, 83)
S.Reg.H!
[Heraclides] PoUtiae (in Arist. fr. ed.
Rose).
32 p. 378, 5 71 A 1 (604, 8 Anm.)
Heraclitüs AUeg. Homer.
24 12 B 49 a f69, 7)
44 11 B 31 (61, 14)
Herennius Philo 60 B 16 (462, 15)
Hermarchus Epicur. 64 A 2 (343, 31)
716
II. STBLLENKEGISTER.
H£RME8IAKAX Leontiou (b. Ath. "X:ttT
597 D)
V. 16ff. 67 A 2 (483,3)
HERMIA8 irris. geatU. phUoe.
2(D.651) 26 A 10 (224,21)
7 (D. 663) 3 A 8 (19, 11)
9 (D. 663) 74 A 16 (532, 1)
10 (D. 663) 2,12(14,21)
11 (D. 563) 47 A 8 (324, 40)
12 (D. 654) 54 A 17 (346, 34)
71 A 9 (507, 4)
13 (D. 654) 55 A 44 (360,40)
— in Plat. Phaedrum ed. Couvreur
p. 239, 6 74 A 26 (535, 4 Anm.)
p.239,18flf. 78 B 6 (578, 22)
78 B 8 (578, 31)
p; 2ä0, 1 74 A 26 (535, 14 Anm.;
Hebmibpus Callimacheus (Müller fhg III)
fr.. 8 p. 37 73 A 1 (512, 4. 519, 11)
fr. 12p. 39 1 AI (6,25)
fr;. 19 p. 40 71 AI (503,19)
fe..aitp.41 4,18(27,34)
9,2 (33^9)
45 C 6 (281, 30)
fr: 25 p. 42 32 A 1 (233» 35)
fK;.a7 p.4a IIA 5 (34,41)
21 A 1 [U% 39. 150,
39. 152^29)
fr:.28p.42 12 AI (64,31}
&;29p..4a 55 AI (352,9)
fr; 30 pv 4a 19 AI (126,3^
fr. 31p, 43 46 AI (2^,41;
fr. 40 p.46 5» A 52 (362, 6)
B££MOG£N£S^ de ideis (Rbet. gr. ed.
Spwigel)
Uli, 7 ff. 80A2(587,2(^
n 11,10 81 A 1^(612, 16)
81 B 43 (626, 17)
n 449,8 81 B 16 (617, 13)
HlBODiAJvrs grammaticQS TTepi Äixpovuiv
p. 296, 6 Cram. 11 B 10 (48, 10}
p.296,9 IIB 36 (52,6)
'— Epimer. Hom. (II 224 n. Lenz.)
p. 396, 11 55 B 129» (409, 11)
— ir. KaOoX. npoo. b. Eustath. ad £ 428
(n446,9L,)
p. 1766 56 B 127 (409, 1)
Hebopianus b. Theogn. (I 355, 19 L.)
p. 79 55 B 128 (409,4)
— It. MOV. XcE. ed. Dind.
p. 6,15 71 Bl (507,21)
7, 4 71 B 9 (510, 5)
7, 8 51 B 10 (340, 6)
7, 11 11 B 42 (62, 22)
30, 30 IIB 37 (62, 7)
40, 14 81 B 41 (626, 8)
41,5 HB 38 (52,9)
— TTepi na9wv in Et. gen. s. v. vevujrai
(H 253 L.) 55 B 129 (409, 7)
— Schematismi Hom. cod. Darmstadini
in Sturzii Et. Gud.
p. 746 21 B 51 (189, 7)
Herodicus Babylonius 74 A 11 (529,
33 Anm.)
Herodords Heracleensis (Müller fhg II)
fr. 9 p. 30 68 B 2 (495, 2)
fr. 36 p. 37 68 B 12 (496, 23)
fr. 0 p. 2T 66 A 13» (472,22 m. Anm.)
Heeodotüs
I 8 S. 665 (zu 76, 18)
I 29. 73 b 1 (524,9)
I 74 1 A 1 (3, 21. 7)
IA5 (7,20)
HB 19 (49,21)
175 1A6(7,39)
194 11B4(47, 4)
1216 55A1Ö0M380,32)
I 146 1 A 4 (7, 18)
I 170 1 AI (3,4)
1 A2 (6,43).
1 A4 (7,14)
I 216 66 A 150* (380, 32)
n20 lA 16 (9,32)
II22 46 A 91 (310, 16)
n 53 66 A 5 (471, 5)
72,1 (511,2)
nSl 4,1(22,14)
66 A 6 (471,9)
n 109 2,4 (12,26)
n 123 4,1(22,8)
ni33ff. 9,1(32,42)
in26 66 A 13» (472,22)
in 125 9, 1 (32, 18)
m 129 9,1(32,21)
in 130 9,1(32,25}
II. STELLENEEÖISTEK.
717
in 131
9,1 (32,33)
III 134
9,3 (33,21)
55 B 296 (438, 10)
m 137
9, 1 (32, 43)
IV 95
4, 2 (22, 19)
73»» 1 (624,10)
VI 73
79 BIO (586,3Aiun.
vn 6
67 »20» (488,8)
Vn 29
80-B9» (606,27)
VII 35
mB^ 469,40)
Vm 96
6^B21 (488,16)
fingiertes CU. 5ßAi ,3öt\16. 711]
Herophiluis ipioAus, ßS E 1B '497, 4)
Hesiodüs rec. Ksacbk Ljme. 1902)
Theog.2a 68 B1 (494,18 Anm.)
113 73 ö 23 ^515, 24)
116 73 B 2. 3 (613, 3. 10)
116. 117. 120 20 A 5 138. 976» 16)
110. 976 h 16)
21B27 (183,17)
190 73 B 23 (515, 24)
186 (^ B 19 497, 7)
306ff. 73 B 6 513,22)
311 77 A 18 (566, 19)
337 66 B 2 (473, 2S,
66 B 12 (476, 20)
361 U.Ö. 71 Bl (509,34)
379 73 B 30 (616, 16)
623 73 B 6 (613, 24)
870 73 B 30 (616, 16)
— Opp. 40ff. 68 A 5 (492,26)
- fr. 3 73 B 33 616,31)
fr. 11 73 B 26 (516, 1)
fr. 60 80 B 47 (598, 7)
fr. 99 73 B 17 :öl4, 28 AnmJ
fr. 106 67 B 9 (486.3)
fr. 126 73 B 9 (514, 1)
fr. 126 73 BIO 514,6)
fr. 146 73 B 24 (615, 28)
fr. 147 68 B 17 (497, 3)
fr. 162 68 B 12 496,24)
fr. 168 2,30(17,31)
fr. 161 73 B 23 (615, 24)
fr. 164 67 B 7 :485, 11)
fr. 171 12 A 19 (60,44)
21 A3 (164,22)
66 B 4 ;474,3)
73 B 23 615, 24)
fr. 187 73 B 12 (514, 12)
fr. 229 67 B 19 (487, 23)
Hesychius lexic. b. v.
äßioq 80 B 43 (697,13)
'AtofilMviuv 48, 4 (326, 20)
drrivrjTa 21 B 7 (176, 11)
dMeii()iK(KTMfn 65 B 138 (409, 23)
dMeii|iipua|u€lv 65 B 136 (409, 24)
dM<pi6i^Tioi 66 B 13Q (409, 13)
ÄndTTTTOv 55 B 131 (409, 14)
doKOtXnpe? (?) 66 B 132 (409, 16)
ßaußa. 2t B 153 (216,16)
^poxmhbm ^- B 5 33 (409, 16)
ßp^Xo^ 66 B 134 (409,17)
BouJuTn? 6aA 8 (493,23)
öcSdtjjifcVÄi 66 B 135 (409, 18)
bm%<ü 56 B 136 (409,20)
€pMp«<;. ^ B 20 (481, 11 Arnn.)
eiiiem^ 56 B 140 (409,26)
e»spTt^ 79 B 4 (584, 7)
liS«a 5&B141 (409,28)
v€Mnöt<; 27.3 '227,44)
öVTfovn 6Ä B 137 (409, 21)
Hestcjhius Onomatologus vgl. Suidas
Katal. d. Aristot. Schriften 35 A 13
(253,33) 36,2 (265,11)
— Vit. d. ProdicuB b. Schol. Plat. rep.
600c 77 A 1 (662. 29)
d. Protagoras b. dems. 74 A 3 (628, 3}
HiEBOCLES Pythagoreus ad c. anr.
24 ad V. 64 ff. 21 B 121 (208, 26)
21 B 158 (218, 13)
25 ad V. 61 fF. 55 B 142 (410, 6)
HiEUONYMUs Chron. v. Eusebiüs Cbron.
— coram. in ep. ad Tit. ed. Mig^ne
vn 606 68 Bl (494,4)
— ep. 70 (1 666 M.) 68 B 1 (494, 6)
Hier. Aegyptiua .?) 66 B 13 (477, 3J
— EhodiuB (ed. Hiller Sat. Saupp,)
fr. 8 1 A 1 (4, 4)
fr. 9 36 AI (294,46)
fr. 21 1 A 1 ;4, 12)
fr. 23 12 A 1 (66, 21)
fr. 24 21 AI (151,4)
HiME»nJ8 ecl. 3, 18 56 A 26 (356, 16)
Htpparchus ignotus Ö6 A 1 352, 16)
HiPPA-svs Lacon 8, 1 (29, 26)
718
II. STELLENREGISTER.
HiPPOBOTUs (fehlt Müller fHo)
Clem. Str. l 62 4, 8 (24, 6)
Diog. I 42 13 A 6« (88, 21)
TS«! (519,27)
VIII 43 21 B 155 (217, 27)
Vniöl 21 AI (149,36.679)
VIII 69 21 AI (152,32)
VIII 72 21 AI (163,4)
IX 5 12 AI (54,41)
IX 40 55 AI (351,28)
Theol. ar. p 40 4, 8 (24, 6
HiPPOCRATEs de aere aqu. loc. ed. Kühle-
wein 8 (I 44, 3) 46 A 90 (310, 9)
— de arte {Apologie d. Heilk. ed.öomperz)
2 (p. 42, 17) 80 B 1 ,691, 19)
— de camib. ed. Littr€
2(Vin684) 51G3t341,15)
16 (VIII 603) 14 A 6 (101,31)
17 (Vin 606) 14 A m (102, 6)
— Epid.
m 17,11 (Hl 134) 81 B 42 (626, 11)
— de flatib.
3 (VI 94) 51 C 2 (340, 28)
— de genit.
8 {Ml 480) 21 A 81 (167, 8)
— de facbdom.
c. 13 (IX 439) 47 C (326, 2)
— de loc. in hom.
2 (VI 278) 14 A 10 (102, 6)
— • de morbis
1 1 ff. (VI 140ff.) 74 B 8 (538, 27 Amn.)
— de morbo sacro
14 (VI 388) 14 A 11 (102, 20)
17 (VI 392) 14 All (102,21)
— de nat. hom.
1 (VI 34) 20 A 6 (141, 1)
— de nutrimento
(IX 98 ff.) 12 0 2(85,30)
— de officio
I 1 (III 272) 81 B 39 (625, 16)
— de priac. med.
14 (1 16,2 Kühlew.) 14 B 4 (104, 13)
20 (120, 5 K.) 21 A71 (164,40)
— de victu
I in. (VI 466 L.) 66 B 26^ (396, 9)
I 6 ff. (VI 476 ff.) 12 0 1 (81, 12)
I 9. 10 (VI 482) 47 C (326, 2]
Vgl. 56 B 298 (438, 17)
[HippocRATis) epistulae
10, 3 (IX .322) 65 C 2 (447, 34)
17.15(1X366) 65 0 3(447,36)
17, 40 (IX 368] 65 0 4 (447, 42)
18, 1 (IX 380) 55 C 5 (448, 1)
HiPPOLTTCs Refatat. omn. haer«B.
1 2, 12 (D. 567) 4, 11 (25, 24)
I 3 (D. 658) 21 A 31 (168, 41)
1 4, 3 (D. 669) 21 A 62 (163, 4)
I 6, 1 ff (D. 659) 2, 11 13, 42)
17 (D. 560) 3AV (18,30)
I 8, 1 ff (D. 661) 46 A 42 (301, 22)
1 9 (IX 663) 47 A 4 (324, 3)
lU (D.664)* 18A23 (109,3)
112 (D. 564) 54 A 10 (346,22)
I13(D. 665) 66 A 40 (360, 5)
1 14 (D. 566) 11 A 33 (41, 22)
1 16 (D. 666) 38, 1 (265, 28)
1 16 (D. 666) 26 A 3 (223, 27)
V 8 p. 116, 76 18 B 20 (125, 11)
V 20 p. 144, 13 21 A 33 (159, 24)
VI 12 p. 165 Hill. 21 B 110 (203, 29)
VI 26 p. 179, 93 46 0 6 (281, 29)
VII 29 p. 246, 96 21 A 33 (159, 23)
21 B 29 (189, 5)
21 B 110 (203, 22)
VII 29 p. 247, 14 21 B 16 (177, 11)
VII 29 p. 249 21 B 116 (206, 6)
Vn 30 p. 253, 41 21 B 110 (203, 26)
Vn 31 p. 254 21 B 131 (211, 23)
Vni 14 p. 272, 67 55 B 32 (397, 26)
IX 9 p. 280 12 B 60 (69, 10)
IX 10 p. 282, 91 8. 663 (zu 69, 23)
rX 10 p. 282, 96 12 B 57 (70, 7)
HiSDOsus Scholasticus ad Chalcid. Hat.
Tim. 12 B 67» (71, 19)
HoMERUs q. f. hymnua in Cererem
8 66 B 15» (479, 10)
17. 32-36 66 B 15» (479, 10)
418. 420—3 66 B 16» (478, 33)
249. 250 66 B 15» (479, 14)
263 66 B 15» (479, 16)
— Dias
A 166 48, 6 (326, 29)
381 72,3 (511,30)
590 71 B 6 (509, 11)
B 15 79B20 (586,2;
226 48,6 (326,31)
II. STELLENREGISTER.
719
273 74 B 9 (639, 22)
A 262 48, 5 (326, 30)
E 340 59 AI (454,29)
762 S. 672 (zu 115, 2)
Z 147 67 B 45 (485, 7)
478 12 B 105 (77, 4)
H 99 11 A 29 (40, 11)
390 65 B 23 (394, 22)
e 16 18 A 44 (111, 44)
I 378 66 A 2 (460, 26)
K 262 48,6 (326,26)
A 166 80 B 43 (697, 12)
= 201 1 A 12 (9, 11)
67 A24 (462,35)
66 B 2 (473, 28)
66 B 12 (476, 17)
66 B 13 (477, 26)
68 B 6 (446, 18)
214 46 A 40 (300,37)
0 18 71 B 5 (609, 11)
23 21 B 64 (196, 18)
37 1 A 12 (9, 12)
n 161 46 A 98 (311, 28)
1 261 12 B 106 (77, 4)
394 18 A 5 (106, 33)
470 21 B 96 (199, 10)
488 71 B 2 (507, 25)
607 71 B 2 (607, 25)
73 B 5 613, 16)
<t> 193—197 26 B 1 (225, 31)
X 58 21 B 158 (218, 13)
V 316 67 B 4 (485, 2)
328 79 B 20 (586. 2)
Alte Textvariaüten 55 A 101 (369, 19)
79 B 20 (686, 10)
HoMERüs Odyssee
•f 301 56A16 (354,33)
b 89.90 56A16 (354,33)
221 21 A 15 (155,32)
K 509 66 A4 (471,2)
X 278 21 AI (153,26)
p 218 55 A 128 (372,24)
ö 84 79 B 9 (684, 27)
163 12 A 16 (60, 2)
Honein (Siimspr. übers, t. Loewenih.)
e. 20 35A 26 (257,35)
HOKATIVS
c. I 28 35 A 3 (251, 12)
Oieli, Fngm. d. TorMlcr.III.
HOEATIUS
ep. I 12, 12
II 1, 194
— de arte poet.
295
458
Hyginüs astr.
n 1
56 A 15 (364, 23)
66A21 (365,25)
65 B 17 (393, 26)
21 A16 (156,40)
68* B 6 (600, 26)
70 B 3 (602, 22)
n 13 70 B 3 (602,22)
n 21 67 B 18 (487, 21)
— fab. (ed, Schmidt)
124 p. 106, 3 73 B 11 (514, 11)
Hypothesis Soph. Oed. R. v (Schol. II
12, 11 Dind.) 79 B 9 (684, 27)
Iamblichus de anhoa b. Stob. ecl. 1 49, 32
S. 364,8 8,11 (31,10)
II 1, 16 12 B 70 (72, 16)
— d. comm. math. scient. ed. Festa
7 (p. 31, 4) 36 B 1 (258, 2)
8 (p. 34, 20) 7, 6 (29, 16)
11 (p.44,10) 85 B 3 (262,4)
25 8. 4 (30, 1)
— de myiteriis ed. Parthey
l 11 12 B 68 (72, 9)
V 16 12 B 69 (72, 12)
— in Nicom. ed. Fistelli
p. 7,24 32 B 8 (240, 12)
p.9,1 36 B 1(258,2)
p. 10, 20 8, 11 (31, 14)
p. 10, 22 32 B 23 (249, 1)
p. 19, 21 32 B 9 (242, 14)
p. 77, 9 32 B 8 (242, 12}
p. 100,19 8,1&(32,9)
p. 113, 16 8, 15 (32, 16)
p. 116, 1 8, 15 (32, 16)
S. 700 (zu 268, 6)
p. 118,23 32 A 24 (238,14)
— TTcpi 6^ovoiiiK
(Stob, n 33, 16) 80 B 44* (597, 22)
— Protrepticu« ed. Pistelli
p. 48,16 46 A 48 (304,16)
— Anonymi edc^me Blassianae e Pro-
trepüco
p. 96, 13 ff. 82,1 (629,24)
p. 96,lff. 82,2(630,9)
p.97,16ff. 82,3(631,6}
25
720
U STELjLENREGISTEK.
p. 98, 17 ff.
p. 99, 18ff.
p. 100,9flr.
p. 101, 11 ff.
Iamblicuus Vita
12
16
31
76
81
82-86
88
101.
104
108
110.
113
127
102
111
182
186
187
148
163-166
166
170
174-176
180-183
185
196—199
197
199
200—213
203
230-233
233—239
241
246
247
248-261
360
261
82.4 (631,26)
82. 5 (632, 15)
82. 6 (632, 23)
82.7 (633,16)
Pythag. ed. Nauck
1 All (8,45)
21 B 129 (211, 12)
4, 7 (24, 1)
34,6 (2o0,19)
8,2 (29,31)
46 C 4 (280, 9)
8,4 (30,1)
45 D 9 (291, 10)
54 A 6 (343,39)
21 B 135 (213,10)
46 Dl (282,46)
21 A15 (155,27)
41,1 (267,2)
45 D 7 (287, 1)
7,1 (28,34)
21 A13 (155,3)
46 D 2 (283, 1)
33,1 (249,7)
45 D 1 (282, 3)
13 A4 (87,36)
18 A4 (106,24)
4,13 (25,33)
45 D 3 (283, 13)
45 D 5 (284,6)
34,1 (250,4)
46 D 6 (284,47)
36 A 7 (252,16)
4,17 (27,25)
32BVorl)em.(239,29)
46 D 8 (287, 14)
46 D 4 (284,5)
45 D 9 (290,28)
46 D 7 (285,29)
4, 12 (26, 29)
13 A 8 (86,28J
8, 4 {30, 10)
8,4 (30,14)
4, 16 (26,21)
32 A4» (234,17)
34,1 (249,38)
39, 1 (266, 10)
40,1 (266,27) '
34,1 (260,6) ;
257 8,6 (30,23)
260 4, 14 (26, 16)
261 9,1 (33,4)
266 13 A 4 (87, 31)
32 A4'» (234,17)
33, 1 {249, 10)
267 7, 1 (28, 33) 8, 2 (29, 30)
10, 1 (33, 26) 16, 3 (106, 12) 22, 1
(219, 24) 23 (220, 18) 26 A 1 \223,
lö) 31,1 (233,2) 33,1 (249,10)
34, 6 (260, 18) 35a, i (264, 16) 40, 2
(26G, 28) 40, 3 (260, 30) 43, 1 (268, 2)
4*, 1 (268, 4) 45 A (288, 27)
Iamblil'Iivs b. Stob. ed.
I 369, 9 36 B (264, 13)
Ibycus iPoet. lyr. ed. Bergk)
fr. 10 a 66 A 2 (470,19)
iNSCHWfTEN : Abydos Mouöelov k. ßißX.
n 2. 3 (1878) S. 13 Anm. S. 666 (zu
32, 43)
— Inscr. gr. ed. Acad. Berol.
I (C.L A.) 282 S. 694 (zu 229, 16)
1396 ^A5 (221,26)
— Beioa Bull, de corr. hell. XIV 403, 17 fif,
10, 3 (33, 42)
— MykonoB BuU. de corr. heU. VDL 888
71 Bl (ö07,2OAum.)
loAifNES Alexandrinaa in Äriieella (Ye-
net. 1493) f. 105 26 B (221, 38)
— Diac. Alleg. in Hes. Tbeog.
V. 116 " 26 A 6 (223, 38)
— Laurentius Lydus s. u. Laurentius.
— Tzetzes a. u. Tzetzes.
— Philop. B. u. Philoponüs.
Ion CbiuB ed. Köpke (vgl. c. 25)
fr. 73 47 A 3 (323, 41)
loSEFXtus Ant. Jud. ed. Niese
I 94
I 107
I 168. 169
xn38
c. Apion.
I 2
I 163
I 183
66 B 13 (477, 3 Anm.;
73 B 23 (615, 21)
60B16 (462,8)
60 B 16 (462, 6)
IAH (8,40)
71 A 2 (504,31)
4, 18 (27, 33)
9v2 (33,9)
60B16 (462,3)
II. STELLENREGISTER.
721
II 43 60 B 15 (462, 6)
n 266 46 A 19 (298, 1)
Irenaevs c. haerea.
n 142 (D. 171) 46 A 113 (313, 6)
I8A60RA8 ia Arati conim. ed. Maass
n 14 p. 318, 15 18 A 40 (111, 26)
fIsocRATES] DemoQ.
1, 23 56 B 302 (446, 38)
LSOCBATES
2, 38 6ö B 302 (440, 42)
10, 3 76 B 1 (562, 3)
10,14 76 B 11 (558,29 Anm.
11. 28 4, 4 (22, 39)
11.29 4,4 i22,44)
11,38.39 66 A 14 h (473,3)
13,1 73 b 1 (524,14)
15,166.166 76A18 (648,30)
16,235 46 A 15 (297,13)
15,268 14 A3 (101.4)
25 A 6 (221,28)
76 B 1 (ÖÖ2, 5)
luLiAJfus ep. 37 56 A20 356,9)
lüLics Afric. b. Euseb. JP. E.
X 10, 7 73 B 20 (616, 7)
llusnxus] cohortat.
16 66 B 7 (476, 3)
17 66B21 (481,6)
20,4 4,13(26,88)
loVENALIS
7,203 78 A 7 (674,24)
10,33 66A21 (366,28)
10,47 6ÖA21 (365,28)
Labekicb {Com. rom. fr. ed. Ribbeok)
72-79 p. 368
66A23 (366,3)
Lactantiüs inst. div. ed. Brandt
12
65A 70 (364,39)
I 21,39
67 B 8 (486,31)
n 12,4
21A24 (167,17)
m 17,22
64 All (346,36)
TTT 18,6
66 A 24 (366, 11)
Vn 7,9
66 A 139 (379,31)
— de ira
10,3
54 All (346,34)
— de opificio dei
12,12
18A64 ai3,ll)
17,6
21 A61 (161,44)
17,6
21AÖ1 161,42)
Laurentius Lydus de mens. ed. Wünsch
l 15 32 A 13 (236, 24)
n 7 71 B 14 (610, 20)
II 8 36 B (264, 13)
n 12 32 B 20 (246, 21)
III 14 12 A 19 (61, 5)
IV 3 71 A 9 (607, 7)
rV 16 66 B 14, 8 (392, 37)
IV 17 68 B 26 (498, 24)
r/ 18 55 B 14,8 (392, 38 ff.)
IV 61 66 B 14, 8 (392, 41)
IV 124 66 B 14, 8 (392, 43)
IV 189 55 B 14, 8 (392, 45)
IV 1Ö2 56 B 14, 8 (392, 47)
— de ostentis ed Wünsch
7 p. 14,16 46 All (296,29)
Leandetu.s 3 Maeandritjs.
Lesbonax ed. Valck.
p. 180 80 B 114 (606, 21)
LiBANlüs ed. Reisko
n 87 81 B 37 (624, 27)
LoBON Argivua (Hiller Rh. Mus. 33, 518)
Diog.I 34 lAl (6,34)
1112 68 AI (490,11)
[LoNOiNUS] de Bublim, ed. Vahlen
3,2 76 B 6» (666,29)
.33,6 26 A4 (221,20)
LuciAMüs de domo
20 S. 663 (zu 69, 23)
— fugit. 2 21 A 17 (156, 5)
— de lapsu in sal.
5 32 All (235,5)
— Philops. 3 S. 681 (zu 165, 14)
(LüciAWU»] Macrob. (vgl. S. 667, 3 z. 34, 44)
18 39, 2 (266, 18) ,
66 A 6 (363, 18)
20 IIA 6 (84,44)
23 76 A 13 (648,8)
LuciANXJS V. bist.
n 33 80 A 7 (690,33)
— Vit. auct. 14 12 C 6 (86,36)
LUCBBTIÜS
I 714-733 21A21 (166,31)
I 830-879 46 A 44 (302, 29)
n 216flf. 55 A 61 (363, 36)
m 370-373 56 A 108 (870, 21)
m 446 9,3(33,24)
m 891 65 A 161 (382,37)
25»
722
IL STELLENREÖISTER.
m 1039 56 A 24 (356, 11)
IV 116ff. 65 A 148 (380, 2ö)
IV 800 66 A 115 (371, 17)
V 226 21 B 118 (208, 10)
V 621—636 56 A 88 (366,37)
Lycophbon Chalcidensis
n€pt KUiMa>i6fa<; 70 A 4 (502, 9)
— Alexandr. 44 76 Bö« (656,26 Anm.)
Ltcuegüs o. Leoer.
113 81 A 7 (610, 13)
Ltsias 12, 43 81 A 11 (611, 1)
— fr. 24 (0. A II Sauppc) 80 B 38 (697, 1)
fr. 906 80 B 116 (606,26)
Macrobius Sai
11,6
18 A 6 (107, 2)
I 17,31
29,7 (230,21)
I 17,46
21 B 41 (187, 11)
V 18,9
73 B 21 (515, 10)
Vn 6,17
2; B 90 (197, 28)
— S. Scip.
I 14, 19
IIA 50 (44,4)
12 A 15 (59, 36)
32A23 (238,4)
65 A 103 (369, 32}
I 14,20
18A4Ö (112,3)
Mabandrius MilesiuB [falso Leandrius;
Müller FHO II
fr. 3 p. 335
lAl (4,23)
fr. 4 p. 336
73» 1 (519, 1)
Mago Charthaginiensis ap.
Colum.ini2,l
> 56 B 27 (396, 21)
Malliüs Theodor, de metr.
p. 19
55 B 16 (393, 18)
•
81 B 3 (614, 16)
Manethos (Müller
FHG n)
fr. 80 p. 614
60 B 6 (460. 3)
Maniltos rv 869
8. 666 (zu 79, 7)
Maecellisus V. Thue.
36
77 A 9 (664,22)
Maecus Antoninxjs
III 3
66 A 30 (366, 44)
IV3
56 B 116 (406, 18)
rv 46
12 B 71 (72, 18)
12 B 76 (73, 10)
VI 42
12 B 75 (73, 5)
Maamor Fabiuh ed. Jacoby
ep. 14
66 B 16 (478, 15)
ep. 15 67 A 8 (484, 10)
ep.67 46 All 296,17)
ep. 60 46 A4» (296,29)
ep. 71 13 A 6 (87,39)
Mabala astron. (Vatic. gr. 1066)
66 B 306 (446, 44)
Maximus serm.
c. 42 66 B 302 (446, 28)
— Tyrius ed. Beiske
X(I174) 71 All (507, 11)
XVI (1 284) 68 B 1 (494, 13)
XXXVIII (II 222) 68 B 1(494, 9)
XLI(n286) 12 B 76 (73, 4)
Melanthitjs inCimonem 47 Bl (325,26)
Menandeb {Com. att. ed. Kock)
fr. 114 (DI 34) 66 B 82 (403, 7)
fr. 637 (in 160) 13 B 8 (92, 22)
Menandee ilietor. s. Genetulivs.
Menon Anonymi Londin. [Suppl.Aristot.
Uli ed. Acad. Berol.)
11,22 26 All (224,24)
18,8 32A27 (238,44)
20, 21 32 A 28 (239, 20)
Meteodoeus Epicureus ap.
Diog. X24 56 A (358, 32)
M1NYE8 (Müller FHG 11)
p. 335 (fr. 3) 1 A 1 (4, 14)
Mnesimacetus ed. Kock {Goni. ati. 11)
p. 436 46 E 3 (292, 46)
MoEEiä ed. Bekk.
p. 203, 2 80 B 92 (606, 6)
MogCHiON {Fr. Trag. ed. Nauck)
fr. 6 (p. 813) 74 01(642,25)
Myeonianus (Müller fhg IV)
fr.l p.454 68 AI (490,32)
Neamthes (Müller fhg HI)
fr. 11 p.4 12 AI (64,34)
fr. 17 p. 6 4,8(24,8.19)
fr. 20 p. 6 21 A 1 (160, 32)
fr. 21 p. 6 ^1 A 1 (161, 7)
fr. 22 p. 6 21 A 1 (163, 10)
Nechepso ed. Riesa {Philol. Suppl.VI 379)
fr, 28, 4 55 B 300, 17 (444, 7)
NBMESIÜ8 30 19 A 8 (128, 18)
Nepos Epam. 2 34, 1 (260, 3)
NiCANDEE Alexipharm.
171-176 12 A 14» (69, 20)
II. STELLENREGISTER.
723
N1CA8ICBATES ;b. Philodem.) 65 B 163
(412,10)
Nicolaus Damascenus de planus b.
[Abist.] d. plant.
— rfcpi eciüv (Roeper Lect. Abtdfarag.
p.27)
b. Simpl. ph. 23, 14 11 A 31 (41, 2)
25, 8 61 A 5 (329, 16)
149,18 50(328,9)
151,21 61 A4 (328,41)
— Müller FHG III
fr. 97 p. 427 73 B 23 (515, 26)
N1COMACHÜ8 arithm. ed. Hoche
I 3, 4 (p. 6, 16) 35 B 1 (257, 43)
n 19 (p. 115, 2) 32 B 10 (242, 18)
n 26, 2 (p. 135, 10) 32 A 24 (238, 9)
— harmon. (Music. scr. ed. Jan)
9 (p. 252, 17) 32 B 6 (241, 1)
— q. f. Theol. arithm. ed. Ast
p. 43 41, 6 (267, 23)
vgl. 21 A13 (165,3)
p. 56 32 A 12 (235,8)
— Vit. Pyth. fr. ap.
larabl. 261 4, 6 (27, 10)
Procl. Parm. 18 A 4 (106,30)
NuMENius ed. Thedinga (Chalcid. c. 297)
fr. 16 12 A 22 (61, 20)
— (Porphyr, antr. nymph. 10)
fr. 35 12 B 77 (73, 13)
— n. fr. b, Porph. ad Gaur.
p. 34 71 B 7 (509, 32)
OccELUs (vulgo OcelluB) de universi na-
tura; vgl. 35» 7 (264,42)
4, 9-14 45 D 8 (290, 12)
Oltmpiodorus de arte aacra lapidis
philos. {Collection des Alchym. grees
ed. Berthelot)
p. 81, 3 20 A 13 (142, 27)
p. 78, 12 ; 79, 3 fif. 55 B 300, 18 (444, 27)
p. 82,21 IIA 36 (42,28)
p. 83, 7 3 B 3 (21, 27)
p.97,6 55 B 300, 18 ,444, 27)
— in Arist. Meteora (ed. Ac. Berol.)
p. 17,19 46 A 19 (298,3)
p. 46, 24 30, 6 (232, 32)
p. 68,30 30,6(232,42)
p. 102. 1 21 A 64 (163, 13)
Oltmpiodorus in Plat. Gorg. ed. Jahn
p. 112 76 B 2 (562, 9)
p. 131 76 A 27 (650,33)
— in Plat. PhUeb. ed. 11 Stallbanm
p. 242 56 B 142 (410, 1)
— b. Phot. bibl.
c. 80. 61» 31 66 A 13a (472, 21)
Oribapius ed. Oaremberg-Bussemaker
m 78, 13 21 A 83 (167, 36)
in 166 14 A 17 103, 13)
III 607 56 B 300, 10 (442, 13)
rV 63 66B 300,10 (442,11)
[Obibasius] i. Aphorism. Hippocr. ed.
lo. GuinteriuB
f. 6' 66 B 307 (447, 1)
Obigenes c. Celsiuu ed. Koetschau
I 16 60 B 16 (462, 13)
IV 26 80 B 12 (593, 6)
V 49 21 B 137 (213, 31)
VI 12 12 B 78. 79 (73, 18)
VI 42 12 B 80 (73, 23)
71B4. 6 (608, 20)«
Vn 62 12B5 (62,13)
Orpheus vgl. c. 66.
— Argon. 25 66 A 1 (470,6 Anm.)
26 66 B 16 (478, 19)
308 67 B 11 (486,11 Anm.)
— hymn. in Cererem (♦ Festschr. f.
Gomp.) S. 1 £F. 66 B 21 (481, 14)
vgl. 66 A 16» (478, 21)
OviDius Metam.
10,13 66 B 21 (482, 6 Anm.)
Pachtmebes Georgias iu Theo Smym.
ed. Martin
p. 413 S.667 (zu 81,8)
Palaephatüs de incredib. ed. Weaterm.
p. 268, 10 20 B 11 (149, 9)
vgl. Anm. «. d. St. S. 679
Palladiüs
136,7 66 B 300, 8 (441, 32)
Pamphile (Müller fho HI)
fr. 1 p. 520 1 AI (3,32)
Panaetiüs Stoicüs ed. Fowler
fr. 17 11 A 1 (34, 29)
fr. 46 47 B 1 (325, 29)
fr. 50 74 B ö (638, 2)
724
II. STELLENRBÖISTER
Pantassis {Fr. Epie. ed. Kinkel)
fr, 19 78 B 9 ^514, 2)
Papyeus Berol. 44 (Bert KlassiJcert. V 8j
col. l,lff. 60 B 16« (478, 9t)
— Hibeh ed. Grepfell & Hunt 1
1 S. 668 (zu 89, 1)
13 79B21(580,15Anm.)
16 65 A 99*1^68, 32)
— Londin. 121 ed. Kenyon in Grech
Pap. in the Brit. Mus. (1 1893) p. 89
c. öt» V. 168 55 B 300, 19 (444,42)
— Magic. Lugd. SS't (Dieterich Jahrb. f.
kl, Phil. Suppl. XVI)
p. 813 55 B 300, 20 (445, 16)
— Qreek Pap. Ser. U ed. Grenfell-Hunt
n. 11 (p. 23) 71 B 2 (507, 24)
— Oxyi'hynchos £1 ed. Ürenfell-Hnnt
p. 68 74 A 30 (535, 27)
— Petropol. ed. Jemstedt Journ. des
Unterrichlsmin. (russ.) 1901 Okt. p. 51
n. 13 col. 2, 11 79 B 19 (585, 32)
m- Flinders Petri a. Anthologia.
Paulus ad Titum
1, 12 68 B 1 (493, 28)
Paüsanias
I 14, 3 67 B 10 (486, 7)
I 14, 4 68 A 8 (493, 15)
122,7 67 A 5 (483. 29)
II 16, 4 73 B 24 (515, 28)
in 14, 5 71 B 1 (607,20Anm.)
IV 1, 5 67 B 20 (487, 30)
V 25,4 79 Bl (583,18)
VI 10,5 15,2 (105,7)
VI 17,7—9 76 A 7 (546,28)
Vin 18, 2 68 B 6 (495, 22)
1X27,2 66 B 15M479, 25)
X 5,6 67B11 (486, 10)
X 9, 11 67 B 22 f488, 21)
X 18, 7 76 A 7 (547, 4)
X 30,6 66 A4 (470,23)
Pebechios bei Berthelot Ghimie au
moyen äge
n 309 f. 56 B 300, 13» (443, 20)
Petronius 88, 2 56 B 300, 6 (440, 44)
Phanias Eresius ed. Möller fhg II
fr. 22 p. 300 6 (28, 27)
Phanodicos ed. Müller ?hg IV
fr. 4 p. 473 1 A 1 (5, 6)
Pherecyües Atheniensis (Müller fhg 1
71). vgl. 71 A 2 (505, 3)
fr. 6 p .71 73 ß 40 (518, 1 Anm.)
fr. 45 p. 83 71 B 2 (508, 12 Anm.)
fr. 52 p 8(5 79B13 (585,13)
fr. 76 p. 90 73 B 9 (514, 2)
fr. 111 p.98 12 A 1» (56,47j
zu p. 46 'fr. 6i 76B26 (661,31)
fehlt Müller 73 B 6 (513, 18)
Philemon Com. att. ed. Kock
fr. 91 (H 505) 51 C 4 (341, 19)
Fhilippus Opuntius qui fertur auctor
Piaton. Epinom.
978 c 46 B 2 (270,16)
990a 68» AI (499,5)
fr. Dox. p. 360 45 B 36 (277, 47)
— comicus Com. att. ed. Eoek
fr. 22 {II 172) 55 A 104 (369, 35)
Philo ludaeus de aetem. mundi ed.
Cumont
p. 3, 5 21 B 12 (176, 24)
p. 6, 2 35» 3 (264, 22)
— Qu. in Genesin ed. Aucher
IV 203 p. 406 13 B 46 (96, 22)
— de gig. ed. Wendland
7 (II 43) 21 A 72 (165, 10)
— de opif. ed. Cohn
100 (p. 34, 10) 32 B 20 (247, 1)
— quod omn. prob. üb. ed. Mangey
p. 460 19 A 18 (129,47)
p. 462 69 A 13 (457, 17)
— de Providentia ed. Aucher
n 13 55 A 14 ;354, 8)
II 39 11 A 26 (36, 19)
n 42 11 A 26 (36, 26)
II 60 21 A 49 (161, 19)
II 61 21 A 66 (163, 19)
n 70 21 B 43 (188,1)
— de vita contempl, ed. Mangey
p. 473 55 A 16 (354, 20)
— ^ fr. ed. Harris
p. 20 12 A 19 (60, 46)
Philo mechanicus ed. Thevenot
IV 1 p. 49, 20 28 B 2 (229, 17)
fs?:™:«} S.694(z„229,i6)
II. STELLENREGISTER.
725
Philo Byblius SancliimiathoD (Eua. P. E.)
I 10, ÖO 71 B 4 (509, i)
I 10,58 55 B 800, i;^« (443, 18)
Philochorus ed. Müller rno I
fr. 64»> p. 393 11 B IH (48, 24)
fr. 74 p. 396 «7 B 9 (486, 4)
fr. 168 p. 412 74 B l (527, 6)
fr. 193 p. 416 13 A 10 (88,42)
fr. 900 p. 417 67 A 8 (484.2)
PäiI/ODEMUS de aduJ (papyr. 14.57)
c.lO 65 B 163 (412, 8)
— de ii-a ed. öomperz
28, 17 65 B 143 (410, 11)
— de morte ed. Mekler
29,27 ö5Bla (385,11)
80,1 ööBla (385. 15)
39,9 5ÖBU (.385.20)
— de music. ed. Kemke
A 31 p. 108, 29 55 B 144 (410, 17)
— do pietate ed. öomperz
42,12 p. 14 73 B 6 (613, 22)
43, 1 p. 15 73 B 8 (M3, 27)
45b 5 p. 17 73 B 9 (513, 31)
46b7ff. p.l8 68 B 7 (496,2)
47» 2 p, 19 68 B 5 (495, 16)
47» 14 p. 19 71 B 13 (510, 15)
69, 1 p. 31 67 B 12 (486, 18)
61bi p. 46 68 B 8 (496,29;
73 B 7 (613, 26)
63, 1 p. 34 73 B 10 (614, 4)
92,12 p. 43 73 Bö (613, 16)
92, 24 p. 43 68 B 9 (496, i]
Ö7, 18 p. 47 67 B 13 (486, 23)
137, 5 p. 61 67 B 14 (486, 27)
137,13 p. 61 73 Bt (513,2)
c. 4» p. 66 46 A 48 (304, 16)
c.4»Sp.66 4,17(27,24)
c. 6» p. 69 56 A 76 (365, 26)
c. 6» p. 70 S. 663 (zu 71, 16)
c. 6»>p.70 51 A 8 (329,32)
0.9,7 p. 75 77 B 5 (571, 13)
13, 16 p, 80 67 B 14 (486, 31)
14, 18 p. 81 67 B 14 (487, 1)
221 p. 89 74 A 23 (533, 33)
— de poem. (Vol. Herc. coli. alt. VI)
c. 187,3 80 B 93 (605,8)
— rhetor. ed. Sadhaus Lps. 1899. 6
I p. 11 0. 6, 36 S. 694 (zu 229, 15)
I p.361.354c.ö7.62 12 B 8l (A, S)
Hp.l 0.11,1 62B2(464, 16^
n p. 6 c. 4, 10 62 ß 2 (464, lÖ)
II p. 5 0. 14, 3 62 B 2 (464, 23)
H p. 7 c. 16, 9 62 B 2 (464, 2i)
n p. 8 c. 16, 2 62 B 2 (464, 28)
n p. 9 c. 7, 2 62 B 2 (464, 32)
IIp. 10 c. 8,2 62 B 2 (466, 3)
n p. 16 c. 22, 2 62 B 2 (466, 5)
n p. 17 c. 23,1 62 B 2 (465,7)
II p. 27 c. 18, 3 62 B 2 (466, 9)
II p. 19 c. 16,4 62 B 2 (464, 19)
II p. 19 c. 25, 1 62 B 2 (464, 21)
n p. 33 0. 22,2 62 B 2 (464, 12)
n p. 33 c. 37, 3 62 B 2 (464, 16)
II p. 36 c, 24, 9 62 B 2 (465, 18)
n p. 38 c. 26, 1 62 B 2 (466, 24)
II p. 42 c. 30, 2 62 B 2 (465, 36)
n p. 43 c. 43, 1 62 ß 2 (465, 27)
n p. 43 c. 31, 3 62 B 2 (466, 33)
II p. 46 c. 33, 7 62 ß 2 (466, 12)
II p. 47 0. 46, 8 62 B 2 (465, 16)
U p. 48 c. 34, 1 62 B 1 {464, 1)
fr. ine. 3, 1 (H 169) 67 A 26 (462, 42)
fr. ine. 3, 7 (H 169} 16 A 49 (11 2, 30)
20A14 (142,30)
fr. 7 (11 180) 46 A 20 (298, 9)
PiiiLODEMUS 8cho)ae Zenoneae de über-
täte die. (Vol. Herc. coli. pr. V 2)
fr. 20 66 A (358, 5&)
— de vitÜB IV c 0. 6 59 A 7 (456, 24)
- m Voll. Hcrcul. c. alt. VII 3
fr. 90 48, 4 (326, 20)
Philoponus de anima (ed. Ao. BeroL)
p. 9, 9 3 A 23 (20, 43)
p. 9,19 81 A 23 (613,6)
p 35,12 55 A 106 (369,47)
p. 68, 3 54 A 6 (344, 13)
p. 71, 17 47 A 18 (326, 17)
p. 71.19 65 A 113 (370,42)
p. 83, 27 65 A 101 (369, 87)
p. 88, 23 26 A 8 (224, 3)
p. 89,8 81 A 22. 23 (612,34)
p. 92, 2 26 A 10 (224, 13)
p. 186,24 66B11 (475,36)
p. 344, 34 21 A 57 (162. 31)
p. 486, 13 21 B 108 (203, 6)
p. 487, 1 21 B 108 (208, \f)
726
IL STELLENßEÖISTER.
Phii OPONUS de gen. et corr. (ed. Ac.Berol.)
p. 19,3 21 A41 (160,21)
p. 154, ö 21 A 87 (171, 28)
p. 157, 27 18 A 26 (109, 28)
p. 160, 3 21 A 87 (171, 21)
p. 178, 2 21 A 87 (171, 26)
p. 207, 18 26 A 6 (221, 30)
— in phye. (ed. Ac. Beroi.)
p. 31, 3 30, 2 ;231, 30)
p. 42,-9 19A21 (130,28)
p. 66, 23 18 A vor 22 (108, 39)
p. 126, 27 11 A 29 (40, 8)
p. 319, 29 21 B 62 (192, 2)
Philootratüs V. Apollon. Tyan*.
12 21 AU (155,22)
II 5 46 A 6 (296, 42)
VII 2 19 A 9 (128, 20)
Vm 7 21 A 18 (156,7)
21 A 14 (165, 18)
21 A 18 (166, 4)
56A19 (365,5)
— V. Boph, ed. Kayser Lps. 1871 (vol. 11)
pTBef. p. 1, 9 81 B 50 (627, 3,7)
p. 3, 25 77 A 19 (563, 9)
p.4,2 77AlM663,lAnrQ.)
p. 4, 4 76 A 24 (660, 11)
II 76A1MÖ45,3)
I 9, 1—6 76 A 1 (544, 3)
19,4 76 3 9(558,20)
I 10 65 A 9 (353, 34)
74 A 2 (527, 18)
Ill,l--8 79 A 2 (579,9)
I 12 77 A 1» (563, 1)
I 15, 2 80 A 6 (590, 28)
I 16, 4 80 B 44» (597, 17)
I 16 81 A 1 (607, 3)
II 1,14 81A21 (612,31)
— epist. 73 81 A 17 (612, 6)
Philoxenüs Sidonius 56 B 24 (395, 4)
Phlegon TraU. ed. Müller fhg III
Macrab. ,p. 610 Adn. 1 65 A 1 (490, 1)
Olympiad. (fehlt M.) 1 A 2 (6, 44)
Photiüs bibl. ed. Bekker
c. 8C» p. 61 « 31 66 A 13* (472, 21)
c. 126 p. 135»» 19 81B11 (616,23)
c. 158 p. lOi b 4 81 A 20 (612, 26)
c. 244 60 B 13 (461, 35)
c. 249 p.439a 36 18 A 4 (106, 31)
Photius lexicon A ed. Reitzenstein
p 31, 17 80 B 24 (695, 21)
p. 37, 18 80 B 22 (696, 14)
p. 66, 4 80 B 93!^ (606, 17)
p.87,26 80 B 93 b (605, 19)
p. 91, 18 81 B 24 (620, 2)
— lexicon ed. Poreon a. v.
e€€i6l<JTaTov 80 B 48 (598, 9)
ha 80 B 56 (601, 1)
Kiueiuv 81 B 34 (624, 11)
Hut» 56 B 19 (394, 8)
rimov 80 B 94 (605, 21)
Phrynichus ecl. ed. Lob.
p. 312 79 B 10 (685, 3)
— praepar. aophist (Phot. Bibl. cod. 1$^
p. 101b 4 81 A 20 (612, 26)
PINDARÜS
Pyth. 3, 67 (?) 73 B 9 (514, 1)
— ed. Schröder
fr. 49 79 B 14 (686, 16)
fr, 67 21 B 76 (194,9)
fr. 80 71 B 13 (510, 16)
fr. 106 76 B 4 (666, 1)
fr. 194 28 Bl (229,6)
Planudes in Hennog. (Ehet. gr. V ed.
Wak)
p. 484 81 B 51 (628. 1)
p. 548 76 B 6 (567, 3)
Plato Tetralogien 55 A 33 (367, 12)
[Plato) Alcib.
Ip.ll9A 19 A4 (127, 22)
Plato ApoL
19 E 76A8MW7,23)
77 A 4 (663, 27)
79 A 4 (680, 8)
26d 46 A 35 (300, 14)
[PiiATOl Axioch.
366 b ff. 77B9(672j22)
366c 13B30 (94,24)
Plato Cfaarmides
164 B 81 A 2 (6t}8, 20)
157 b 81 A 2 (608, 22)
163 AB 77 A 18 (566, 17)
163 D 77 A 18 (566, 27)
164 D ff. 73*2(619,34)
— Cratylus
383 a 52,5(342,16)
384 b 77 All (564,33)
II. STELLENREGISTER.
727
385Ef.
74 A 13 (631, 3)
Plato Hipp, min.
391 Bc
74 A 24 (634, 3)
363 c
79 A 8 (681,1)
4006C
66 B 3 (473, 33)
364c
79A10 (681,21)
400c
32 B 14 ^246, 8)
368b
79A12 (682,6)
402a
12 A 6 (68, 23)
— Ion 530 c
48,1 (326,6)
402 BC
66 B 2 (473, 28)
634b
55 B 17 (393, 22)
403 E
73»>1 ^624,29)
66 B 17 (394, 1)
409AB
46 A 76 (308, 5)
636 b
66A14» (472,90)
413 c
46A6Ö (304,47)
— liacb.
429 D
62,1 (341,31)
197 b
77A17 (666,9)
430Dflf.
74 A 28 (636, 22)
197 D
77A17 (566,12)
440 D
62, 1 (341, 40)
— Legum
[Plato] ep.
I p. 642 D
68 A 6 (492,16)
7 p.338c
35 A 6 261,321
vgl. 494, 18 Aam.)
7 P.339A
35 A 6 (261,38)
np.669D
66 B 6» (474, 15)
7 p. 340 A
36 A 5 (261,44)
np.665A
67B19*{487,28Anin.)
7 p. 350 a
35 A 5 261,45)
m p. 677 D
68 A 5 (492,23)
9 p. 368b
40,4 (266,38)
IVp.716E
66 B 6 (474, 19)
— Erast. (unecht)
55 AI (360,39)
VI p. 768 b
80 B 93» (605, 17)
132 a
29,2 (230,1)
Vmp.829DB
66 B 6» (474,30)
136 a
55 A 1 (361, 2)
Vlll p. 839.840 16, 2 (105, 4)
— Eryxias 379 D ff
. 77 B 8 (672, 12)
Xp.889B
21 A48 (161,9)
Plato Euthyd.
Xp.899B
1 A22 (10,30)
277 E ff.
77 A16 (666,36)
XI p. 913 b
79 B 10 (686, 5)
v^ 286c
74 AI (626,9)
XI p. 927 c
79 B 10 (686, 6)
306cn
77 B 6 (572, 3)
~ Menex. 236 a ;?
j 79 A 13 (582,26)
— Gorgias
80 A 2 (688,3)
447 c
76 A 20 (649, 21)
— Menon
448 b
76 A 2-^ (646, 21)
70 AB
76A19 (649,6)
449 c
76 A 20 (549, 27)
71 E
76 B 19 (660, 31)
4ö0b
76 A 27 (650, 28)
76 E
77A16 (665,33)
463a
76A28 '651,3)
76 Äff.
76 B 4 (566,26)
466b
76 A 22 (660, 1)
76 c
21 A92 (172,16)
493 a
32 B 14 (244, 22)
21B84 (196,26)
79 A 2 (579, 23
91 BE
74 A 8 (629,16)
498 E
21 B 26 (182, 16)
95 c
76A21 (649,31)
— Hipp. mai.
— Parm. [vgl. 18 A 1. 5 (106, 9. 47)]
281a
78 A 6 (680, 19)
127 a
18 A 6 (106,37)
282 c
77 A 3 (663, 22)
19 A4 (127,29)
282 DE
74 A 9 (629, 24)
127 ab
19 All (128,30)
79 A 7 (680, 28)
127 b
19 AI (126,18)
283a
46 A 13 (297, 2)
127 D
S. 676 (zu 129, 26)
286b
79 A 11 (581, 24)
128b
19A12 (128,46)
286a
79 A 9 (681, 9)
136 a
18 B 22 (126, 24)
79 B 5 (584, 12)
137 a
18A30 (110,22)
289a
12 B 82 (74, 7)
— Phaedon
289 b
12 B 83 (74, 9)
57 a
40,3 (266,31)
S46a
79 A 8 (681,6)
61 D
32B16 (246,21)
728
II. STELLENREGISTER.
61k
32 B 15 (246, 24)
329 b
74 A 7 (529,12)
62 b
32 B lö (246, 26)
333d
74 A22 {53.3,16)
82 D
32B15 (246,31)
334 a
74 A22 f533,17)
86bc
32 A23 (238,8;
334 D ff.
74 A 7 (529,15)
87 D
S. 679 (zu 148,6)
337 A~-c
77 A 13 (.565,8)
88d
40,4 (266,34)
77 B 4 (571, 6)
96ab
14 All (102,12)
21A76 (165,37)
337 c ff.
79 C (586, 19)
79 A4 (580,11)
96b
3A23 (20,45)
339 A
74A25 (534,11)
97b
46A47 (303,42)
340AB
77A14 (565,27)
98 b
46A47 (304,2)
341 B
77 A 14 (565,31)
99b
S.664 (zu 18, 40)
343 a
1 AI (B,6. 4,8)
Plato Phaedrus
73 M (519,19)
237 b
63,3 (466,11)
73* 2 (519, 21)
238 D
76 A4 (646,16)
349 a
74 A 5 (529,3)
245 c
14A12 (102,32)
Plato res
publ.
248 c
21 C 1 (218, 26)
Ip
.336 b
78A10 (575,8)
250 c
21 B 119 (208, 16)
Ip
.338 c
78A10 (575,16)
261b
76 B 14 (Ö60, 8)
11 p
. 303 c
66 B 4 (474, 3)
261 D
19 AI (126,19)
Hp
.364»
66 B 6 (474, 9)
19A13 (129,14)
Hp
.367E
Hl B 75 (62d, 19)
266Dff.
74 A 26 (534, 19)
IV p
442 K
79 B 10 (585. 5)
76A30 (661,15)
VII p
528 B(?)
35 A 1 (251. 1)
267 a.
76A25 (650,19)
VHp
530n
35 Bl (261,3)
267 b
77 A20 (567,3)
Xp
.600a
4, 10 (25, 14)
267 c
78 B 6 (578, 17>
Xp
.614 ff
55 A 160 (382,28)
78 B 8 (678, 31)
Xp
.617 b
21 B 116 (207. 21)
269 E
46A1Ö (297,6)
Xp
. 621 A
71 B 7 (509, 33)
— Phileb.
— Sophist
12c
55 B 142 (410, 2)
216 a
19 AI (126,18;;
32 B 2 (240, 9)
217 c
ISA 6 (106,35)
58a
76A26 (560,24)
19 A 14 (129,21)
66c
66 B 1 (473, 24)
231 D
73 b 2 (524,30)
— Protag.
232 DB
74 B 8 (538, 27,.
309d
74 All (629,33)
233 a
74 B 8 (539, 3)
311c
28 AI (228,16)
237 a
18 A 2 (106.21
316 CD ff.
77 A 2 (563, 13)
18 B 7 ill7,23)
316 a
74 AI (526,19)
242 CD
11 A29 (40,1)
316 D
15,1 a04,34)
21 A29 (158,14)
16,2 (105,11)
242 D
47 A 8 (324,41)
317 BC
74 A 5 iö23,19)
244 E
18 B 8 (118, 18)
318 a
74 A 6 (528,24)
— Symp.
318 D
74 A 5 (528,27)
177 B
.77Bi '567,12)
319 a
74 A 5 (628,34)
178 b
73 B 2 513, 3)
320 c ff.
74 C 1 (540, 25)
179 1>
66A14 (472,24)
323 c ff.
74 B 3 (537, 22)
186 c
76 C 1 (562, 18)
328 b
74 A 6 (529,7)
186 cd
14 B 4 (104, 13)
328c
28 AI (228,17)
187 a
S. 663 (zu 69, 15)
11. STELLENREaiSTER.
729
194EflF.
76 C 1 '662, 13)
VII 156
76 A13 (548.7)
198 c
76 C 1 (562, 14)
Vn 192
13 A 6b (Ö8, 19)
218 b
66 B 7 (476, 1)
Vm 61
55 B SOG, 8 (441.27)
Plato Theaet.
VIII 16<S
39, 2 (266, 20)
14ÖC
31,4 (233, 8 ff.)
X 137
55 B JIOO, 7 (441, 6)
147 ü
31, 4 (233, 12)
XI 80
56B1WX),8 (441,27)
148a
31,4 (233,15)
Xm 131
66 B 300, 8 (441,27)
151 E
74 B 1 (536. 14)
XIV 20
55 B 300, 8 (441,27)
152 ff.
74 A 1 (626,26)
XV 138
56 B 300, 8 (441,27)
162 a
74 B 1 (636, 14)
XVn 23
55 B 300, 8 (441,27)
1Ö2 DE
13 A 6 (88,1)
XVn 62
.'35 B 300, 8 (441.27)
16.1b
31, 4 (233, 18)
XVm. 47
65 B 300, 8 (441,28)
161 c
74 B 1 (636, 30)
XVni 159
55 B 300, 8 ('441,28)
162 A
31, 4 (233, 19)
XVm 213
1 A18 j9,42)
162 D
74 A23 (633,24)
2,20 (16,5)
166 D
74 A 21a (632,29)
68=^ B 4 (499. 25)
167 B
74A21» (532,35)
XVIII 231
55 B 14, 4 (391,31)
171 A
74 A 15 (631,33)
XVIII 273
65 A 17 (354.36)
174 A
1A9 (8,16)
XVm 312
55 B 14, 4 (391.33)
179 D
53,3 (342,28)
XVin 321
66 B an), 8 (441,28)
180 D
18 B 8 (118,14)
XVni 341
56A18 (356,1)
181 A
18A26 (109,31)
XX 19
56 B 300, 8 (441,28)
183 E
18 A 5 (106,33)
XX 28
65 B 300, 8 (441,28)
— Tim.
XX 89
13B61 (99,16)
lyE
36,1 (265,2)
XX 94
13 B 62 (99, 17)
20a
81 A3 (608,27)
XX 149
55 B 300, 8 (441, 28)
20d
81 A3 (608,28)
XXI 62
55 B 300, 8 (441, 29)
21a
81 A3 (608,35)
XXrV 166
65 B 300, 8 (441,29)
22a
73B20(515.6AnmO
XXIV 160
55 B 300, 2 (440, 12)
27c
18A30 110,20)
XXIV 167
56 B 300, 2 (440,17)
36ab
32 A 24 (238, 19)
61. 3 (462, 28;
38 D
46A75 (308,1)
XXV 13
66 B 300. 6 (440, 41)
40d
66 B 8 (476, 6)
XXV 13 f.
66 B 300, 8 (441,29)
46 a
36 A 25 (267,29)
XXVI 19
55 B 300, 8 (441,23)
67 b
85 Bl (261,6)
xxvm 5 ff.
65ß300,13M443,7i
68a
21 A 91 (172,9)
xxvin 7
65 B 300, 8 (441, 29)
— fr. incert.
S. 691 (zu 217, 18)
xxvm 112
55 B .^00, 7 (441, 3)
Plinius üii. bist.
xxvm 118
65 E 300, 8 (441,29)
praef. 24
65B2b (386,7)
XXVin 163
55 B 300, 8 (441, 29)
ind. I 20 ff.
13 A 9 (88,36)
XXTX 1,5
21 A 3 (154,10)
n 14
65A76 365,80)
XXTX 72
66 B 300, 8 (441,29)
n 31
2,5(12,28)
XXX 1,9
21 A14 (165,24)
70 B 2 (502,20)
XXX 8f.
55 B 300, 13 (442,34)
n 63
1 A5 (7,36)
XXXn 49
85 B 300, 8 (441, 30)
n 149 f.
46 A 11 (269,19)
XXXin 83
76 A 7 (547,8)
n 186 f.
3A14» a9,46)
XXXTV 55
28 A 2 (228,20)
ni9i
2,5» (12,36)
XXXTV 21
12A3=i (57,11}
IV 94
60 B 2 (469, 7)
XXXVI 82
1 A21 (10,24)
730
II. STELLENREGISTER.
xxxvn
69 55 B 300, 8 (441, 30)
XXXVII 141 55 B 300, 8 (441, 29)
xxxvn 146 55 B 300, 8 (441, 30)
XXXVU 149 65 B 300, 8 (441, 30)
XXXVII 160 55 B 300, 8 (441, 30)
xxxvn 185 65 B 300, 8 (441, 30)
Plotinus Enn
,
IV 8,1
12 B 84 (74, 11)
21 B 115 (207, 3)
V 1,8
18 B 5 (117, 3)
Plxjtarchus
Vitee ■
AIcib. 33
81 B 5 (614, 27)
— Alex. 28
69 A4 (455,26)
vgl. 59 AI :454,31)
52
59 A3 (455,6)
54
59 A3 (455,7)
59 B 1 (457, 41)
— Anton. 28
80B77 (603,20)
— Cimon
4
47 B 1 (325, 23)
10
76 B 20 (561, 12)
81 B 8 (616, 12)
16 81 B 52 (628,4)
— Conxp. Cim.>Lac.
2 66 ß 4 (474,4 Anm.)
— Coriol.
22 12 B 86 (74, 13)
38 12 B 86 (74, 15)
— Lycurg.
9 81 B 34 (624, 2)
23 79 B 11 (586, 6)
— Lysand. 12 46 A 12 (296,31)
— Marceil. 14 35 A 16 (255, 6)
— Nie. 23 46 A 18 (297, 40)
— Num.
1 79 B 3 (583, 30)
8 13 B 65 (100, 9)
— Pericl.
4 46 A 15 (297,16)
4,3 19 A4 (127,30)
5 19 A 17 (129,44)
6 46 A 16 (297,22)
16 46 A 13 (296,46)
46A32 (299,32)
26ff. 20 A3 (135,33)
32 46A17 (297,32)
36 74 A 10 (529,27)
Plut. Popl. 15 13 B 31 (95, 1)
— Soloa
2 1 A 11 (8,36)
30,2 (231,29)
12 68 A4 (491,24)
68 B 10 (496, 7)
— Themist. 2 20 A 3 (136,14)
[PiXT.] Vit. Hom.
99 21 A 33 (159,16)
~ Vit. X orat.
p. 832 DE 81 A 16 (611,32)
p. a32 P 76 A 6 (546, 26)
p.aB3c 80 A 6 (590,21)
p. 838 A 79 A 3 (579, 28)
P.838D 76A17 (548,26)
P.839B 79 A3 (580,1)
Plutarchüs Moralia
de adul. et am.
18 p. 60 b 59 A 7 (456,32)
23 p. 64 c 76 B 21 (561, 14)
— Amat.
13 p. 756 D 21 B 17 (177, 22)
13 p. 756 E 21 B 151 (216, 10)
13 p. 756 F 18 B 13 (123, 27)
18,12p. 763 D IIA 13 (35,26)
— de amore prol.
3p.495E 56 B 148 (411,9)
— animine an corp. äff.
2 p. 500 D 66 B 149 (411, 16)
— de an. procr.
272 p. 1026 B 21 A 46 (160, 46)
— reg, apophthegm.
P.17ÖC HAH (36,16)
— aqu. et ign. comp.
7 p. 967 a 12 B 99 (76,8)
[Plot.] nepi (i(JKii<Jeu)(; (Rh. Mus. 27,526)
178,25 74B11 (540,11)
Plijt. de aud.
7 p. 41 A 12 B 87 (74, 17)
13p.4ÖB 18 A 16 (108,8)
— de eau cam,
12 p. 993 c 21 B 164 (216,22)
n 1 p. 996 E 21 B 164a (217, 18)
n4p.998A 21 B 154b (217,21)
21 B 126 (210, 1)
— de eoh. ira
16 p. 464 B 21 B 144 (216, 16)
II. STELLENREGISTER.
731
Plüt. adv. Colot.
Ip. 1100 c
3 p. 1108 E
4 p. 1108 F
8 p. 1110 F
10 p. IUI F
11 p. 1113 AB
12 p 1113 c
12 p. 1113 D
13 p. 1114 B
13 p. 1114 D
16 p. 1116 A
17 p. 1117 A
20 p. 1118 c
28 p. 1123 B
32 p. 1126 A
55 B 157 (413, 19)
55 A53 (362.9)
55 ß 156 (413, 4)
55 A57 (362,30)
21 B 8 (175, 12)
21 B 9. 10 (175,9)
21 B 11 (176, 14)
21B15 (177,3)
18 B 10 (122, 15)
18A34 (110,33)
18B14 (124,4)
59A17 (457,30)
12 B 101 (76,14)
21 B 60 (190, 21)
18A12 (107,40)
55 B 167 (413, 14)
p. 1126 b 20A3a36,18)
21 A 14 (155,11)
p.lia6D 19 A 7 (128,7)
— de commun. not.
39 p. 1079 E 65 B 155 (412, 19)
44p.l083A 13B2 (90,9)
46, 3 p. 1084 F HA 17 (36, 42)
— coni. praec.
43 p. 144 BC 76 B 8» (568,13)
[Pldtakchds] cons. ad Apoll.
10 p. 106 E 12 B 88 (74, 19)
16 p. 110 a 13 B 9 (93,1)
33 p. 118 E 74 B 9 (639, 16)
Plutaächüs quaest. coav.
I l,5p.614DE 55 B 150 (411,23)
I 2,3 p. 616 D 78 B 7 (678,25)
I 2,5 p. 618b 21B76 (194,8)
n 3,2p.636e 28 B 1 (229,8)
n 7,lp.64lB 6ÖB 300, 5 (440, 38)
niO,2 P.643F 55 B 161 (411, 27)
ni 1 P.644F 12 B 95 (76, 1)
ni 1,2 P.646D 21 B 140 (214, 16)
HL 2,2 p.649c 21 B 77 f. (194, 19)
m 6,3p.654B 41,5 (267,19)
m 6,4p.655D 55 B 158 (413, 24)
rV 1,3 p. 663a 21 B 90 (197, 24)
IV 2, 4 p.665F 55 B 152 (411, 29)
IV 3,lp.666E 60 A 5 (468,33)
rV 4,3 p. 669 a 12 B % (76. 3)
V 4,1 p.677D 21 B 35 (186, 23)
V 8, 2 p. 683 D 21 B 80 (196, 10)
V 8,2p.683E
V 8,3
V10,4p.686F
VI2,26p.688A
VI 2 p.694A
VniO,2p.716E
Vm 1,1
Vm 2,lp.718E
Vin 8,1p. 720b
Vin 3,3p. 722a
vm 3, 6 p. 722 D
Vni 8,lp.728E
vm 8,4p.730E
21 B 148 £f. (216,3)
21 B 80 (196, 17)
21 B 74 (194, 1)
21A70 (164,28)
57 B 6 (453,30)
76 B 24 (661, 27)
26 B 3 (222, 15)
36A15 (264,48)
21 B 49 (189, 1)
46A74 (307,42)
66 B 168 (413,24)
21 B 3 (174, 1)
2, 30 (17, 24)
VmiO,2p.734Fff. 55A77 (365,32)
56 B 162» (412, 4)
IX 1,2p. 737a 69 A 7 (466,33)
1X6 p.746c 21 B 116 (207,21)
IX 7 P.746B IIB 36 (62,3)
Plut. de curios.
lp.616c 21 A 14 (166,9)
llp.520E 216101(201,15)
12 p. 521 D 56 A 27 (366,20)
— de def. orao.
1 p. 409 E 68 B 11 (496, 15)
11p. 416 D 12 AI» (60,43)
16 p. 418 c 21 B 24 (182, 10)
22 p. 422 b 6(28,21)
23 p. 422 o 6 (28, 24)
41p. 433 b 21 B 93 (198,14)
— de E
8p.388E 12 B 90 (76, 4)
18 p. 392 b 12 B 91 (75,7)
18 p. 392 c 12B76 (73,9)
— de puer. educ.
14 p. 9r 56 B 146 (410, 22)
17 p. 12d 46 C 6 (281,28;
— de exil.
11 p. 604 A 12 B 94 (75, 19)
17 p. 607 c 21 B 116 (206, 40)
17 p. 607 D 21 B 119 (208, 14)
17p.607F 46A38 (300,26)
■ de fac. in orb. Ion.
2 p. 920 c 21 B 40 (187, 7)
6, 6 p. 922 c 21 A 60 (162,42)
9p.926B 21 B 46 (188, 14)
12 p. 926 D 21 B 27 (183, 10)
14 p. 927 F 21 -B 76 (194, 11)
16, 6 p. 929 A 18 B 16 (124, 8)
732
II STELLENREGISTER.
W p. 929 B
16 p. 929 c
46B18 (321,5)
21 B 42 (187, 14)
65 A 89 a (367,9)
21 ß 43 (188, 1)
12 B 98 {76, 7. 66ö)
16 p. 929 K
28 p. 943 E
Plut. de fortuna
3 p. 98 c 12 B 99 (76, 8)
3 p. 98 D 21 B 83 (195, 33)
3p.98F 46 B 21b (322,16)
— de Alex. fort.
I 4 p. 328 4, 18 (27, 35)
140 p. 331 E 59 A4 (465,37)
ri3 P.336B 13B12 (93,8)
— de tbrtun. Roman.
lp.316D 25 B 3 (222, 12}
2 p. 317 A 65 B 148 (411, 14)
— de prim. frig.
7 p. 94? F 3 B 1 (21, 2)
16 p. 962 b 21 E 19 (179, 17)
19, 4 p. 953 E 21 A 69 (164,8)
— de gamiüt.
8p.505D 19 A 7 (128,12)
17 p. 511 c 12 A3i> (57,29)
— de genio Soor.
13 p. 583 A 32 A4» (234,11)
— de glor. Atb.
6p.348c 76 B 23 (661, 20)
— de Is. et Ob.
6 p. 353 AB 60 B 11 (461,24)
8p.354B 60 BIO (467,16)
9 p. 354 CD 60 B 8 (461,3)
29 p. 362 D 56 B 299« (439, 26)
30 p. 363 a 32 A 14 (237,2)
34p.364D 1 All (8,38)
46 p. 369 a S. 663 (zu 69, 16)
48p. 370 D 21 BIS (179,13)
70p. 379b IIA 13 (36,28)
79p.383D 21 A3 (164,16)
— de latenter viv.
5 p. 1129 £ 65 B 168 (413,20)
— fr. de libid. et aegr.
2 56 B 169 (413, 26)
— de mul. virt.
P.242F 76 B 22 (661,17)
~ de amic. multit.
öp.9ÖA 21 B 33 (186,1)
7p.96c 81 B 20 (619, 16)
Plxjt. quaest. nat.
1 p. 911 D 46 A 116 (313, 16)
2 p. 912 c 21B81 (195,22)
19 p. 916 D 21 B 89 (197, 19)
20, 2 p. 917 A 21 A 78 (166, 24)
21 p. 917 c 21 B 64 (192, 12)
28 p. 917 E 21 B 101 {201, 19)
31 p. 919 c 21 B 81 (195, 25)
39 (lat.) 21 B 94 (198, 19)
— Quaest. Plat.
3 p. 1006 F 21 B 48 (188, 27)
8, 4 p. 1007 D 12 B 100 (76, 10)
— quomodo adul. poet. aud. deb.
1 p. 15 D 76 B 33 (561,22 Adto.)
2 p. 16 c 18A16 (loa, 4)
21 A23 (167,29)
2 p. 17 E 11 B 34 (61, 21)
4 p. 21 E 13 B 32 (95, 3)
— c. princip. phiii>s. esse disa.
2p.?77c 21 B 27» (183,26)
— de prof. in virt.
8p.79BE 25 B (221,37)
10 p. 81 B 55 B 146 (410, 24)
17p. 86a 28 El (229,3)
— de vitioBo pud.
5p.530E IIA 16 (35,39)
— de Pyth. orac.
6 p. 397 A 12 B 92 (75, 13)
12 p. 400 B 21 B 44 (188, 8)
16 p. 402 A 12 C 3, 1 (86, 14)
18 p. 402 D 12 B 93 (75,17)
18p.402B IBl (11,8)
18p. 402 F 68» A3 (499,13)
— quaest. Rom.
101 p. 288 B 21 A 60 (162, 44)
— reip. ger. praec.
28 p. 821 A 56 B 163 (412, 6)
— de sanit.
8p.l26D 77 BIO (673, 4)
14 p. 129 a 66 B 147 (410,28)
24 p. 136 E 66 B 159 (414,6)
— conviv. vn Sap
2 p. 147 a 1 A21 (10,26)
P.157D 68 A 6 (492,27)
— an seni resp. sit capees.
7 p. 787 c 12 B 97 (76, 6)
— de s«ra num, vind.
16p.6ö9 13 B2 (90,10)
II. STELLEJjREGISTEK.
733
Pjxt de Bollert. anim.
20 p. 974 A 56 B 1Ö4 (412, 14)
33 p. 982 a 2,30(17,29;
p. 654 ad p. 17, 29
— de Stoic. rep.
37 p. 1051c 19 A 7 (128,12)
(Plutarchus) Stromat. (Doxogr. 579ff.)
2 iD. 579) 2. 10 (13, 28}
3(D.579) 3 A6 (18,22)
4(D.580) IIA 32 (41,8)
ö;D.Ö81) 18 A 22 (108,41}
19A23 (131,9)
7(D.681) 55 A 39 (359,43)
10 (D. 582) 21 A 30 (168,27)
11 (D.582) 67 A4 (461,11)
12 (D. 583) 51 A 6 (329,21)
Pi-UTARCHüs de superstit.
3 p. 166 c 12 B 89 (75, 1)
I3p. 17lK IIA 13 (36,30)
— de tr&nqoill. ammi
2 p. 465 c 56 B 3 (386, IQi
4p.466D 69 All (467,6)
15 p. 473 p S. 663 (zu 69, 1. 5)
16 p. 474 b 21 B 122 (209, 3)
— fr. n^pi ToO iiaßdXAciv
b. Stob, m 38, 32 79 B 16 (686, 19)
in 42, 10 79B17 (686,24)
PoLLUX lexic.
I 34 8ö B 96 (606, 22)
I 98 80 B % (605, 23)
U 7 80 B 38 (607, 1)
n 41 80 B 34 (696, 25)
U 67 80 B 7 (692, 26)
H 68 80 B 6 (692, 23)
81 B 63 (628, 10)
n 61 80 B 39 (597, 3)
n 76 80 B 8 (592, 28)
n 109 80 B 97 (606, 26)
II 130 80 B 98. 99 (606, 26)
n 122 81 B 64 (628, 11)
II 123 80 B 100 (605, 29)
n 148 81 B 55 (628, 12)
II 196 80 B 18 (696, 5)
81 B 66 (628, 31)
II 216 80 B 36 (696, 27)
II 223 80 B 36 (696, 29)
n 224 80 B 37 (696, 32)
II 228 80 B 101 (605, 31)
n 2.30
80 B 102 ,605, 32)
m 113
80 B 103 (606, 1)
m 116
81 B 56 (628, 13)
IV 9
80 B 104 (606, 3)
80 B 105 (606,5)
rV 64
81 E 57 (628, 14)
IV 166
81 B 68 (628, 16]
IV 167
80 B 106 (606, 6)
V 146
80 B 106^ (606, 8)
V 441
80 B 107 (606, 10)
VI 31
81 B 59 (628, 17)
VI 38
81 B 60 (628, 19)
VI 46
11 B 39 (52, 12)
VI 97
81 B 34 (624, 9)
VI 143
80 B 3 (692,16)
VI 162
81 B 61 (628, 21)
VI 163
81 B 61 (628, 21)
VI 163
80 B 108 (606, 12)
VI 169
80 B 109 (606,14)
VI 183
80 B 110 (606, 16)
VI 194;
81 B 62 (628, 24)
VI 196
81 B 63 (€28, 26)
■\1I59
81 B 38 (625, 12)
Va 78
81 B 64 (638, 29)
VII 91
81 B 65 (628, 31>
vn 108
81 B 66 (628, 34)
Vn 154
81 B 67 (628, 35)
VU 169
80 B 40 (697, 6)
vn 177
81 B 68 (628, 36)
vn 179
81 B 69 (629, 1)
VII 189
80 B 41 (697. 7)
VII 196
81 B 70 (629, l5i
VII 197
81 B 70 (629, 2)
Vin25
81B71 (629,10)
Vm 68
80 ß 111 (606, 16)
vm 103
80 B 112 (606, 18)
IX 17
81 B 72 (629, 13)
IX 26
80 B 113 (606, 20)
IX 63
80 B 42 (697,9)
IX 83
11 B 4 (47, 1)
IX 161
81 B 73 (629, 14)
POLYBIÜS
II 38,10fi
• 4,16(27,13)
IV 20
12 A 23 (61, 24)
Xir 27
12 B 101» (76, 16)
XVm 40,4
13 B 13 (93, 10)
Po&PHTBio ad Hör. Sat.
1532
S. 693 (za 229, 15)
734
II. STELLENREaiSTBSR.
PoRPHYRios dirö TOÖ Ö Tf^<; <DlXo\ÖTOU
ÄKpociöeu«; (b. Eus. P. E.)
X 3, 6 71 A 6 (506, 6)
X 3, 2ö 74 B 2 (537, 8)
— de abstinent.
rt 20 21 B 128 (210, 13)
n 21 21 B 128 (210, 17)
68 A 4 (492, 13)
S. 690 (zu 212, 1)
II 27 21 B 128 (210. 26)
n 31 21 B 139 (214, 9)
n 49 S. 662 (zu 67, 16)
rV^ 21 65 B 160 (414, 10)
— de antro nymph.
8 21 B 120 (208, 22)
29 S. 663 (zu 69, 15)
31 71 B 6 (509, 25)
— ad Gaurum (vgl. Galen) ed. KAlbfl.
S. 34, 26 71 B 7 (509, 31)
— comm. in Arist. phys.
b. Philop. ph. 125, 27 11 A 29 (40, 8}
b. Simpl. ph. 149, 13 60 (328, 4)
— histor. philos. ed. iter. Nauck
fr. 6 p. 7, 1 n. 1 A 7 (8, 8)
fr. 6 p. 7,9 71 A 2 (506,6)
vgl. 504 Anm.
fr. 8 p. 7,17 21 A 2 (163,44)
fr. 9 p. 8, 1 76 A 2 (646, 13)
fr. 12 p. 11, 23 47 A3 (323, 34)
— quaest. Homer, ed. Schrader
ad A 4 (1 69, 6) 12 B 102 (76, 20)
ad I 378 (1 137, 14) 66 B 1 (460, 24)
ad K 252 (1 147, 18) 48. 6 (326, 26)
ad = 200 (1 190) 12 B 103 (76, 23)
ad Y 67 (I 240, 14) 72, 2 (oll. 11)
ad <t> 252 (1 274, 9) 65 B 22 ißU, 18)
— ad Marc. 20 65 B ll2 (406, 9)
— in Ptolem. Harm. ed. Walli«
p. 236 35 B 1 (257, 39)
p. 267 36 B 1 (267, 43)
p. 266 32 A 25 (238, 20)
p. 267 35 B 2 (261, 8)
p. 277 35 A 18 (266,22)
p. 280 36 A 17 (266, 38)
p. 288, 4 46 B 18 (273, 38)
— de Styge ap. Stob. ecl. 1 49,63 (p.424,14)
21 B 105 (202, 14)
PoBPHTEius Vit. Plotin.
24 13 A 7 (88, 24)
— Vit. Pythag.
3 4, 6 (23, 16)
43, 2 (268, 3]
4 4, 13 (25, 30)
7 4,9(24,39)
9 4,8(24,13)
22 4,12 (25,27)
29 21 A 13 (166, 3)
30 21 B 129 (211,6)
36 8. 2 (29, 36)
37 8, 2 (29, 37)
41 46 C 2 (279, 21)
42 45 0 6(281,30)
66 4, 16 ,'27, 12)
71 A4 (505,20)
67 34,2 (250,7)
— b. Stob. Ecl. 1 49, 60 (1 444, 7) 21 B
126 (210,3)
— b. Suidas roprfa? 76 A 10 (547, 29)
PosiDiPPüfi epigr. ed. Schott
21 p. 79 12 B 138 (81, 7)
PosiDONius Stoious 4, 18 (27, 37) 46 A
33 (299, 40) 66 A 56 (362, 17. 20)
55 B 300, 14 (443, 22] 64, 2 (466, 19, ;
vgl. Reg. II.
Peiscianus grammat. ed. Hertz
Vn 64 (1341) 13 B 48 (97,6)
XVm 230 (H 321) 80 B 76 (603, 16)
Pbobus ad Verg. Buc. ed. H. Keil
2, 48 p. 8, 3 73 B 41 (518, 5 Anm.)
6,31 p. 20,30 71 A 9 (507,1)
Proclüs chrestom. (Script, metr. ed.
Westphal)
p. 231, 14 76 B 25 (561,30)
Proclüs in Euclid. ed. Friedlein
p. 22, 9 32 B 19 (246, 13)
p.66,3 1 All (8,30)
p.68,11 4,6a (23,26)
79B12 (686,8)
p. 66, 15 45 B 1 (269, 43)
p.66,21 29,1(229,34)
46 A 9 (296,8)
p. 66, 4 30, 1 (231, 22)
p. 66,}4 36 A 6 (252,11)
p.80,16 29,12(231,8)
p. 130,8 32 A 14 (236,26)
II. STELLENREGISTER.
735
p. 167, 10
p. 166, 26
p. 173, 11
p. 174, 12
p. 260, 20
p. 272, 3
p. 283, 4
p. 299, 1
p. 333, 1
p. 362, 14
p. 379, 2
p. 419, 15
p. 426, 6
1 A 20 (10, 12)
32 A 14 (236, 30)
32 A 14 (236, 36)
32 A 14 (23Ö, 38)
1 A 20 (10, 13)
79 B 21 (686, 12)
29,13 (231,12)
1 A 20 (10, 17)
29, f4 (231,17)
1 A 20 (10, 19)
45 B 21 (274, 6)
46 B 20 (274, 1)
46 B 19 (273, 43)
PEoCLirs in Hesiodi opp.
p. 83 76 B 26 (661, 33)
p. 84 66 B 2 (460, 27)
p. 284 IIA 22 (36, 7)
— in Piaton. Alcib. ed. Cousin (1864)
p. 525, 21 12 B 104 (76, 26)
— in Grat. ed. Boiss.
p. 67 55 B 26 (395, 9)
p. 103 21 B 121 (208, 32)
— in Farm. ed. Cousin (1864)
I p. 619, 4 18 A 4 (106, 27)
I p. 665, 17 18 A 18 (108, 13)
I p. 694, 23 19 A 15 (129, 24)
I p. 708, 16 18 B 3 (116, 11)
— in rempubl. ed. Kroll
n 34, 25 21 B 69 (193, 8)
n 107,6 S. 666 (zu 79, 7)
n 113,6 55 B 1(384, 33)
n 117, 7 55 B 1 (386, 10)
n 157, 24 21 B 121 (208, 31;
— in Timae. ed. i>iehl
20 D 177,15 71 B 4 (609, 8)
23 c 1 129, 16 71 A 12 (507, 15)
24e 1176,27 32 A 9 (234,46)
29a I 333,28 71 B 6 (509, 28)
29 c I 346, 12 18 A 17 (108, 11)
29 c 1346, 18 18 B 4 (116, 14)
31 B II 8, 26 21 B 52 (189, 12)
32 AB n 38,1 36,3^265,15)
32 cn 64, 28 71 B 3 (508, 16)
35 B n 190, 7 S. 696 [zu 238, 39)
38 D III 63, 26 46 A 75 (308, 1)
— Inat- theol. ed. Creu26r
II 1 p, 77 S. 695 (zu 236, 30)
Di eis, f ragm. d. Vowokr.in.
PsKLLUs de lapid. ed. Bernard
28 p. 38 21 A 69 164, 5)
46 A 12 (296, 44)
— d. omnif. doctr.
15 46 A 101» (313,45)
Ptolemaeus asti'on. apparit. epileg. in
Lydus de ost. ed. Wachsm.2
p. 213, 19 55 B 14, 7 (392, 3;
p. 215, 18 55 B 14, 7 (392. 5j
p. 217, 12 66 B 14, 7 (392, 6)
p! 220, 13 66 B 14, 7 (392, 7)
p. 223, 14 65 B 14, 7 (392, 8l
p. 227,5 65 B 14, 7 (392,10)
p. 229, 10 65 B 14, 7 (392, 12j
p. 230, 11 55 B 14, 7 (392, 13)
p. 233, 8 55 B 14, 7 (392, 14
p. 233,15 55 A 14. 7 (392, 15.>
p. 234, 17 56 B 14, 7 (392, 16)
p. 237,17 f>ö B 14, 7 (392, 17;
p. 238, 6 55 B 14, 7 (392, 13;
p. 240. 12 .55 B 14, 7 (392, 19)
p. 241, 6 55 B 14, 7 (392, 20}
p. 243, 5 55 B 14, 7 (392. 21)
. p. 245,1 55 B 14, 7 (392,23
p. 246, 16 55 B 14, 7 .392,25
p. 247, 18 65 B 14, 7 (392. m
p. 252, 2 55 B 14, 7 39i,'. 27
p. 268,10 o5B J4,7 (392,28
p. 259, 9 55 B 14, 7 '392, 29
p. 262, 19 55 B 14, 7 (392, '^5}
p. 263, 18 56 B 14, 7 (392, 31)
p. 267,4 55B14,7 (.%2. 33;
p. 268, 21 55 B 14, 7 (392. 34)
p. 271,22 56 B 14, 7 (392. 35;
p. 275, 1 55 B 14, 7 (391, 44
— harmoR. ed. Waliis
I 6 p. 277 36 A 18 (256. 22
I 6 p. 280 36 A 17 ;2ö5, 38
I 7 p. 288, 4 45 B 18 (273, 38;
I 13 p. 31 35 A 16 (255, 7)
QlFTi Übers, v. Müller Gr. Phihs. in d.
ar. Überl.
S. 36 55 B 305 (446, 42,
QuiKTiLiANUs instit. orat. ^^■
14,4 21A24aö7,19
110,17 35A19i> (266,'i3.
III 1, 8 ff. 21 A 19 (156, 13,
26
736
II. STELLENREGISTER,
m 1,8 ff.
III 1, 10
JH 1,12
m 1,13
76 A 14 (648, 13)
74 B 6 (538, 13)
74 B 6 (Ö38, 15)
77 A 10 (664, 27)
76 A 16 (548, 23)
RuFUS Ephes. d. nom. part. hom. ed.
Daremb,
229 p. 166, 12 21 B 70 (193, 12)
— b. Oalen ed. Kühn
XVII A 1006, 8 51 B 9 (340, 3}
— b. QribaBiuai ed. Daremb.-Bussem.
m 156 14 A 17 (103,13)
III 607, 7 55 B 300, 10 (442, 13)
IV 63 55 B 300, 10 (442,11)
Sabinus (vgl. 73 A 5 (512, 17)
b. Gal. XV 25 K. 11 A 36 (42, 31)
Satyrüs (Müller fhg III)
fr. 11 p. 162 21 A 1 (150, 10)
fr. 12 p. 162 21 A 1 (151, 9. 13. 21)
76 A 3 (545, 27)
76 B (659, 19)
fr. 14 p. 163 46 AI (294,33)
fr. 16 p. 163 32 A 8 (234, 38) '
jfr. 18 p. 164 69 A 4 (455, 35)
— 'HpaKXe(6ri<; 4v Tf|i larupou ^triTOjarii
(Müller FHG in)
fr. 7 p. 169 19 A 1 (126, 24)
ScHOLTA in Aeschin. ed. Schultz
I 39 (p. 261) 81 A 13 (611, 18)
• — in Aeschyl. Prom.
130 81 A 2 (608, 25)
— in Apollon. Rhod. ed. Keil
I 498 46 A 77 (308, 9)
I 658 55 B 299« (439, 26)
I 645 71 B 8 (510, 1)
n 676 60 B 4 (459, 14)
n 1098 65 B 14, 6 (391, 36;
n 1122 68 B 12 (496, 22)
73 B 26 (616, 33)
m 1 67 B 16 (487, 3)
m 342 68 B 13 (496, 28)
m 633 66 B 161 (414, 13)
m 1035 67 B 16 (487, 6)
lU 1179 67 B 1 (484, 16)
67B17 (487,8)
79 B 2 (683,27)
IV 67 68 B 14 (496, 30)
73 B 26 (616, 86)
IV 143 81 B 19 (619, 7)
IV 156 67 B 2 (484, 19)
IV 269 (D. 228) 51 A 18 (330, 32)
IV 828 73 B 27 (616, 4)
IV 992 73 B 28 (616, 6)
IV 1147 73 B 29 (616, 11)
ScHOLiA in Aratum ed. Maas»
46 (p. 349, 23) 68 B 23 (498, 1)
156 (p. 367,17)
67 B 8 (485, 30 Arno.
172 (p. 369, 24)
67 B 18 (487, 12)
172 (p. 389,24)
S. 652 (zu 11, 14)
172 (p. 369, 27)
79 B 13 (585, 12)
172 (p. 370, 8)
68a Bö (500,1)
254 (p. 386, 13;
67 B 18 (487, 20;
254 (p. 386, 17)
eS^ B 5 (500, 1)
940 (p. 515,27)
3A18 (20,18)
940 (p. 516)
57 A 17 (4ö2, 6)
1091(p.ö4ö,20j
46 A 81 (308, 38)
— in Aristophanem ed. Dübner
Av. 179
81 B 18 (618, 27)
Av. 692
77 A 10 (564,^9)
Av.880
78 B 3 (578, 2)
Equ. 327
27,4 (228,6)
Equ. 408
11 B 17 (49. 13)
Nub.-94— 97
26 A 2 (223, 19)
Nub. 96
24 (220, 21)
Nub. 361
77 A 6 (564, 13)
77 B 1 (567, 8)
Pac. 697
11 B 21 (50, 1)
Pac. 835
25 A 2 (221,4)
Ran. 1033
67 A 6 (484, 1)
— in Clement. AI.
Protr. ed. Klotz
IV 103
26 A 2 (223, 25)
— in Dionys. Thrac. ed. Hilgard
p. 164, 23
72, la (511,4)
p. 166, 13
21A23 (157,27)
p. 168, 8
21 A 23 (167, 22)
p. 184, 3ff.
66 B 20 (394, 10)
p. 448, 13
72,1» (611,10)
p. 482, 13
65 A 127 (372,20)
— Bodlean. in Epictet. ed. Schenkl
p. LXXI 12 B 136 (81, 1)
p. LXXin 20 65 B 300, 8 (441, 36)
— in Euripidem ed. Schwartz
Hipp. 264 81 B 7 (616, 7)
Phoen. 13 68 B 16 (496, 33)
II. STELLENREGISTER.
737
Phoen. 18 21 B 66 (192, 22)
Rhes. 36 68 B 16 (496, 35)
Rhes. 628 70 B 1 (502, 12)
SciiOLiA in Germanici Aräk. (Envtosthen,
ed. Robert p. 110)
p. 75, 10 67 B 18 (487, 16}
— in Gregor. Nftz. ed. Migne
XXXVI 911 46 B 10 (317, 17)
— in Heeiod. theog.
134 73 B 4 (513, 13)
379 73 B 30 (516, 14)
— in Hippocr. Epid. 1 13, 3 (Erotian cd.
Klein p. 18) 11 B 45 (53, 11)
— ABT in Homeri Iliadem
A 381 72,3(511,30)
A 636 48, 1 (326, 9)
B 212 11 A 23 (36, 10)
A 450 76 B 27 (561, 36)
H 390 55 B 23 (394, 22;
I 539 11 B 43 (53, 1)
0 39 55 B 2 (386, 4)
A 27 11 B 32 (51, 16)
554 55 A 156 (382, 11)
ni61 46A98 i311,28)
N 137 55 B 162 (414, 16)
P 547 46 B 19 (321, 8)
Y 296 73 B 32 (616, 26)
307 73 B 31 (516, 18]
1 251 12 B 105 (77, 4)
Y 67 72, 2 (511, 11)
X 414 13.B 64 (100, 3)
— Genev. in Iliad. ed. Nicole
e 39 (1 111) 65 B 2 (386, 2)
0 195 (1 197, 19) 26 B 1 (225, 30)
11 B 30 (51, 6)
q> 441 (I 208,21) 67 B 4 (453, 23)
— in Hom. Odyss. HQVY
K 2 73 B 33 (516, 29)
\ 520 73 B 34 (517, 1)
5 533 73 B 35 (517, 9)
p 207 73 B 36 (517, 18)
— in lambliqhi V. Pyth. ed. Nauck
p. 198 21 A 19 (166, 19)
— in Isoer. 13, 19 76 B (569, 19)
— in luven, ed. Buecheler
VII 203 78 A 7 (574, 25)
X 33,47 65A21 (365,31)
ScHOLiA in Nicandrum ed. Keil
Alex. 171-176 12 A 14a (69, :
73 ß 37 (517, 26)
21 B 130 (211, 20)
44,5 (268,22)
65 B 300, 4 (440, 34)
46 A 20» :298, 13)
68 B 17 (497, 1)
60 B 4 (459, 15)
68 B 18 (497, 4)
67 B 12 (486, 20)
73 B 41 (516, 4)
73 B 38 (617^ 28)
73 B 39 (517, 31)
79 B 14 (685, 14)
79 B 15 (585, 17)
Ther. 11
462
586
764
in Pindarum
Ol. 1, 91
Ol. 1, 127
Ol. 3, 28
Ol. 7, 24
Ol. 7, 36
Oi. 7, 42*
Ol. 9, 70a
Pyth. 3, 25
Pyth. 4, 288
Nem. 7, 53
in PlatoneiQ
Alcib. Ip.ll9A 19 A 4 (127, 26)
Gorg. 488e 21 B 26 (182, 17)
Pha«d. 108 li 8, 12 (31, 18)
i. rempubl. 600a 1 A 3 (7, 6)
600c 74 A3 (628,3)
77 AI (562,29)
Tim. 20 Äff. 81 A3 (609,1)
in Sophocl. Oed. E. s. Hypothesis.
Oed. Col. 1063 67 A 3* (483, 15)
in Theocritum
13
Xm arg.
XIV 5
in Thucyd.
I 61,4
68 B 16 (496, 37)
73 B 3 (513, 9)
45 E (291, 33)
73 B 41 (518,6 Anm.)
ScTLAX Garyandensis ed. Issbemer
fr. 2 p, 5 80 B 47 (598,6)
— q. f. Periplus ed. Müller (GGM. I)
fr. 95 (p. 69) 70 A 2 (602, 3)
ScYMNUS q. d. pcrieg.
869 60 A 2 (468,27)
ScYTHTNUS Teiue; vgl. 12 A 1 (56,22)
'laMßoi ir€pi (puö€tü<; 12 C 3 (86, 13)
SfiLEUCUs grammaticus
12 AI (56,3) 72,3(511,30)
SEJfus (Müller fhg IV)
fr. 8 p. 493 10,3(33,31)
Seneca rhetor controv.
n 1,33 80B81 (604,16)
26*
738
11. STELLBNREGISTER.
Sekeca Philosoph, epist.
7,10
12,7
88,43
88, 44. 45
90,32
[Seneca] Monita
Seneca Nat. quaest
II 12, 3
II 18
II 19
n 20
n 55
m 14
ni 24,1
IV 2,17
rV 2, 28—30
VI 9, 1
VI 10
VI 19,1
VI 20
Vn3,2
VHS, 3
65 B 302» (446, 26)
12 B 106 (77,7. 665)
62 B 4 (465, 43)
74 A 20 (632, 19)
19 A 21 (130, 36)
55 B 300,14 (443,22)
73*3 (520,8Anm.)
46A84 (309,4)
2, 23 (16, 25)
46 A 84 (309, 6)
51 A 16 (330, 16)
49,1 (327,2)
1 A15 (9,28)
21 A 68 (163, 43)
46 A 91 (310, 12)
61 A 18 (330, 36)
46A89 (309,42)
3A21 (20,40)
67 A 21 (462, 24)
66 A 98 (368, 8)
66 A 92 (367, 29)
46 A 83 (308, 41)
SERVnJS,in Vergilium
Aen: VI 667 67 A 7 (484, 6)
Georg. 1, 19 68 A 8 (493, 21)
2, 138 67 B 18 (487, 13)
Sextus Empiricus Pyrrh. hypot.
I 33 46 A 97 (311, 22)
I 216-219 74 A 14 (631, 7)
11 A 35 (42, 16)
I 224
n 63
m 14
ni 30
Vn 389
1X361
— adv. mathematico»
55 A 134 (373, 18)
26 A 1 (223, 17)
26 A 6 (223, 35)
29,3 (230,8)
66 A 1 (469, 9 Anm.
71 A 10 (507, 9)
74A15 (631,31)
26 A 5 (223,35)
I 2
I 257
I 273
I 289
I 302
III 23
UI 58
62 A 7 (463, 16)
11 A 8 (35. S,
13B11 (93,6)
11 B 12 (48, 16)
21 B 113 (206, 20)
46B21a (322,14)
48 B 21» <322, 14)
VII 6
VII 14
VU 49
VII 63
Vn67
vn 60
vn 66-87
vn 87.88
Vn88
vn9o
vn 92
VII 111-114
VII 116.117
VII 122-124
VII 124
vn 126
vn 126—134
VII 132
vn 133
VII 136
VII 136
VII 137
VII 138. 139
Vni40
vn 266
VII 267
Vn349
VII 369
Vn374
VII 389
VIII 6
Vni 286
Vni 327
IX 18
IX 19
1X24
1X62
IX 64
1X55.56
IX 113
IX 126
19A10 (128,26)
21 A 19 (156, 11)
47 A 6 (324, 34)
11 B 34 (51, 21. 659)
55 B 163 (414, 18)
76 (643,23;
74 B 1 (636, 6)
76 B 3 (552, 13)
67 A 25 (452, 39)
69 A 16 (457, 27j
46 B 21 (322, 3)
32 A 29 (239. 22)
18 B 1 ai3, 25)
55 B 164 (414, 20)
21 B 2 (173, 10)
21 B 4 (174, 6)
12 B 107 (77, 8)
12 A 16 (59, 40)
12 B 1 (61, 30)
12 B 2 (63, 4)
55 B 9 (388, 15)
55 B 9. 10 (388, 22)
66 B 6.7.8 (388,6)
66 B 11 (389, 11)
46 B 21* (322, 10)
65 A 111 (370,30)
63, 3 (466, 7)
56 B 166 (416, 10)
55 B 165 (416, 25)
55 A 107 (370, 19)
55 AHO (370,28)
46 B 21» (322, 14)
65 A 8 (353, 27)
56 A 114 (371, 10)
74A19 (632,17)
55 A 59 (363, 1)
65 A 110 (370,29)
12A16 (60,33)
21 B HO (203, 32)
55 B 10 b (389,6!
77 B 5 (571, 23)
65 B 166 (415, 29t
65 A 75 (366, 22,
77 B 6 (671, 29)
81 B 25 (620, 6)
74A12 (530,19)
55 A 83 {366,-2f7)
21 B 135 (213, 7)
II. STELLENREGISTER.
739
IX 127
21 B 1.36 (213, 19)
p. 392, 18
45 B 31 (277, 10)
IX 129
21 B 137 (213, 30)
p. 471,1
2,19 ,10, 46)
IX 144
11 B 24 (50, 17)
p. 611, 23
46A88 (309,26)
IX 193
11 B 11 (48, 12)
p. 611, 26
45 B 37 (278, 20)
IX 360
47 A 7 (324, 36)
p. 520, 28
46A88 (309,28)
50 '327,28)
p. 622, 7
11 A47 (43,27)
IX 363
65 A 65 (362, 19)
p. 524, 12
S. 654 (zu 20, 32)
X 46
18 A 26 (109, 32)
p. 528, 30
21 B 36 (186, 10)
X 181
56 A 72 (365, 1)
p. 529, 21 ff.
21 B 86. 87 (197, 10)
X 314
11 B 33 (61, 19)
21 B 95 ;198, 26)
X 316
21 B 6 (175, 7)
21 B 71 (193, 16)
XI 96
21 B 118 (208, 5)
p. 530, off.
21 B 73 (193, 23)
Über cod. Laur. gr. 85, 19 vgl. S. 707 (zu
p. 630,8
21 B 75 (194, 6)
322, 10)
p. 556, 25
18A14 (107,47)
Sbxti q. f. Sententiae ed. Elter I (Bonn.
p. 557, 10
20 A 4 (136, 21)
1891)
p. 567, 14
20 B 6 (144, 21)
9-10
S.694 (zu 229,26)
p. 557, 20
18 B 1 (114, 3)
SiDONius Apollin
aris
p. 558,8
18 B 19 (125, 6)
c. 10,91
61 A 8 1,329,41)
p. 658, 19
20 B 8 (147, 4)
c. 15, 94
47 A 10 (325, 3)
p. 559, 20
18 B 11 (123, 3)
SiLENCs (Müller
FHG ni)
p. 564, 24
55 A 120 (371, 42)
fr. 6 p. 100
46 A 1 (294, 27)
p. 669, 5
55A61 (363,24)
Simon d. re equ.
ed. Oder {Rh. M. 67)
p. 583,20
54A16 (346,32)
p.ö
S. 694 zu 229, 26)
p. 586. 29
21 B 67 (189, 30)
Simonides fr. 40
66 A 3 (470, 22)
p. 587. 8
21 B 35 [\88, 15)
b. Diog. Vlil 67 21 A 1 (152, 2)
p. 587, 18
21 B 68 (I90,*10)
b. Schol. Theoer. arg. XIII 73 B 3
p. 587, 20
21 B 59 (190, 13)
(613,11)
p. 608, 24
46 B 7 (316,17)
i. Anth. Pal. VII 508 21 B 156 (218, 3)
*' p. 615, 13
2,17 (16,23)
SiMPLicirs in Arist. comment. (ed. Ae.
p. 712,27
6ÖA61 C363,27)
Berol.)
SiMPLicius Categ.
de anima
p. 412, 26
12 A 22 (61, 19)
p.68,5
21 B 96 (199, 6)
— Phya.
p. 173, 7
66 A 116 (371, 21)
p. 22, 9
3A6 (LS, 16)
p. 202, 30
21 B 108 (203, 9)
11 B Se (50, 21)
— de caelo
p. 22, 22 ff.
IIA 31 (40,21)
p. 119, 2
46 A 73 (307, 36)
p.22,27
18 A 7 (107,16)
p. 202, 16
54 A 21 (347, 12)
p. 23, 19
11 B 26 (60, 19)
p. 242, 15
54 4 14 (346, 6)
p. 23, 21
1 A13 (9,14)
p. 293, 18
21 A 62 (161, 46)
p. 23, 22
26 A 4 (223, S2)
p. 294,33
55 A (358, 30)
p. 23, 29
1 B 1 (11, 3)
55 A 37 (359, 7)
p.23,33
8,7 !30,41)
p. 296, 16
36^fi (265, 13)
12 A 5 (58, 6)
p. 304, 5
21A52 (162,6)
p.24,13
2,9(13,1)
p. 306, 21
21 A52 (162,4)
p. 24. 26
3 A 5 (18, 9)
p. 310,5
66A82 (366.21)
p.25,1
61 A 6 329,9)
p. 379, 15
36, 2 (265, 14)
p. 26, 2
64 A 3 (343, 34)
p. 386, 20
45 B 30 (276, 46)
p. 25, 16
18A34 (110, 42i
740
II. STELLENßEG ISTER.
SiMPLlciua Phys.
p. 2ö, 19
18A10 107,27)
21 A 7 (154,33)
46 A 8 (296,6)
p. 25, 21
21A28 (158,5)
p.27,2
46A41 (300,41)
p.27,3
47 A 5 (324,26)
p.28,4
18 A 8 (107, 18)
54 A 8 (344,46)
p. 28, lö
55A38 (359,31)
p. 28, 27
57 A 3 (451, 7)
p.29,22
20 B 2 (143, 9)
p. 30, 13
18 B 8 (118, 27)
p. 31, 3
18 B 8 (121, 18)
p. 31, 10
18 B 12 (123, 13]
p.32,3
21 B 98 (199, 25)
p. 32, 11
21 B 35 (185, 14)
p. 33, 3
21 B 98 (199, 29)
p. 33, 18
21 B 26 (182, 21)
p. 34, 14
18 B 12 (123, 15)
p.34,21
46 B 4 (314, 26)
p. 34, 28
46 B 4 (314, 20)
p. 35, 13
46 B 9 (317, 10)
p.36,1
54 A 14 (346, 1)
p. 86, 25
18 A 19 (108, 18)
p. 38, 28
18 B 8 (118, 25)
p. 39, 10
18A34 (110,40)
p.39,12
18 B 12 (123, 11)
p. 39, 18
18 B 13 (123, 29)
p.42,10
55A47 (361,12)
p. 44, 16
56 A 45 (360, 43)
p. 54, 12
80 B 13 (593, 15)
p.66,26
30,3 (231,39)
p.60,22
30, 3 (231, 41)
p.61,&£f.
30,3 (232,6)
p. 70, 16
20 A4 (136,20)
p.78,2
18 B 6 (117, 11)
p.78,ö
18 B 8 (118, 5)
p.97,12
19A16 (129,42)
p. 97,43
19 A 21 (130, 17)
p. 99, 10
19 A 21 (130. 20)
p. 103, 13fif.
20 B 1 (143, 27)
p. 109, 20
20 B 2 (143, 9)
p. 109,29
20 B 3 (144, 3)
p. 109, 32
20 B 10 {14&, 4)
p. 109, 34
20 B 9 (148,19)
p. 110, 2 ff.
20 B 4. 5 (144, 8)
p. 111, 18
' 20 B 7 (145, 1)
p. 115,
p. 116,
p.117,
p. 134,
p.138.
p. 139,
p.140.
p. 140,
p. 14S,
P. 144,
p.144,
p. 146,
p. 147,
p. 147,
p. 149,
p. 149,
p. 150,
p. 151,
p. 151,
p.153.
p. 153,
p. 153,
p. 154,
p. 154,
p. 155,
p, 165,
p. 155,
p.156,
p. 166,
p.166.
p. 157,
p. 157,
p. 157,
p.159,
p. 159,
p. 160,
p. 161,
p. 162,
p. 163,
p. 164,
p.164.
p.164,
p.164.
p.166,
p. 175,
p. 176,
p. 179,
11
18 A 28 (109, 45)
26
18 B 4 (116, 15)
2
18 B 6 (117,8)
2
19 A 23 (131, 4)
3
19A22 (130,45)
5
19 B 1. 2 (133, 15)
27
19B2 3 a34, 11)
34
19 Bl (133,3)
4
18 B 8 ai8, 20)
25
18 A 21 (108, 34)
29 ff.
18 B 8 (118, 3)
29
18A20 (108,24)
13
18 B 8 (118,17)
28
18 B 8 (118, 32)
6
50- (327, 41)
32
3 A 5 (18, 19)
24
2, 9 (13, 14)
20
51 A 4 (328, 39)
28
51 B 2-5 (334, 5)
13
51 B 6. 7, (336, 18)
17
51 B 7 (339, 14)
20
51 B 8 (339, 19)
14
2,9* (13,19)
29
46 A 64 (305, 46)
21
46 B 16 (320, 18)
23
46 B 1 (313, 28)
30
46 B 2 (314, 4)
1
46 B 4 (314,24)
9
46 B 5 (316, 3)
13
46 B 12 (318, 4)
5
46 B 14 (320, 3)
9
46 B 4 (314, 27)
25
21 B 17 (177, 19)
13
21 B 21 (180, 11)
27
21 B 23 (181, 23)
26
21B22 (181,6)
14
21 B 17 (177, 20)
24
20 B 1 (143, 3)
18
46 B 17 (320, 24)
16
46 B 3 (314, 7)
22
48 B 11 (318, 1)
24
46 B 12 (318, 3)
25
46 B 6 (316, 9)
15
46A41 (301,16)
46 B 3 (314, 8)
11
46 B 8 (317, 3)
28
46 B 8 (317, 6)
3
46 B 15 (320, 9)
II. STELLENKEÖISTER.
741
p. 179, 6
46B16 (320,15)
p, 179, 31 ff.
18 B 8 (118, 33)
p. 180, 8
18 B 9 (122, 6)
p. 188,32
11 B 29 (51, 4)
p. 300, 19
21 B 96 (199, 1}
p. 300, 27
46 B 13 (319, 14)
p. 327, 14
55Xß1 (364,16)
p. 827, 24
55 B 1&7 (416, 6}
p. 327, 26
46A47 (304,10)
p. 830, 14
55 A 68 (364, 21)
p. 331,3
21 B 86 (197, 4)
p. 831, 10 fr.
21 B 103. 104 (202, 9)
p. 331, 16
55 A 69 (364, 36)
p. 371,33
21 B 61 (190, 29)
p. 381, 29
21 B 62 (191, 14)
p. 431, 8
36 A 23 (257, 9)
p. 431, 13
45 B 32 (277, 14)
p. 405,20
45B28 (276,27)
p.460,4
46 A 45 (303, 4)
p. 460, 16
46 B 10 (317. 28)
p.461,7
46 B 3 (314, il)
p. 461, 20
46A53 (304,43)
p. 467, 28
35 A 34 (257, 14)
p. ÖG3, 17
19 A 24 (131, 16)
p. 648, 12
54 A 20 {347, 10)
p. 648, 14
57 A 8 (451,31)
p. 683, 24
23 (220, 16)
p. 732, 26
46 B 34 (277, 21)
p.754,9
16 (106, 17)
p. 925, 10
54A13 (345,38)
p. 947, 3 ff.
19A25 (131,34)
p. 1016, Uff. 19A28 (132,19)
p. 1019, 27 ff
. 19 A 28 (132, 15)
p. 1056, 1
56 A 165 (383,32)
p. 1108, 18
19 A 29 (132, 27)
p. 1121,5
2,17 aö,34)
p. 1121, 12
3 A 11 (19, 28)
p. 1121, 21
46 A 64 (305, 48)
57 A 5 (451, 20)
p. 1124, 1
21B29 (184,9)
p. 1124,9
21B20 (180,1)
p. 1153, 22
55 A 71 (364, 45)
p. 1183,28
21 B 27 (183, 19)
p. 1184, 2
21 B 31 (184, 21)
p. 1184, 12
21 B 30 (184, 16)
p. 1186,9
46 A 59 (305, 16)
p. 1318, 33
55 A 58 (362,41)
p. 1318, 34
55 B 168 (416, 8)
SoLTNUS ed. iterum Mommsen
1 64 p. 13, 4 55 B 300, 5 (441, 30)
ni 3 p. 45, 15 55 B 300, 8 (441, 30)
SoLON {Anth. lyr. ed. Crusiufl)
fr. 20 81 A 8 (610,19)
fr. 27,3 14 A 16 (103,2)
SoPATER in Hermog. ("Walz.)
V6f.
76 B (559,20)
SOPHOCLES
Antig. 450 ff.
21 B 136 (213,3)
652
14 B 5 (104, 16)
fr. 797 N.
46A91 (310,14)
fr. 1012
67 A 6 (484,3)
SoBANUS Gynaec. ed. Eo»e
1 21 p. 185, 18 21 A 80 (166,31)
1 39 p. 204, 18 21 A 81 (167, 11)
1 57 p. 225, 16 21 A 79 (168, 27)
II 17 p. 314, 1 55 A 159 (382, 23)
S. CABLIÜ8 Aurel. ; vgl. 18B 18 (124,28)
SosiADSS VII Sap. Sent. S. 620,8 Anm.
(vgl. Berichtig.)
S0.SIBIU8 Laco (Müller fkg II)
fr. 17 p.628 68 AI (491,2)
S0SICKATE8 Rhodiu« (Müller fho IV)
fr. 10 p. 601 1 A 1 (6, 17)
— Oreticorum »criptor (Müller 1. c.)
fr. 1 p. 500 68 B 20 (497, 17)
SoTioN Aiaboxv) Ttijv (piXodöqpurv
Diog. n 12
46 AI (294,30)
1X5
13 AI (64,39)
IX 18
11 A 1 (34, 10)
IX 20
11 A 1 (34, 24)
1X21
18 A 1 (106, 30)
— Heraklides kv xf^i Zurriiuvo? ^itiTOMfji
(Müller FHG ni)
fr.9p. 1€9 4,19(28,3)
— Stoicus TTcpi öpYf)^ ß b. Stob. flor.
(m)20,63 66 A 21 (356,26)
SPEÜSIPÜ.S TTepi (pjXo(T6<ptuv
Diog.IX23 12 AI (106,14)
— TTcpi TTu9aTopiKu»v dpiO|id)v
Theol. arith. p. 61 32 A 13 (235, 13)
Sphaerus StoicuÄ Schriften TTcpl ihx-
xCoTUJv, TTpö? Tcu; dröfiou^ Kai ra
eibiuXa
Diog. Vn 178 . 55 A (358, 39)
Statius 8ilv. V 3, 160 13 A 9 (88, 35)
742
II. STELLENKEGISTEß.
STEPflANUS Byzantius s. v.
'Aßferipa
■'ATToXXarviqt
"A^iUvSoi;
EXiioia
'HYTjoidvat
Tctpa?
74 A 21 (532, 26)
öl A3 (328,34)
65 (466,29)
60 B 1 (459, 3)
ÖÖA32 (357,6)
15, 2 (106. 10)
Stesimbrotus Thasius (Müller fhg II)
fr. Ip. 63 20 A3 (136,14)
Stotjaeüs Ecl. phys. ed. Wachsmuth
Ipr.3p.l6,20 32 B 11 (243,1)
lpr.3p.l8,6 32 B 12 (244,7)
Ipr:4p.18,8 35 B 4 (263, 4)
Ipr.6p.20,l 46 B 2 (270, lOj
I pr.lO p.22,16 46 B 28 (276, 24)
15,16 12 B 137 (81,3)
I 6, 18 46 B 11 (291, 19)
I 6, 19 33, 1 (249, 13)
18, 2 11 B 18 (49, 16)
18,10 81B2e;622,9Amn.)
I 8, 11 81 B 26 (622, 9)
18,12 81B26(622,9Anm.)
18,43 12C3,2 (86,22)
1 10. 11 21 B 36 (186, 11)
110,11b 21 A 33 (169,15)
110.12 IIA 36 (42,27)
1 12 12 C 4 (86, 27)
113,2 35*6(264,40)
116,2 18 B 25 (126,4)
21 B 28 (184, 2)
^ 116,7 32 B 17 (246. 6)
118,1« 45 B 30 (276, 41,
120.2 32 B 21 (247, 13)
120.3 35*6(264,40)
I21,6d 32 A17 (237,30)
121, 7 a 32 B 2 (239,34)
121^ 7b 32 B 4 (240, 15)
121.7« 32 B 5 (240,18)
I21,7d 32 B 6 (241,1)
1 21, 8 32 B 7 (242, 10)
126,8 32 B 18 (246, 11)
136,17 21 A 32 (159,4)
149,63 21 B 106 (202, 14)
149,60 21 B 126 (210,3)
— öcl. eth. ed. Wachsmufch
n 1, 12 65 B 169 (416, 10)
n 1,18 56 B 169 (416,10)
II 4,12 55B51 (400,5)
114,12
II 7,3i
118,4
II 8, 12
n8,16
119,1
119,2
II 9, 3
119,4
119,5
II 13, 119
II 15,
II 16
1115^
1116
II 16
II 31
II 31
II 31
II 31
II 31
II 31
II 31
II 31
II 31
II 31
II 31
II 31
II 31
n3i
1131
II 31
n31
n3i
II 33
U33
7
18
33
36
40
25
36
39
40
41
53
56
57
68
59
65
66
66
71
72
73
90
94
9
15
56
65
55
81
81
65
55
65
55
55
55
45
13
13
55
55
56
55
55
13
55
80
80
80
55
55
55
55
65
65
55
55
66
55
55
65
56
55
65
66
80
Stoeaeus florilegium
in 1, 10
in 1, 27
ini,45
III 1, 46
13
65
55
55
56
55
B 169 (416, 12)
A 167 (38.3,41)
B 170f. (416, 13)
B 21 (619, 21)
B 15 (617, 1)
B 119 (407, 20)
B 172 (416, 18)
B173 (416,23)
B 174 (417, 6)
B 175 (417, 10)
B176 (417.16)
Do (284,43)
B38 (96,18)
B 39 (95, 21)
B 53a (400, 11)
B 176 (417, 18)
B 55 (400, 14)
B 176 (417, 19)
B 177 (417, 20)
B 40 (96, 1)
B 180 (418, 12)
B 60 (602, 1)
B 61 (602, Ö)
B62 (602,14)
B 302 (445, 47)
B178 (418,3)
B179 (418,6)
B 180 (418, 10)
B 181 (418, 13)
B 33 (398, 3)
B 181 (419, 1)
B 182 (419, 2)
B 59 (401, 1)
B 182 (419, 7)
B 183 (419, 8)
B 85 (403, 12)
B 183 (419, 11)
B 184 (419, 12)
B 185 (419, 14)
B 186 (419, 16)
B44a (697,22)
ed. Hense
B 41 {96, 3) ~
B36 (398,24)
B 187 (419, 17)
B47 (399,20)
B187 (419,22)
B 188 (420, 1)
II. STELLENREGISTER.
743
ini,47
m 1, 71
1111,91
1111,95
1111,101
111 1. 172
111 1. 173
1111,174
III 1, 175
m 1, 176
III 1, 177
III 1.178
1111,179
1111,180*
III 1, 210
III 2, 15
III 2, 36
in 3, 43
III 3, 46
III 4. 51
III 4. 69
III 4, 70
III 4. 71
III 4, 72
III 4, 73
III 4, 74
ni4,75
III 4, 76
III 4, 77
in4.78
III 4, 79
ni4,80
ni 4. 81
ni 4, 82
III5.6
ni5,7
inö,8
ni 5, 22
m 5, 23
III ö, 24
m 6, 25
ni 5, 26
m6,27
in 5, 57
55 B 189 (420, 3)
45 D 1 (282, 46)
55 B 190 (420, 6)
65B41 (399,9)
55 B 190 (420, 8;
45 D 10 (291, 13)
73» 3 (520,8)
73*3 (520,8Änm.)
12 B 108 (77,11)
12 B 109 (77. 14)
12 B 110 (77,16)
12 Bill (77.18)
12 B 112 (77. 20)
12B 113.114 (78,1)
12 B 115 (78,7)
55 B 191 ;420,9)
81B12 (GJ6,24)
56 B 192 (421,12)
65 B 193 (421,14)
55B^i94 421,17)
55 B 173 f416,23)
55 B 195 (421, 19)
55 B 196 (422, 1)
55 B 197 (422,3)
55 B 198 (422,6)
55 B 199 (422, 8)
65 B 200 (422, 10)
55 B 201 (422, 12)
55 B 202 i422,14)
55 B 203 (422, 17)
55 B 204 (422,19)
55 B 205 (423, 1)
56 B 206 423, 3)
65 B 64 (401, 12)
56 B 206 (423. 5)
65 B 77 (402, löi
55 B 206 (423, 6)
12 B 116 (78, 8)
12 B 117 (78, 101
12 B 118 (78, 13)
55 B 207 (423, 7)
55 B 73 (402, 8)
öö B 207 (423, 9)
56 B 208 (423, 10)
55 B 209 (423, 12)
55 B 210 (423,14;
56 B 211 (423, 16)
80 B 69 (601, 27)
m6.26
III 6, 27
in 6, 28
III 6, 45
III 6, 59
III G, 59. 60
III 6, m
III 6, 65
ni7,21
III 7, 25
ni 7. 31
m 7, 37
III 7, 55
in 7, 74
in8,18
m9,29
ra 9, 30
^n 10, 36
11110,39
m 10, 42
in 10, 43
m 10, 44
ni 10, 68
in 10. 64
m 10,65
m 10, (K)
ni 10, 158
III 12, 13
in 13, 46
III 13, 47
in 14, 2
III 14, 8
ni 16,17
in 16, 18
m 16, 19
ni 16, 20
in 16, 22
III 16, 30
ni 17, 25
ini7,30
nil7,37
56 B 211 (423,18)
55 B 212 (423,19)
55 B 32 (397, 27)
65 B 212 (423, 22)
80 B 49 (598, 12)
55 B 232 (426, 12)
55 B 212 (423, 23)
55 ß 233 (426, 14)
65 B 235 (427, 1)
55 B 213 (424, 1)
56 B 214 (424,3)
55 B 215 (424,6)
55 B 302 (446. 19)
I9A20 (130,7)
56 B 302 (446, 19)
55 R 216 (424,8)
80B57 (601,9)
55 B 62 (401, 7)
56 B 216 (424, 10)
65 B 217 (424,11)
55 B 2J8 (424, 13)
80 B 53 (600, 1)
55 B 52 (400, 7)
55 B 218 (424, 16)
65 B 21^ (424, 17)
65 B 220 (424,20)
55 B 221 (425, 1)
65 B 222 (426, 3)
56 B 223 (426, 6)
45 D 8 (290, 3)
55 B 224 (425, 11)
56 B 44 (399, 14)
55 E 226 (425, 13)
56 B 60 (401, 3)
55 B 225 (425, 15)
66 B 226 (425, 16)
81 B 27 (622, 11)
6ÖB63 (401,9)
66 E 226 (425,18)
56 B 227 (425, 19)
65 B 228 (425, 21)
55 B 229 (426, 6)
80 B 53» (600, 6}
65 B 230 (426, 8)
80 B 54 (600, 10)
55 B 231 (426, 10)
65 B 302 (446, 7)
66 B 232 (426, 12)
744
II. STELLENREaiSlTDli.
11117,38
ni 18, 30
ni 18, 35
III 20, 8
III 20, 53
ni20,56
in 20, 62
11120,66
ni22,42
m23,l
lll 28, 13
III 29. 11
III 29, 41
ni29,64
ni 29, 63
in 29, 64
m 29, 68
in 29, 67
m 29, 80
in 29, 88
in 31, 7
m 'u, 19
III 36, 24
11137,10
m 87, 18
m 37,52
m 37, 25
in 38, 21
in 38, 32
in 38, 46
in 38, 47
ni38,53
in 40,6
III 40, 7
m 42, 10
ni 43, 35
öö B 233 (426, 14)
55 B 234 (426, i7j
55 B 236 (427, 1)
13 B 42— 44 (96,5,
55A21 (355,26)
55 B 236 (427,10)
55 B 237 (427,12,
80 B 58 (Cm, 11)
55 B 238 (427,15)
81 B 28 (622, 15)
56 B 239 (427, 17
81 B 9 (616, 16)
11 B 18 (49, 16)
13 B 33 (95, 5)
65 B 240 (427, 20)
55 B 241 (428, 1)
55 B 242 (428,3)
55 B 81 (403,3)
55 B 242 (428, 6)
74 B 10 (540, 9)
55 ß 243 (428, 6)
55 B 244 (428, 10)
59 3 1 (467, 37)
55B86 (403,14)
55 B 244 (428,13)
81 B 22 (619, 25)
13 B 17 (93, 18)
55 B 244 (428, 14)
55 B 39 (399, 5)
55 B 61 (401,6)
65 B 244 (428, 15)
13 B 34 (95, 7)
79B16 (585,19)
Ö5 B 48 (399, 22)
65 B 244 (428, 16)
65 B 88 (403, 18)
55 B 244 (428, 17)
55 B 245 (428,18)
55 B 246 (428,21)
55 B 247 (429, 1)
79 B 17 (585, 24)
65 B S02 (445, 31)
Stobaeüs fiorilegium ed. Meineka
IV43,S3 55 B 248 (429,3)
iy43,49
IV 43, 34
IV 43, 40
IV 43, 42
45 D 4 (283,39)
55 B 249 (429, 4)
65 B 250 (429, 9)
55 B 251 (429, 12)
IV 43, 43
IV 43, 44
IV 43, 46
IV 43, 46
IV 43, 92
IV 43, 135
IV 44, 14
IV 44, 16
IV 44, 16
IV 44, 17
IV 44, 18
IV 44, 19
IV 45, 27
IV 46, 43
IV 46, 44
IV 46, 45
IV 46, 46
IV 46, 47
IV 46, 48
IV 47, 19
IV 48, 13
IV 51, 16
IV 62, 45
IV 63, 33
IV 64, 24
IV 64, 28
IV 68. 37
IV 70, 18
IV 73, 62
IV 74, 37
IV 74, 38
IV 7.4, 39
IV 76, 13
IV«76, 15
IV 76, 16
IV 76, 17
IV 79, 45
IV 81, 11
IV 83, 25
IV 83, 26
IV 8Q, 18
IV 91, 29
IV 92, 14
55 B 252 (429, 15)
65 B 253 (430, 1)
55 B 254 (430,8)
55 B 255 (430, 11)
27,1 (227,37)
85 B 3 (262, 3)
55 B 76 (402, 11)
55 B 255 (430, 17)
55 B 256 (430, 18)
55 B 267 (431, 1)
55 B 258 (431,6)
55 B 259 (431, 9)
56. B 260 (431, 15)
55 B 49 (400, 1)
65 B 260 (431, 18)
65 B 261 (431, 19)
65 B 262 (432, 1)
55 B 263 (432, 5)
55 B 264 (432, 8)
55 B 265 (432, 13)
55 B 266 (432, 19)
65 B 267 ^433, 6)
55 B 268 (433,8)
55 B 269 (433,10)
55 B 270 (433, 12)
55^271 (433,14)
81B15 (617,1)
77 B 7 (572,8)
80 B 49 (598, 12)
65 B 272 (433,16)
55 B 273 (434, 1)
13 B 35 (95, 11)
55 B 274 (434. 3)
55 B 111 (406, 3)
55 B 274 (434,5)
65 B 275 (434,6)
55 B 276 (434,9)
65 B 277 (434, 13)
56 B 278 (435,3)
45 D 4 (283, 35)
55 B 51 (400, 5)
65 B 278 (435, 12)
55 B 279 (435,13)
65 B 280 (436, 1)
55B57 (400,18)
55 B 280 (436,5)
13 B 8 (92,22]
55 B 281 (436,6)
11. STELLENREGISTER.
745
IV 92,10 55 B 218 (424,13)
IV 94, 24 65 B 282 (436, 9)
R^94,25 55 B 78 (402,17)
56 B 282 (436,12)
IV 97, 10 81 B 29 (622, 17)
IV 97, 23 öö B 283 (436, 13)
IV 97, 24 f. 65 B 284 (436, 16)
IV 98, 56 80B51 (599,22)
IV 98, 57 12 B 138 (81,6)
IV 98, 58 65 B 108 (405, 17)
56 B 284 (436, 19)
IV 98, 61 65 B 284 (436, 20)
56 B 297 (438, 11)
IV 98, 63 80 B 50 (599,18)
IV 98, 65 5ö B 286 (436, 21)
IV 101, 4 45 D 8 (290,14)
IV103,17 55 B 286 (437,3)
IV 103, 25 55 B 3 (386, 12)
65 B 286 (437,6)
IV 104, 19 80 B 54 (600, 10)
IV104,20 56 B 287 (437, 7)
IV 104, 21 55 B 288 (437, 9)
IV 104, 23 12 B 119 (78, 14)
IV 105, 59 56 B 288 (437,11)
IV 108, 64 55 B 289 (437,19)
IV 108, 67 55 B 290 (437, 16)
IV 108, 68 65 B 290 (437, 17)
IV108,69 56 B 46 (399, 18)
65 B 290 (437, 18)
IV 108, 70 56 B 291 (437, 19)
IV 108, 81 56 C 7 (449,6)
IV110,18 56 B 58 (400, 20)
66 B 291 (437, 21)
rV 110, 19 66 B 292 (437, 22)
IV 112, 10 66 B 293 (437, 24^
IV 115, 19 65 B 294 (438,3)
IV 116, 21 55 B 296 (438,5)
IV 116, 41 65 B 296 (438, 8)
IV 116, 45 9,3(33,19)
55 B. 296 (438,10)
IV 120, 19 46 A 34 (300,8)
IV120,20 65 B 297 (438,11)
IV 121, 24 81 B 23 (619, 30)
Stabaeus Appendix (Mcineke)
IV 293, 17 80B 64 (602,20)
Stbabo ed. Caeaub.
I p. 3 12 B 120 (78, 15)
Ip.7 2,6,12,38;
Ip.29
Ip.61
Ip.6ö
VI p. 262
VI p. 274
VI p. 280
VII p. 299
Vin p. 356
Vm p. 364
X p. 472
X p. 479
Xp.487
Xni p. 594
XIV p. 632 f.
XIV p. 642
XIV p. 643
XIV p. 644
XrV p. 646
XIV p. 654
XV p. 703
XV p. 716
XVI p. 757
64, 2 (466, 19)
65 A 168 (384,1)
55 B 150 (411, 26^
18Ai2 (107,37)
21 A16 (165,36)
35 A4 (261,29)
60 B 1 (459, 5)
81B14 (616,31)
21 B 88 (197, 16)
73 B 40 (617, 34)
68 A3 (491,19)
71 A3 (505,11)
59 A 12 (467,8)
12 A 2 (66,47)
12 A 3» (57,8)
12 B 121 ,78, 20)
11 A20 (36,4)
60 A 2 (458,24)
46 A 7 (296,46)
27,5 (228,10)
55A12 (364,1)
4,9 (24,42)
55A66 (362,17)
SüETONius fragm. {odMilhTMelangesgr.
p.417 18 B 24 (126,1)
SüIDAS 8. V.
5 65 B 298 (438,16)
dTXißa-reiv 12 B 122 (79,6)
äUr]'co(; 80 BIO (692,34)
'AOnvaTo? 21 A 11 (164,44)
'AKouoaao«; 73 A 2 (612, 8)
'Akpujv 21 A3 (154,12)
dMcpTup?iTou(; 80 B 93 b (605,20)
ÄH(5)iößaT€lv 12 B 122 (79,6)
'AvaEoTÖpo? 46 A 3 (296, 20)
*AvaS{fiav6po; 2, 2 (12, 16)
45 0 6 (281,19)
'AvoEl^lvl^? 3A2(18,1)
'AvTt<pu)v 'AQr\vaxo<; 80 A 1 (587, 16)
dTiÖKpivat 80 B 115 (606, 24)
<iTToX«x€lv 80 B 116 (606,26)
'ApiöTÖEevos 39,3 (266,23)
'ApxeXao(; 47 A 2 (323,28)
'Apxiixa? 36 A 2 (251,3)
Büü\o(; 56 B 299 «(439,21)
66 B 300, 1(440,4)
fopY^K; 76 A 2 (645,9)
76 A 10 (647,29)
746
II. STELLENKEGISTER.
SUIDAS B. V.
Ar]|a6KpiT0?
AioYÖpCi;
Aiovüaio^
'EKaxato^
'EniteöoKXf^^
'E-rriKoupo«;
'Eu(fitvf6ri^
'EirfxapMOc;
Ztivuiv
'HpdKXeiTO?
0€avu»
QeÖKpiTO!; X»0(;
QpaövVoxo?
Gujttci'a
'\miiac,
"litnoi; Nioato?
'IniroKpdTr^^
"lujv XTo?
KaXX{|iaxo^
Md-fvri^
^axdpuuv vf)0oi
M^XiiTO<; Adpou
Mouöalo^
6icva>
'Opq)Cu<;
TTap|Li€vföri?
TTpöiiKO^
TTpuiraYÖpa«;
TTuppiuv
Eaßtvo^
lutKpdTr)^
T{Maio<;
9, 2 (33, 5)
65 A 2 (362.44)
65A31 (357,2)
65 A 10* (363,42)
80 B 24a (595,23)
13 A 7 (88,26J
60 AI (458,21)
71 A 2 (505,8)
73 A3 (612,12)
21 A 2 (153,42)
62 A 4 (463,5)
68 A 2 (491,5)
13 A 1 (87,7)
19 A 2 (127,12)
21 A 6 (154,27)
8,1» (29,28)
12 AI» (56,39)
1 A 2 i6,42)
IBl (11,3)
1B3 (11.25)
72, 4 (511, 33)
27,1 (227,39)
67 A 2 (461,5)
78 AI (573,11)
80B65 (602,23)
79 AI (579,6)
66 AI» (470,13)
55 A 10 (363,38)
25 A 3 (221,17)
55 A 32 (367,5;
S. 668 (zu 87, 17)
18B23 (125,25)
20 A 2 (135,29)
67 AI (482,22)
80B56 (601,3)
6 (28, 17)
7, 4 (29, 12)
25 B 2 (222,8)
66 A 1 (469,6)
78 A 14 (676,33)
ISA 2 (106,17)
77 A 1 (562,26)
74 A3 (628,11)
67 A 1 (461,1)
73 A 6 (512,17)
47 A 3 (323,40)
36,1a (266,8)
0€p€Kij6ri(; 71 A 2 (504,22)
Xm)vib^c, S. 668 (zu 87, 17)
XpiiMOTUiv 80 B 11 7 (606, 28)
Ox;: X(av 18 B 22 (125,23)
Symmacuus ep.
1X115 12 B 49 (69,4)
Syncellfs Chron. ed. Dindorf
I p. 282, 19 48, 6 (326, 33)
I p. 471 55 B 300, 16 (443, 37)
[Stnesius] ad Dio»corum comnxent. in
Demoer. (Berthelot Coli. d. Alch.)
I 66, 7 55 B 300, 17 (443, 46)
21 B 121 (208, 31)
Stnesius de provid. (ed. Migne t. 66)
1 p. 1213 A 21 C 2 (219, 17)
vgl. 21 B 121 (208. 31)
Syrianus in Arist. Metaphys. (ed. Ac.
Berol.)
p. 168, 18
p. 175, 7
p. 191,28
p. 192, 5
41, 6 (267, 24)
35» 6 (264, 36)
S. 701 (zu 276, 42)
41, 6 (267, 23)
Tatiänus ed. Schwartz
16. 17 p. 18, 6 55 B 300, 10 (441, 45)
55 B 300, 12 (442, 25)
48, 3 (326, 13)
73A5(612,17Anm.)
55B299e (439,26)
68 B 2 (495, 1)
72,1 (510,24)
66B11 (476,6)
17 p. 18, 16
21 p. 24, 5
24 p. 26, 12
27 p. 28, 24
27 p. 91, 10
31p. 31, 16
41 p. 42, 4
[Terpander] Poet. lyr. ed. Bergk
fr. 5 25 B 5 (223, 3)
S.ßeg. n!
Tertüluants de anima
6
15
43
46
46.47
51
— Apolog.
46
60
8,9 (31, 4)
74A18 (632,8)
IIA 51 (44,5)
56 A 136 (379,17)
13 B 66 (98, 11)
13 B 65 (98, 8)
66 A 160 i382,27)
46A14 (297,5)
65A26 (356,17)
79A16 (683,14)
19A19 (130,4)
II STELLENREGISTER.
747
Tertüllianüs de coron.
7 68 B 26 (498, 22)
71 B 4 (öOy, 7)
— ad nat.
112 55 A 74 (360,7)
Themistius in Arist. phys. (ed. Acad.
Berol.)
p. 4, 2 80 B 13 (594, 12)
— TT. dpexfjq
p. 40 12 A 3b (67,13;
— or. ed. Dind.
6 p. 69 12 B 123 (79, 7)
30 p. 422 66 B 16 (478, 19)
77 Bö (671,31)
36 p. 31 7 2,7(12,43)
Theo Smyrn. ed. Hiller
p. 12, 10 32 B 10 (242, 20)
p. 16, 7 21 B 143 (216, 9) *
p.20,19 32 A 10 (235,3)
35A20 f2ö6,46)
p.22,5 35A21 (256,47)
p.59,4 8,13(31,31)
p.61,11 36 A 19a (266,38)
p.61 35 Bl (261,6)
p. 97, 14 45 B 15 (273, 31)
p. 104, 1 21 B 153» (216, 19)
p. 106, 7 35 B (263, 13)
p. 106, 10 32 B 11 (242, 24)
p. 198, 14 lA 17 (9,38)
3A16 (20,7)
29,7 (230,11)
Theocritüs id. 14,6 45 E (291,31)
— epigr. 18 Wil. 13 A 6» (88, 8)
Theodoretl's graec. aflfect. cur.
rV 5 11 A 36 (42, 22)
HB 27 (60,24)
IV 8 20 A 9 (142, 6)
V 22 21 A 97 (172, 46)
Theodorus Prise, phys. ed. Rose
rV 3 p. 261, 1 55 B 300, 10 (442, 14)
Theodorub Prodromus ep.
p. 20 12 B 49 (69, 4)
Theognostüs (ex Herodiano)
p. 79 66 B 128 (409, 4)
Theulogcmena arithm. ed. Ast
p.6 18A44 (112,2)
p. 7 46 A 20 b (298,22)
p. 11 45 C 6 (281, 29j
p. 17 41, 6 (267, 24)
p. 20, 36 32 B 13 ^244, 11)
p. 40 4,8(24,17)
11 A 10 (35, 11)
p.43 41,6(267,23)
p. 66 32 A 12 (235,8,
p. 60, 25 32 A 13 (236, 21;
p. 61 32 A 13 (235, 13)
Theophrastls Schriftenindex b. Diog.
V 42 46A :^00,39)
V 43 66 A 34 (368,33)
V 49 65A34 (358,32)
— charact.
16, 11 66 A 16 (473, 20)
16, 13 68 A 6 (493, 6)
— de igne ed. Gercke (Gryph. 1896)
62 65 A 73 (365, 4)
73 76 B 5 (666, 7i
— Metaph. ed. Usener (Bonn 1890)
p. VI* 19 33, 2 (249, 14)
36A13 (263,38)
p. Vn» 1 12 B 124 (79, 9)
p. XI» 2 46 B 14 (273, 3)
— de odor.
64 66 A 133 (373, 16)
— de caus. plant.
I 6,2 46 A 117 (313,19)
17,1 21 B 79 (196,6)
I 8, 2 56 A 162 (383, 2)
110.3 49,4(327,14)
I 12, 6 21 A 70 (164, 23)
I 13, 2 21 B 77. 78 (194, 23)
117,3 22,4(219,31)
121,5 21 A 73 (165, 17)
121,5-7 22,6(219,34)
n4,3 22,6(220,4)
II 11, 7-8 66 A 162 (382, 38)
in 23, 1. 2 49, 6 (327, 17)
V9,10 49,6(327,23)
VI 1,2 55 A 119 (371,39)
VI 1, 6 65 A 129 (372, 31)
VI 2, 1 65 A 130 (372, 39)
VI 2, 3 66 A 131 (373, 1)
VI 3,6 22,7(220,7)
VI 7, 2 66 A 132 (373, 7)
VI 10, 2 21 A 66 a63, 26)
VI 17, 11 65 A 163 (383, 4)
748
II. STELLENREGISTEK.
Theophmbtus bist, plant.
I 2, 3 22, 2 (219, 26)
13,5 26 A 19 (225,22)
m 1, 4 46 A 117 (313, 18)
49, 3 (327, 11)
61 A 32 (333, 20)
m 2, 2 26 A 19 (226, 26)
V9,6 22,3(219,29)
Vn 12, 1 68 A 6 (493, 4)
IX 17, 4 65 (466, 28)
IX 19, 2 67 B 19 (487, 22)
— de sensu ed. * Doxogr. p. 497 ff.
1.2 21 A 86 (168, 3)
1.3 18 A 46 (112,4)
7—24 21 A 86 (168, 7)
9 * 21 B 99 (200, 3)
10 21 ß 107 (203, 1)
16 21 B 22, (181, 13)
22 21 B 102 (202, 7)
25 14 B la (103, 25)
25. 26 . 14 A 5 (101, 13)
27-30 46 A 92 (310, 18)
37 46 A 92 (310, 46)
38 49, 2 (327, 3)
39-45 61 A 19 (331,3)
49-83 55 A 135 (373, 20j
69 46 A 70 (307, 14)
46 A 92 (311, 3)
[Theophkastüs] de signis
4 70 A 1 (501, 25)
49 55 B 147 (411, 5)
67 65 B 14, 4 (391, 32)
Theopheastus physicorum opin. fr. ed.
* Doxogr. 475 flF. (vgl. 11 A 36 (42, 34)
fr. 1 1 A 13 (9, 14)
IBl (11,6)
12 A 5 (58, 7)
26 A4 (223,32)
fr. 2 2, 9 (13, 1)
3A5 (18,20)
51 A 6 (329,9)
fr. 3 18 A 9 (107,24)
21 AI (150,37)
21 A 7 (154, 3^
fr. 4 2,9» (13,19)
46A41 (300,41)
fr. 6 IIA 31 (40,27)
fr. 6 18 A 7 (107,9)
fr. 7
fr. 8
fr. 13
fr. 16
fr. 17
fr. 18
fr. 19
fr. 23
fr. 6» 11 A 2 (34, 35)
18 AI (105,27.37)
18 A 2 (106, 18)
18 A 28 (109, 46)
18 A 8 (107, 18)
54 A 8 (344,46)
ÖÖA38 (359,31)
67 A 3 (451, 7)
55 A 120 (371,42)
IIA 40 (42,45)
18A44 (111,39)
37,1 (266,20)
46A77 (308,20)
2,27 (17,5;
6iA17 (330,29)
Theophrastus de vertig.
9 12 B 125 (79, 15)
— TTepi Tu>v 'ApxeXdou ä b, Diog.
V 42 47 Av. 4 (324,2)
— Tuiv Aiofivovc, öuva^mYri ä b. Diog.
V 43 51 Av. 5 (329,8)
— TTepi At}|liokp{tou b. Diog.
V 49 55Bv. 35 (358,32)
— TTepi Tf\c, AimoKpfTou äojpoXo-^iac,
b. Diog.
V 43 55 A V. 35 (368, 33)
55B11' (390,17)
— TTepi £u6aiMov{a<; (?) b. Ael. V. H.
IV 20 55 A 16 (354, 31)
~ TTepi euöeßefa«; b. Porph. de abst
II 20 21 B 128 (210, 13)
n 21 68 A 4 (492, 13)
— 'HGiKd b. Aspas. in Ar. Eth. N.
p. 156,17 46 A 94 (311,13)
— TTepi i^öiJöv b. Athen.
XV 673 E 80 A4 (690, 10)
— TTepi Xe?etju(; ed. M. Schmidt (de Th.
rhet. Hai. 1839)
fr. 3 78 A 8 (574, 2)
fr. 4 78 B 1 (576, 7)
vgl. 21 AI (150, 37. 679)
S. 701 (zu 275, 42)
— TTepi |li^6t)<; b. Atb.
X423F 21 B 36 (185, 21)
-- TTepi ö6aT0(;(?) i. Hibeh Pap. 1 16
p. 62 coL 1. 2 55 A 99» (368, 32)
II. STELLENREGISTEÄ.
749
Theopheastus fr. incerta
b. Diog. IX 6 12 A 1 (56, 4)
IX 46 55 A 33 (357, 21)
VaiT. r.r.Il,8 35 B (264,5)
Theophylactus coUoqu. (Physic. ed.
Ideler I 178)
11. 2 55 B 300, 7 (441, 24)
— quaest. pbys. ed. Boiss.
p. 27 ö5 B 300, 7 (441, 25)
Theopümpus (Jlüller fug I)
fr. 60 p. 287 71 A 1 (503, 6. 15)
71 A 6 (606, 12. 20)
fr. 67 p. 287 4, 8 (24, 7)
fr. 69 p. 288 65, 20 (466, 27)
68 A 1 [489, 3. 490, 32)
fr. 70 p. 289 68'A 1 (490, 2Ö)
fr. 71 p. 289 60 B 6 (459, 34)
fr. 76 p. 290 60 B 1 (459, 5)
fr. 115 p. 296 78 B 3 (578, 2)
TEnASYLLUs (Müller fhg III)
fr. 4 p. 504 55 A 1 (351, 43)
fr. 5 p. 504 4, 6 (23, 11)
fr. {\ p. 604 56 A 1 (350,39. 351, 9
55 A 33 (3Ö7, 11)
56 B (384, 21. 439, 4)
Thucydides
I 116 20 A 3 (136, 13)
n 34, 2 80 B 86 (604, 291
IV 69, 2 80 B 92 (605, 6)
VII 8, 2 80 B 83 604, 24)
Vm8,4 80 B 83 (604, 24)
VIII 12 81 A 6 ;610, 12)
S. Reg. II!
TiMAEUS (Müller fho I)
fr. 45 p. 201 68 A 1 (490, 19)
fr. 78 p. 211 4,13 (25,30)
fr. 81 p. 211 21 A 1 (150, 28)
fr. 82 p. 212 S. 656 (zu 32, 42)
fr. 88» p. 214 21 A 1 (161, 35)
fr. 92 p. 215 11 A 8 (35, 3)
fr. 93 p. 216 21 A 1 (149, 37)
fr. 94 p. 215 21 A 1 (161, 16)
fr. 96 p. 216 76 A 4 (546, 19)
fr. 98 p. 218 21 AI (15ä,45)
21 AI (153,6)
b. Diog. Vin 63 S. 679 (zu 151, 27)
Vm66 21 AI (162,4)
TiMON Sillorum ff. ed. ♦ Poet. Philos. fr.
fr. 6 74 A 12 (530, 26)
fr. 10 21 B 124 (209, 23)
fr. 20 26 B 3 (226, 20)
fr. 23 1 A 1 (6, 31)
fr. 24 46 A 1 (293, 20)
fr. 42 21 AI (152,12)
fr. 43 12 A 1 (56, 3)
fr. 44 18 AI (106,6)
fr. 46 19 A 1 (126, 13)
fr. 46 66 AI (351,35)
55 A 34 (358, 28}
fr. 47 74 A 1 (626, 5)
fr. 54 32 A 8 (234,31)
fr. 58 59 A 10 (456, 47)
fr. 59 11 A 35 (42, 3)
fr. 60 11 AI (34,4)
11 A 36 (42, 12)
TiMOTHEUS
Pers.232 66 A 12» (472,13 Anxu.)
Tryphon [Rhet. gr. ed. Spengel)
p. 193 45 C 6 (281, 28)
TZETZES Chil.
II 980 54 A 5 (343, 42)
VII 522 21 B 134 (212, 19)
— ad Dion. Perieg. ed. Bcrnhardy
V. 940 p. 1010 11 B 41 (62, 16)
— AUeg. O 83 21 B 50 (189, 6)
— schol. in Ebceg. Iliad. ed. Hermann
n p. 126 12 B 126 (79, 16)
— in Lycophr.
406 68 B 19 (497, 7)
Valerii'S Maximus
nr 2. 3 19 A
m extr. 4 69 A
Vin 7 extr. 4 56 A
Vm 7 extr. 6 46 A
Vm 13 extr. 3 39,2
Vabro de lingna latina
— de
V 69
veo
V64
V 66
V 68
r, rust.
I 1,8
13 B
13 B
13 B
13 B
13 B
36 B
65B
8 (128, 18)
13 (467, 18)
11 (363, 46)
31 (299,27)
(266, 16)
60. 50» (97, 10)
60». 61 (97,14)
62. 62» (97, 17)
62». 63 97, 22)
64 (96,3)
(264, 3)
26f (396, 16)
750
II. STELLENREGISTER.
I 4,1
I 40,1
Varro satir. iV.
Petronium
Ir. 27
fr. 36
fr. 81
Vekgiuüs Georg.
I 276 Üf.
VlNOICIANüS q. d
d. gr. Arxie)
I, 208,2'
Vita Arati ed. Maass
2, 6 p. 324, 10 70 A 3 (502, 5)
— Euripid.
p. 135,33 81 B 10 (616, 19)
— Homeri Matrit, ed. Weaterm.
p. 31, 1 79 B 18 (585, 30)
— Ptolem. Neapol. ed. Rohde Kl. Sehr.I)
13 B 49 (97, 8)
46 A 117 (313,20)
ed. Buecheler post
21 A 72 (165, 13)
73» 2 (ö20.ÖAnm.)
65 A 1()1 (382, 34)
65 B 300, 8 (441, 28,
ed. M. Wcllmann (Fr.
51 B 6 (337, 2)
p. 123*
ViTRÜVIUS
I 1,16
VII praef. 11
VII praef. 14
IX 1,14
m. 3, 13
IX 6,4
1X6,3
Volumina Hercul. coli. alt.
V 16 fr. 28, 4 55 B 298» (438, 19)
VII 15 col. 18 21 B 142 (215, 1)
VII 3 fr. 90 48,4(326,20)
Vm 58—62 'Crr>iiert Kolotce S. 147)
fr, 1 65 6 41» (387, 5)
fr. 2,6 66 B 4b (387, 8)
Xakthüs ignotus TTepi 'E)im€6oK\eou<;
b. IMog. " III 63 21 A 1 (161, 34)
29,1» i229,37)
32 A 6 (234, 22)
46 A 39 (300, 27)
55 B lob .393, 14)
35 B (263, 24)
55 B 300, 2 (440, 10)
35 A 16 (255, 6)
55 B 14, 1 (390, 33)
ööBU,l (390,27)
Xenophon Anab.
II 6, 16 ff.
— Hell.
II 3, 1. 2
II 3, 16
II 3, 18
II 3. 34
n 3,36
n 4,8
n 4, 10. 11
II 4, 19
— Mem.
I 2, 12 ff.
I 6, 1—15
II 1,20
U 1, 21—34
IV 2,10
IV 4, 5-^7
IV 7,6—7
-— Symp. , .
I 1
14
II 26
ine
IV 62
76 A 6 (646, 22;
81 A 9 (610, 21)
81 A 10 (610, 24)
81 A 10 (610, 27)
81B32;623,6Anm,)
81 A 10 (610, 30)
81 A 12 (611, 9)
81 A 12 (611, 13)
81 A12 (611,16)
81 A 4 (609. 6)
80 A 3 (588, 24)
13 B 36. 37 ,96, 13)
77 B 2 (567, 15)
31, 6 (233, 21)
79 A 14 (582. 29)
46 A 73 (307, 23)
81 B 46 (627, 8,
81 B 47 (627, 12)
76 C 2 (662, 20)
48,1 (326,9)
77 A4» (564,1)
79 A 5« (680, 16)
Zachabias SchohsiicvisVie de Sivh-e ed.
JLugener
p. 62 Ö5B300,12 (442, ,32)
Zeno Stoicüs (Stoic. fr. ed. Arnim I)
fr. 171 65 A 74 (366, 9)
fr. 218 19 A 18 (130,3)
fr. 276 18 A 44 (111, 40j
ZosiMüs V. Isoer. ed. Westerm.
p. 263, 4 79 A 3 (680, 6)
ZosiMUS b. Berthelot GoU. d. Alch.
II 119, Uff. 66 B 300, 18 (444. 31)
n 122 66 B 300, 18 (444^ 29)
II 159, 3 55 B 300, 18 (444. 32)
751
III. NAMENREGISTER.
Abakis: Herkunft 21 A 13 (166, 5), 45 A
(269, 19), 6Ö B 5 (459, 17). Zeit 4, 7
(23, 34). Lehrer 2 1 A 13 (165, 4), 45 A
(269, 19). Priester und Wandertäter
4, 7 (23, 34), 21 A 13 (155, 3), 60 B 5
(469, 22). Schriftst, 21 A 13 (155.6).
Addera 56 A 2 (353,2), 65 B 300, lOl
(442,4), 300,12 (442,25), 300,17 (443,
46. 47), 60 A 2 (458, 24), 74 A 21 (532,
26). Bew. von A. ('AßbnP^TnO IH A
11 (107,31), 20 A 1 (135,21), 21 A 14
(155,20), 54. 55 (342—450), 67 A 1
(450,35. 461,3), 24 (452,38), Bl (463,
10), 59 AI (454.7), 60 (458-462),
64, 1 (466, 16), 74 (525-643), 77 A 1
(562, 27), B 3 (670, 38).
Abderos 55 B 300, 12 (442, 26).
Abraham 60 B 15 (462, 7. 8. 11).
AuYDOS 46 All (296,27).
ACHAIA 4, 16 (26, 48), 34, 1 (249, 40), 68
B 22 (497, 23 Anm.). Bew. v. A.
('Axaiö^ 4, 16 (27, 15. 21) , 55 B 143
(410, 13), 83, 1 (636, 28).
AcHELOos 26 B 1 (225, 32. 40), 73 B 21
(515, 11. 14. 16).
AcHiLLEUS 19 AI (127,2), 26 (131,37),
48, 3. 4 (326, 17 ff.), 73 B 34 (517, 7),
74 A 30 (536, 1), 76 B 17 (660, 27), 79
A 2 (579, 18) , 10 (581, 22), 81 A 14
(611,25), 83,9 (648,23).
Adeimantos, ath. Stratege 67 B 22
(488, 24).
—, S.d. Ari8ton81B76 (629, 19. 22 Anm.}.
Adler, Sternbild s. Aetos.
Admetos 73 B 10 (514, 5).
Adonis IIB 44 {63, 9 f.).
Adiuotkia 21 C 1 (218, 28), 66 B 13
(477, 12).
Di«!8, Frftgm. d. Vonoltr. HI.
Adrastos, Peripatetiker 80 A 4 (590, lO
m. Ann).).
Aeficiancs, Stoiker 81 B 39 (626, 19).
Aelitjs. Q. Aelius Tubero (Cic. de rep.)
35 A 5 (252, 17).
Aek CAtip) 51 C 2 (341,13), 4 (341,23.28),
66 A 12 (472, 9), 68 B 5 (496, 14. 17),
74 C 3 (643, 8), s. Reg. III.
Aethlios 73 B 26 (616, 1),
Aetos, Sternbild 65 B 14, 3 (391, 14).
Africa 8. Libyen.
Agamemnon v. Kyme 11 B 4 (47, 2).
— V. Mykenai 48, 3 (326, 17), 48, 4 (326,
20. 22), 79 B 20 (586, 9).
Agatharchos, Schriftst. üb. d. Skene
46 A39 (300, 27 f.).
Agathon d. Tragiker 76 A 1 (644, 17),
76 C 1 (ö(?2, 13), 77 A 2 (563, 14).
jAGEAP, Pythagorser 45 A (268,32).
i Agelas, Pythagoreer 45 A (268, 30).
I Agenor 1 A 1 (3, 6).
1 AöEsARCHOs V. Kreta 68 A 1 (489. 5),
; A 2 (491, Ol.
— V. Metapont, Pythag. 45 A (268, 36).
Agesidamos, Pythag. 46 A (268, 36).
Agis V. Argoe 59 A 6, 6 (456, 4. 21).
i Agylos, Pythagoreer 45 A (268, 32).
I Auxos 68 A 1 (490, 26), 68 B 1 (494. 18
1 Anm.), 76 B 17 (560, 27), 81 B 16 (617,
I 13 ff. m. Anm.).
1 AiAKiDEN 59 A 12 (457, 9).
I A'iDoNEUs (b. Erap.) 21 A 1 (153, 33),
A 33 (159, 14. 17. 26), B 6 (175, 9)
(b. Orphik.) 66 B 15» (479, 1. 10).
Arnos (AiöuG;) 74 C 1 (542, löff.).
AiETES 68 B 12 (496, 23.26), B 13 [496, 29]
AlETlos, Pythagoreer 45 A (269, 11).
Aigialküs 73 B 20 (616, 6).
27
752
III. NAMENREGISTER.
AiGiNA 9, 1 (32, 35), 9, 2 (33, 6) Bew.
V, A. (AiTivflTai) 9, 1 (32, 37).
AiGiPAN 68 B 24 (498, 8).
AiGOKERüS, Sternbild 65 B 14,3 (391,17),
68 B 24 (498, 7).
AiGON (Aston?), Pythag. 45 A (268,29).
AiGOSPOTAMOi 46 A 1 (294,12), All
(296, 14 ff.), A 12 (296, 33), 61 A 12
(330, 7) , 67 B 22 (488, 21) , 81 A 11
(611, 1).
AiGYPTOs, Br. d. Danaos 67 B 13 (486,
25 Anm.).
— , Land 1 A 1 (4, 11), A 3 (7, 11), A 11
(8, 33 f.), A16 (9,35), 4,4 (22,39), 6
(28,25), 29,11 (231,5), 35 A 5 (252,7),
45 B 3 (270, 24), 61 A 18 (331, 1), 55
A 1 (350,25), A 40 (360,7), A99 (368,
30), B 299 (439, 18), B 300, 3. 4. 6 (440,
19 ff.), B 300,16 (443, 38 f.), B 300, 17-
18 (444, Iff.), 60 B 7 (460, 13 ff.), B 12
(461, 30 f.), B 16 (462, 19). Bew. v.
Aig. (AlTuirrloi) lAl (3,31), All
(8, 32 f.) , 4, 1 (22, 8 ff) , 4, 3 (22, 40),
11 A 13 (35, 26 ff.), 12 B 127 (80,7),
29, 7 (230, 17), 45 B 2 (270, 16), 46 A 10
(296, 13. 14), 55 A 2 (352, 48), B 14,7
(391, 45. 46. 47), B 299 (439, 15), B 300;
18 (444, 22), 60 B 6 (459, 42. 460, 4),
B 8 (461,4.5), BIO (461,11), B 15
(462,11), 66 B 13 (477, 3 Anm.), 71B4
(609, 3), 77 B 5 (571, 26), 83, 2 (639, 20).
AiLiANOS d. Platoniker 32 A 25 (238, 21).
AlNEAS, Pythagoreer 45 A (268, 35).
AiNEiAS 73 B 31 (516, 21).
AioLER (AloXel^) in lonien 67 B 6 (463,
32), 12 A 2 (66, 48).
AISCHINES d. Sokratiker 46 A 22 (298,
33), 62,2 (341,42), 73 b 1 (524,18),
77 A 4b (664, 4), 81 A 20 (612, 28).
AisCHRE 21 B 122 (209, 11).
AlscHYLOS, Mathematiker 30 (232).
— , Tragiker 46 A 39 (300, 27) , 76 A 1
{644,.6). Stil 21 A26 (157,47). S.
Reg.I.
AiaopiER (AlöOmioi?) 19 A 8 (128,13).
AiTHAUDES 4,8 (24,23.28.36), 71 B 8
(610, 2 a. Amn.), S. 665 (zu 24, 17).
AiTHER (AiGiip) 46 A 112 (312,39), 66
B 12 (476, 31) , B 12 (476, 36 Anm.),
B 13 (477, 16), 67 B 14 (486, 28. 29),
73 B 1 (612, 25), B 3 (513, 11).
AiTHiopiEN (AleiOTTi'a) 46 A 91 (310, 11.
13), 56 AI (350,27), B300,6 (440,43)
Bew. V. A. (AiefoneO 11 B 16 (49,11),
67 B 13 (486, 24).
AiTNE 21 A 1 (152, 33) , A 16 (166, 36.
156,1), A21 (156,40).
Attoler (AiTu>\6(;) 46 A 21 (298, 26),
70 A 3 (502, 7), 73 B 17 (514, 29).
AiTHUA 67 B 18 (487, 16).
Aix (Ai'H, Stemb.) 55 B 14, 4 (391, 34),
67 B 8 (485, 16. 19;, 68 B 21 (497, 20.
21), B 24 (498, 14).
Akademie, platonische 32 A 13 (236,14),
55 A 81 (366, 16).
Akikaros 65 B 299 (439, 9. 727).
Akmonidas, Pythagoreer 45 A (269,8).
Akuagas, Stadt 21 AI (151,27.152,10.
153, 1. 8), 2 1(164, 5). Bew. v. Akr,
(AKpaTavTlvoc;) 12 A 10 (58, 44; , 18
A 10 (107,27), 11 (107,32), 21 (149
- 219) , 26 A 8 (223, 43) , 45 A (268,
40), 46 A 8 (296,6), 76 A 2 (545, lOj:
-, Berg 21 A 14 (155, 15), B 112 (205,8).
Akron: Herk. 21 A 3 (154,11), B 167
(218, 9,1. Zeit 21 A 3 (154, 13. 17).
Reisen 21 A 3 (154, 12. 16). Lehrer
21 A 3 (154, 11). Arzt 21 A 1 (151,
44), vgl. B 167 (218, 8j. Philos. 21
A 3 (154, 10. 16. 18). SchriftsteUerei
(154, 13). Lehre (154, 14. 17).
Akros 21 B 167 (218, 9).
Aktaion 18B 24 (126,2), 73 B 16 (514, 22;.
Akusiladas, Pythagoreer 45 A (269, 5).
Akusilaos : caj). 73 (612—518). Herk.
73 A 1 (512, 3), 2 (512, 8), B 40 (617,
34). einer der sieben Weisen 73 A 1
(512, 3). Hist. 73 A 2—4 (612, 8).
SchriftsteUerei 73 A 2 (612, 9 Anm.),
A3 (612, 13), B Iff. (512, 20 f.), 68 B 8
(496, 30). Scholien zu Akusilaos 73
A 5 (612, 17).
Alexheia 18 B 1 (116, 11), B 4.(116,22),
21 C 1 (218, 26), 46 A 24 (298, 42),
68 B 1 (494, 18), 80 A* 7 (690. 34).
in. NAMENREGISTER.
753
Aleuaden 76A19 (549,11).
Alexamenos 19 A 14 (129, 23).
Alexandreia SAU" (19, 47). 'AXcHov-
öpivö? (nvä) 32 A 1 (233, 37).
Alexandbos V. Aphrodisias 21 A 69
(164, 8), S. 653 (zu 15, 4).
Alexandbos d. Große 3 A 1 (17, 43),
46 C 6 (281, 26), 47 A 1 (323, 26), 65
B 300, 13 (443, 4, 59 A 1 (454, 10. 12.
27. 31), A 3 (455,11), A 4 (455, 26. 36.
38), A5-8 (456,40.40.46. 466 ff.),
A 11—13 (457, 5 ff.), 60 B 16 (462,4).
~ (Paris) 1 A 1 (5, 10), 48, 3. 4 (326, 18.
23), 73 B 31 (516, 22).
Aliochos, Pythagoreer 45 A (268, 39).
Alkaios, Archon v. Athen 74 A 11
(530,5;.
Alkestis d. Eur. 66 A 14 (472, 27).
AlkIas, Pythagoreer 45 A (268, 37).
Alkibiades, Lehrer 76 A 1 (544, 16),
81 A 4 (609, 5), 16 (611, 34). Freunde
81 A 4 (609, 6) , B 4. 5 (614, 19).
Rhetor 81 A 16 (611,32), A 17 (612,
13). Stil 78 A 4 (574, 13).
Alkidamas, Schüler d. Gorgias 76 A 2
(546, 11).
Alkimachos, Pythagoreer 8, 5 (30, 26 ff.),
46 A (269,11).
Alkmaion, Amphiaraos' S. 83,3 (642,4).
Alkmaion V. Kroton cap. 14 (100—104).
Leben: Herk. 14 A 1 (100,19.23),
2 (100,27), 3 (100,36), 10 (101,40), 12
(102,27.30), 13 (102,36), 16 (103,2,,
16 (103,6), B 1 (103,21), 6 (104,14),
45 A (268, 33). Lebenszeit 14 A 3
ilOO, 37), 54 A 6 (343, 40). Lehrer
14 A 1 (100,19), 3 (100,36), 45 A
(268, 33), 54 A 5 (343, 41). Freunde
14 B 1 (103, 22). Arzt 14 A 1 (100,
20), 10 (101,40). Phüos. 14 AI
(100, 20), 10 (101, 40). Schriftsteller
14 A 1 (100, 21), 2 (100, 27), B (103,
21). Apophth. 14 B 6 (104, 14).
Lehre: Prinzip 14 A3 (100, 38).
Theol. 14 A 12 (102, 24). Meteorol.
14 A 1 (100, 23. 26) , 4 (101,8), 12
(102, 26), S. 660 (zu 59, 12). Psychol.
14 A 1 (100,25), 6-12 (101,13-102,
27), 13 (102,43), B 1 (103,21), la(i03,
25). Physiol. 14 A 13—18 (102, 33
—103, 18), B 2-4 (103, 28—104, 13).
Alkmaioniden 68 A 4 (491, 22).
Alkyone 66 A 1 (469, 7).
Alopekos, Pythagoreer 45 A (268,39).
Alyattes i A5 (7, 28 ff.), 71 A 2 (504,24).
AMALCHI08 60 B 2 (459, 7).
Amaltueia 56 A 33 (367, 17) , 56 B 2»>
(386, 7), 67 B 8 (485, 18. 23).
Ameinias 17 (105), 18 A 1 (106, 29).
Ameles (Fluß) 71 B 7 (609, 34).
Amphiaraos 21 B 141 (214, 27).
Amun (Ammon) 60 B 8 (461, 4. 8).
Amyklas, Pythagoreer 41 (267).
Amyntas V. Herakleia 13 B 1—6 (89,7),
S. 668 (zu 89, 1).
Amyntok, S. d. Pheres 73B41 (518,6,7).
Anachaksis 1 A 1 (4, 39), 68 B 1 (493,
31 ff.), 73*1 (619, 6 ff.).
Anaideia (Avaibem) 68 A 7 (493, 18).
Anakeeon 11 A 10 (35, 12), 81 A 2 (608,
23. 26), 81 B 1 (613, 12. 16), S. 653
(zu 12, 12. 13), S. 664 («u 18, 2. 3).
Ananke 18 A 37 (111, 11), B 10 {123, 1),
21 B 116 (207, 7), B 116 (207, 26. 27),
66 A 7 (471,17), B 13 (477,11), s.
Reg. ni.
Anaxagoras V. Kläzomenai cap. 46
(293-323).
Leben: Herk. u. Fam. 11 A 1 (34,
30), 46 A 1 (293, 16. 294, 36), 2 (296,
17), 6 (295, 43), 7 (295, 46. 296, 1), 9
(296, 9), 10 (296, 12), 11 (296, 19), 16
(297,18), 19 (298,1), 27 (299,1), 29
(299,12), 33(299,42), 34M300, 11),
36 (300,21), 41 (300,42), 43 (302,18),
47 A 2 (323, 30), 65 A 7 (363, 23).
Lebenszeit 46 A 1 (293, 31), 3 (296,
22), 4 (295,22), 4" (295,29), 5 (296,32),
8 1296, 6), 9 (296, 8), 18 (297, 46), 42
(302,14), 43 (302,18), 11 A4 (34,39),
18 A 11 (107,34), 30 A 1 (231,23), 61
A 1 (328, 22), 56 A 7 (363, 23). äuß.
Verhältn. 4,6 (23,6), 46 A 1 (293, 26),
13 (296, 47), 14 (297, 6), 21 (298, 26),
66 A 14 (364, 8), 16 (354,22). Reifien
46 A 1 (293,34. 294,16.19.46. 296,2),
AT»
754
III. NAMENREGISTER.
A 3 (295, 21), 7 (296, 1), 10 (296, 11).
Lehrer 46 A 1 (293, 17), 2 (295, 17),
7 i295, 4ö. 48. 296, 3), 10 (296, 11),
41 (300, 42;, 48 (304, 19), öl A 8 (329,
38). Schüler 4,5 (23,5), 20 A 3
(136,14), 29,3 (230,4), 46 A 1 (294,
13.24.32. 295,12), 5 (296,35), vgl.
46 AI (295,1), 7 (295,46. 296,2.5),
lö (297,6), 17 (297.38), 19 (298,7),
20a (298,16, 201» (298,22), 21 (298,
31), 22 (298,33), 26 (298,45;, 62 (305,
36), 76 (308, 7), 47 A 1 (323,10, 2 (323,
30), 3 (323,37), 5 (324,27), 10 (.324,46),
48,6 (326,33;, 51 A 5 (329,11), 55
A 2 (352, 46) , 77 A 8 (564, 20), 83, 6
(646,4), Nebenbuhler, Gegner 46
A 22 (298,33), 25 (298, 46). Ver-
bannung 46 A 1 (294, 30 , 3 (295, 21),
17 (297, 32), 18 (297, 40), 19 (298, 1),
20 (298, 9j, 51 A 1 (328, 22). Tod
46 A 1 (295,2;, 3 (295,21), 23. 24
.298, 39), 34» (.%0, 10). Politik 46
A 1 (293, 27). Philos. 46 A 1 (293,
27), 4 (295,27), 7 (296,45. 296,1),
10 (296, 13), 13 (297, 4', 16 (297, 11),
17 (297,37), 22 298,34). 66B14 (390,
27), 73» 1 (519, 16). Mathematiker
46 A 9 (296, 8), 29, 2 (230, 1). Schrift-
steller 18 A 13 (107,45), 46 A 1 (294,
26), 35—40 (300, 14-37), 47 (303, 42.
304,2), ß 1—22 (313,28—322,20).
Anekdote 46 A 16 (297, 22). Apo-
phthegm. 46 A 1 (293, 26. 294, 15),
28—34» (299, 8—300, 12), B23 (322, 22).
Lehre: Prinzipien 46 A 1 (293, 17.
40), 3 (296, 18), 5 (295, 39), 15 (297,
18), 41 (.300, 41), 42 (301, 22), 43-61
302, 18-305, 34) , B 1—7 (31.3, 28-
317, 2), 2, 9 (13, 12), 2, 9» (13, 19), 20
A 5 (139, 975b 17. 976a 14. 140, 976b
20), 21 A 37 (159,44), 44 (160,41),
52 (162,4). 47 A 4 (324,4), 5 (324,28),
11 (32Ö, 4), 49, 2 (327, 9). Kosmol.
allg. 46 A 1 (293, 42), 27 (299, 4), 42
(301,26), 62-70 (305,35—307,16),
46 B 8— 17 (317, 3— 321, 4). spez.
46 A 1 (293, 29. 38. 294, 12. 27. 32.
296, 10 ff.), 2 (296,19). 3 (295,20), 5
(295,37), 6 (295,42), 10 (296,14), 12
(296, 31), 18 (297, 40), 19 (298, 1), 20»
(298,13), 20b (298,22), 35 (300,14),
42 (301.31), 71-91 (307,16-310,17;,
46 B 18-20 (321,6), 2. 1 (11,39; vgl.
8. 653) ; vgl. 3 A 20 (20, 28), 11 A 47
(43, 38), 21 A 69 (164,5), 55 A 7 (353,
23), S. 653 (z. 16,25). Psychol. 2, 29
(17,16), 11 A 51 (44,6), 18 A 46 (112,
7), 47 (112, 22,, 21 A 86 (169, 39), 46
A 92—103 (310, 18-312,8;, 46 ß 21.
21b (322, 3). Physiol. 14 A 13 (102,
34), 18 A 63 (132, 48), 21 A 81 (167,
12) , 46 A 1 (294, 9. 302, 12), 104—
117 (312,9-313,25), 46 B 22 (322,
19). Werke üb. ihn 46 A (.800, 39).
Anaxagoreer 46 A 76 (308, 6), 48, 6
(326,33), 83,6 (646,4).
Anaxagoras, Bildhauer 46 A 1 (295, 15).
— , Grammatiker 46 A 1 (295, 16).
— , löokratiker 46 A 1 (296, 14,.
Anaxakchos V. Abdera c. 69 (454—468).
Leben: Herk. 59 A 1 (454, 7), 15
(457, 26). Lebenszeit 59 A 1 (454,
10). Charakter 69 A 3 (455, 9), 5
(465, 39), 6 (466, 5), 9. 10 (466,40. 47).
Begleiter Alexanders 69 A 1 (454, 10),
2 (454,40), 4 (455,33), 6 (466,4).
Reisen 59 A 2 (454,36), 4 (455,36;.
Lehrer 59 A 1 [464, 7, 65 A 2 (353, 2),
66 A 1 (460, 17), 57 A 1 (450,34. 461,
1—3). Schüler 59 A 2 (454,35. 39),
56 A 1 (450, 19), 57 A 1 (450, 36).
Tod 69 A 1 (464, 11. 14), 13 (467, 14).
Politiker 69 AI (464,11, vgl. 455, 29),
69 B (467, 34). Grammatiker 69
A 12 (467, 8). Philos. 69 A 3 (455,
9), 4 (466, 27. 35), 5 (456, 39. 456, 3),
8 (456, .36), 9 (456,41). Schrift 59 B
(457, .34). Anekd. u. Apophthegm.
69 AI (454,27), 3 (455,20;, 4 ;466,
26), 7—9 (456,24.
Lehre: Kosmos 69 A 11 (467,6), 13
(467, 19). Skepsis 59 A 16 (467, 25),
16 (457, 27) vgl. 57 A 26 (452, 39).
Ethik 69 AI (464,26), 2 (465,3), 4
(466,31.36), 8(466,36), 9(466,41),
14 (467, 22).
IH NAMENREGISTER.
755
Anaximandros V. Milet c. 2 11 — 17).
Leben: Herk. u. Fam. 2.1 (11,37),
2 (12. 16), 4 (12, 23 , 6 (12, 2% 6 (12.
36.39.40), 9(13.2), 11 (13,43), 14
(14, 26), 17 fl5, 23), 30 (17, 20), 3 A 2
(18,2). Lebenszeit 2,1 (12,8), 6
(12, 29). 11 A 1 j34, 10). Äußeres
2, 8 (12, 45). Lehrer 2, 2 ;12, 16),
4 (12, 23}, 6 (12, 36. 39. 40], 9 (13, 3),
10 (13, 29). Schüler 3 A 1 (17, 36).
2 (18,1), 6 (18,10), 9(19,16), 10 (19,
23), 14» (20,1, 11 A 2 (34,34), 18
A 2 106, 17), 46 A 7 296, 3\ Politi-
ker 2, 3 (12,21\ Mathematiker 2, 2
(12,18). Phüos. 2.2(12,16), 5»
(12,32) Schriftsteller 2,1 (12,5.7),
2,2 12,19), 6 (12,37.40), 7 (12,43).
Apophthegm. 2, 1 (12, 12'.
Lehre: Prinzip 2,1 (11,37), 11 (13,
43 , 12—16 (14, 21—16, 17) , 3 A 5
(18,15), 20A5(139,97ob.21), 46A41
^301, 5), 61 (305, 27;. 50 (328, 1)
Kosmol. 2,10 (13, 30., 2, 17 (16, 17,
11 A 32 (41, 9) , 20 A 5 (139, 8) , 46
A 65 (306, 5). spez. [2, 1 (11, 39)],
2, 1 (12,3), 2 (12,17), 4 (12,24), 5 (12,
28), 6» (12, 32), 6 (12, 36), 11 (14, 5 ,
2, 18—28 (16, 39—17, 15), 3 A 12 (19,
33). Psycho]. 2,29 (17,16). Physiol.
2,10 a3,38), 11 (14,14), 30 17,18.
Anaximandros, Vater des folg. 46 C 6
(281, 19).
Anaximandros d. Historiker 2.1 (12,14),
Berichtig. I S. xii zu S. 17, 33.
AiNAXiMENES V. Lampsakos, der 'ältere
3 AI (17,42), 73^1 (518,13), vgl.
S. 512, 8 Anm.
— V. Lampsakos, Neffe d. vor. 3 A 1
(17, 42).
— V. Milet, cap. 3 (17—21).
Leben : Herk. u. Fam. 3 A 1 17, 36),
2 (18,1), 5 (18,9), 7 (18,30), 14 (20,1),
3 B 2 (21,15). 46 A 2 (295,18;, 7 295,
46). Lebenszeit 3 A 1 (17, 39;, 2(18,2),
3 (18,5), 7 (19,9). Lehrer 3 AI
(17, 36), 2 (18, 1), 5 (18, 10). 9 (19, 16),
10 (19, 23), 14 (20, l), 46 A 7 '296,3).
Schüler 46 A 1 ,293, 17). 2 (295, 17),
7 295. 46. 296, 3). 41 (300, 42), 48
(304. 19), 51 A 1 (328, 21), 8 (329, 38).
Philös. 3 A 3 (18. 5;. Schriftsteller
3 AI (17,5}9.43).
Lehre: Prinzip 3 A 1 (17,37i. 4—6
(18,7—25), 7 (18,30), 8—9 (19,11—
18\ 3B(21,2), 13B53 (97,24) vgl.
S. 669 (z. 89, 1), 20 A 5 (139, 975h 21),
26 A 6 223,36), 50 (327,28.42", 61
A 4 328, 39), S. 659 (z. 51, 4. Theol.
3 A 10 (19, 19). Kosmol. allg. 2, 17
(15,29), 3A5 (18.13;, 6 18,25), 7
(18,36), 11—12(19.28, 11 A32 41,8),
46 A 65 (306. 6\ spez. 8 A 1 (17,
38), 6 (18,26), 7 18,40), 13-21 (19,
34—20, 40), 46 A 88 (309.28, 65 A 7
f363, 23), Vgl. S. 663 (z. 17. 1 9) . Psy-
chol. 3 A 23 20, 43), 3 B 2 (21, 17),
2,29 (17.16), vgl. S. 654 (z. 17,16),
14 A 11 (102, 15), 46 A 93 (311, 5).
Physiol. 3 A 22 (20, 41), 3 B 1 (21,6),
2 (21, 19).
Anchlses 73 B 31 (516,19), 32 (516,27).
Anchitos 21 A 15 (155, 28f.), 21 B 1
(173,9), 156(218,4), S. 680 (z. 166, 34).
Andokides 81 A 18 \612,13), vgl. S. 518,
6 Anm., 574, 16 Anm., vgl. Reg. L
Androklos 12 A 2 (56, 47).
Androktdes 45C6i281,2öff.), vgl. 4,8
(24,17).
Andromacde 59 A 12 ;457, 10).
Andron, Mathematiker 29, 12 '231, 9).
— V. Ephesos 67 A 3» ,483, 17), 71 A 1
(504. 13) , 6 (506, 7. 11. 19), 73 B 9
514,3, 10 (514,4).
Androtion [fhg I 375 fr. 36] 66 B 11
(476, 6), [FUG I 375 fr. 39] 73" 1 (624,
j 11), 80 E 118 (606, 31).
j Anontmus Sophista, Verf. d. sog. Dia-
I lexeis 83 636—648!.
' — lamblichi 82 (629-635).
— , Vertreter des MeraEü cap. 50 (327
—328). vgl. 2, 16 (15, 4^
Antenou 13 B 65 (100, 10), vgl. S. 669
(z. 89, 1).
Anthen, P^-tbagoreer 45 A (269, 10,.
Antilochos 4, 15 26. 18. 1%
756
III. NAMENREGISTER.
Antimachos V. Kolophon 21 A 26 (lö7,
46), B80 (195,19), 72,1 (511,1), vgl.
S. 574, 17 Anm.
Antimedon, Pythagoreer 46 A (268, 32).
Antimenes, Pythagoreer 45 A (268, 38).
Antiope 67 A 2 (483, 5).
Antipatros V. Tarsos 80 B 79 f603, 28),
80 (604, 11).
Antiphemos (Antiophemos) 67 A 1 (482,
22), 3a (483,20), 67 B 11 (486, 11).
Antiphon d. Redner u. d. Sophist:
Beide 80 A 2 (687, 20) , 80 B 82 -
117 (604,19-606,29).
— d. Redner.
Herk. 80 A 2 (588, 6. 6, 12), 79 A 13
(582, 27). Lebenszeit 76 A 6 (646,
25). Schüler 80 A 2 (588, 4) , 81
A 16 (611, 32). Redner 80 A 2 (687,
24), 78 A 13 (575, 23), 79 A 13 (582,
27), 81 A 16 (611, 32), 19 (612, 15),
20 (612, 26). Schriftsteller 80 A 2
(687, 24. 588, 6), 80 B 3 (592, 17).
— d. Sophist.
Herk. 80 A 1 (587, 16. 18), 80 B 78
(603, 26). Reisen 80 A 6 (590, 23).
Schüler 80 A 3 (588, 25). Neben-
buhler 80 A 3 (588, 24). Dichter
80 A 1 (687, 16). Sophist 80 A 1
(687,17), 3 (688,24), 6 (590,21 , 80
B 44» (397, 17. 20). Schriftsteller
80 A 1 (587, 18), 2 (587, 27. 588, 2. 7.
13), 80 B (591—606). Stil 80 A 2
(588, 14), 6 (590, 27). Apophthegm.
80 A 8 (691,3), 9 (691,7).
Lehre: Prinzipien 80 B 1-21 (691,
14-696, 12), vgl. S. 694 [z. 231, 37).
ZosmoB allg. 80 B 22—26 (596, 14—
28). apez. 80B 26-32 (695,29—696,
22), S.660 (z. 69, 12). Anthropol. 80
B 34—39 (696, 23—697, 4). Ethik
80 B 44=^71 (697,17—603, 6). Poli-
tik 80 B 72— 77 (603,6—21), vgl. 80
A2 (688,14). Traumdeut. 13B55
(98, 11), 80 A 1 (687, 16. 18), 2 (687,
26), 5 (690,20), 7 (690,33), 80 B
78—81 (603,23—604,18). Werk
üb. ihn 80 A 4 (690^ 12).
Antiphon, Halbbr. Piatons 18 A 6 (106,
38), 19 A 4 (127, 29).
— , d. Tragiker 80 A 9 (591, 8), vgl. 80
A 4 (590, 14).
Antisthenes d. Herakliteer
Lehrer 53 (342, 23) . Schrift 12 A 1
(56,17).
— , d. Sokratiker 19 A 15 (129, 39), 53, 1
(342, 22), 74 A 1 (626,7), 74 B 1 (536,
11 Anm.), 76 A 33 (551, 26), 79 A 5»
(580, 16), 81 A 20 (612, 30;, vgl. S. 652
(z. 8,15).
— v. Ephesos 53, 1 (342, 23).
— V. Rhodos 53, 1 (342, 23).
Aoios (Ion = 'HotoO 25 A 2 (221, 2 ff.).
Apate 80 A 7 (590, 34).
Apellikon 60 A 2 (458, 26).
Apemantos 79 A 9 (581, 20).
Aphareus 79 A 3 (679, 29 m. Anm. 580,
4. 5).
Aphidnos 81 B 24 (620, 3).
Aphrodisia (— Aphrodisias) 21 A 69
• (164,8).
Aphrodite b, Parm. 18 B 13 (123, 28),
18 (124, 29), 20 (125, 17). b. Emp.
21 A 29 (158, 25), 21 B 17 (177, 1),
22 (181, 18), 27 (183, 18), 66 (192, 27),
71 (193, 19), 86 (197, 12), 87 (197, 14),
151 (216, 10), vgl. S. 687 (z. 194,4).
b. Philol. 32 A 14 (237, 6). b. Orph.
66 B 22 (482, 16). b. Epiraen. 68
B 19 (497, 10). b. Theagen. 72, 2
(511, 26). b. Simonid. 73 B 3 (613,
11). b. Akusil. 73 B 31 (516, 18).
Mutter d. Rhode 68 B 18 (497, 4).
€pf '^(ppob{xr]c, 81 B 6 (615, 28).
metonym. 80 B 17 (695, 1). (EuXivrj)
56 A 104 (369, 37). Planet 2, 19
(16, 4), 55 A 92 (367, 26).
Apollobeches ( AtroXXoßi^H) 55 B 300, 13
(442,43).
ApolLodorüs (ApoUodotus) v. Kyzikos
cap. 61 (462, 23—29).
Herk. 61, 1 (462, 24), 2 (462, 26).
Lehrer 61, 3 (462,29; vgl. 462,26).
Ethik 61,1 (464,24), vgl. 63,2 (466,4).
Magie 61, 3 (462, 28).
III. NAMENREGISTER.
757
APOLL0D0RÜ8, "V. d. Archelaoa 47 A 1
(323,9), 2 (323,28), 4(334,4), 7 (324,
38), 9 (324, 43).
— V. Athen, Herausgeber des Epicharm
13 A 7. 10 (88, 24. 44), s. Reg. I.
— Epikureer 54 A 2 (343, 32).
— 6 XoTiOTiKÖ? 1 A 1 (3, 33).
— d. Sokratiker 76 C 1 (562, 19).
— (der Stoiker aus Seleakeia?) 74 A 18
(632, 9).
Apollon 4, 8 (24, 32. 34), 10, 3 (33, 38),
12 C 3, 1 (86, 16) , 18 A 20 (108, 29),
21 A 1 (151,3), 23 (157, 10. 12), B 134
(212, 16), 29,7 (230, 22J, 45 D 8 (289,7),
48, 4 (326, 2.5), 60 B 3 (459, 10. 12),
5 (459, 22), 66 B 15» (478, 23), 67 B 2
(484, 21), B 9 (486, 6), 72, 2 (511, 22;,
73 B 10 (514, 5), B 39 (517, 32), 73'* 2
(519,28), 76 A 8 (547,21), S. 700 (z.
268, 6). Delphinios 1 A 1 (4, 30 .
Didymeus 1 A 1 (4, 26. 6, 16). Py-
thios 1 A 1 (4, 37. 39), 21 A 25 (157,
28), 76 A 1 (544, 21).
Apollonta i. Kreta 51 A 3 (328, 34).
— a. Pontos 2, 3 (12, 21).
— i. Phrygien 51 A 3 (328, 35). Bew.
(.'ATroXXujvidTti(;) aus dem kretischen
oder phrygischen A. (Diogenes) 50
(327, 28. 328, 9), 51 (328-341).
Apollonides V. Nikaia 25 A 1 (220,33).
Apollonios V. Perge 32 A 6 (234,25).
— V. Tyana 46 A 6 (295, 42).
Apollothemis 51 A 1 (328, 20).
Arabien 55 A 155 (382, 2) , 56 B 300, 2
(440,15), B 300, 6 (440,42), 60 B 10
(461,17).
Aratos 18 A 40 (111, 29), 21 B 80 (196,
19), 65 B 14, 1 (390, 32), 68^ A 2 (499,
11. 12), 68 B (493, 25 Anm.) , 70 A 3
(602,6), Bl (502, 18 Anih.).
Archagoras 74 A 1 (626, 23).
Archedemos 35 A 6 (251, 39 ff.).
Arcuelaos V. Athen cap. 47 (323—326).
Leben: Name 47 A 5* (324,31).
Herk. 47 A 1 (323,9), 2 (323,28), 4
(324,3), 5(324,26), 6 (324,34), 7 (324,
36.38), 9 (324,43), 46 A 7 (296,6).
Lebenszeit 29, 3 (230, 4). Reisen
46 A 7 (295, 47). Lehrer 47 A 1
C323, 10) , 2 (323, 30) , 3 (323, 37) , 5
(324,27), 29,3 (230,4), 46 A 7 (295,
46. 296,2.6), 32 A 8 (334,42.
Schüler 11 A 1 (34, 8, vgl. S. 656),
6 (34,44), 47 A 1 (323,10.14), 2 (323;
30), 3 (323,34), 5 (324,26), 7 (324,
36), 10 (324, 4G). Politiker 47 A 3
(323, 41). Dichter 47 B 1 (325, 23)
PhiloB. 47 A 1 (323,12), ä (823,25),
6 (324,34), 9 (324,44), 47 B 1 (32&,
30), 11 A 6 (34, 44), 46 A 7 (295,46).
Schriftsteller 47 A 2 (323,31), 47 B
(325, 20).
Lehre- Prinzipien 47 A 1 (323,15),
4 (324,4), 6(324,4), 7-10 (324,36—
326,3), 47 B (325,33— 35). Theol.
47 A 11. 12 (325, 4—7). Kosmol.
allg. 47 AI (323,18), 4 (324,5), 6
(324, 27), 13—14 (326, 8), 46 A 64
(305, 48). spez. 47 A 1 (323, 23) , 4
(324, 11), S. 706 (z. 310, 8), 47 A 15—
16 (326, 12). Psychol. 47 A 4 (324,
23), 17—18 (325,15-19), 2,29 (17,
16). Physiol. 47 A 1 (323, 16. 21),
4 (324, 18), 14 A 11 (102, 14). Ethik
47 A 1 (323, 16), 2 (323, 23). Magie
47 B 2 (325, 35). Schrift über ihn
47 A (324,2).
Archelaös, Geograph 47 A 1 (323,26).
— , Verf. d. Mfeioqpuf^ 47 A 1 (323, 27).
— , Rhetor. 47 A 1 (323, 27).
— , K. V. Makedonien 78 B 2 (577, 29).
Archemachos, Pythag. 46 A i269, 7).
Archestratos 70 A 4 (502, 7).
Archigenes 56 A 46 (360, 48. 861, 3).
Archilochos, Herk. 4, 5 (23,8), 81 B 44
(626, 22). Lebenszeit 79 B 9 (584,
29). Äußeres 81 B 44 (626, 23).
Reisen 81 B 44 (626, 24). Dichter
18 A 16 (108, 8), 81 B 44 (626, 26).
öoq)6c 4, 6 (23, 8). Psychol. 12 A 16
(60, 6). ürt«il über ihn 12 B 42
(68,13), 81B44 (626,19).
ARCHIMEDE8 86 B (263, 26).
Archinomos 21 AI (160,26), 2 (163,42).
Archinos 81 A 16 («18, 2), S. 701 (a.
276, 42).
758
FII. NAMENREGISTER.
Archtppos V. Samos, Pythagoreer 46 A
{269, 22).
— V. Tarent, Pythagoreer, Herk. 4, 16
f37,6), 34,1 (249,39), 45 A (269, 3).
Flucht 4, 16 (26,40. 27,5), 34,1 (249,
39), 34, 2 (3Ö0, 7). Lehrer 4, 16 (26,
40 ff.) , 34, 1 (249, 39) , 34, 2 (260, 7),
46 A (269,3).
Abchytas V. Tarent, o. 36 (260—264).
Leben: Herk. 36 A 1 (260,24), 2
(261,3), 5 (262,9), 6 (262,12), 7 (252,
I6ft'1. Äußeres 36 A 8 (252, 24).
Charakter 36 A 1 (260, 26). Reisen
35 A 5 (251, 36). Lehrer 32 A 3
(234,6), .35 A 1 (260,26. 38), 2 251,4),
4 (261,30), 10» (253,14), 16 (256,8),
17 (255, 38), 35 B 1 (267, 40), 35 B (263,
19. 264, 6), 46 A (269, 1). Schüler
36 A 1 ^250, 25. 29), 2 (251, 4. 7. 9],
4 (261,30), 6 (251,32 fr.), 9 (262,32),
40,4 (266,37), 41,1 (267,3), S. 696
(z. 237, 7). Freunde 36 A 9 (263, 9).
Tod 36 A 3 (251,12). Polit. 36 A 1
(260,27.38), 2 (251. ö, 4 (261,29), 6
(251,1), 7 (252,15), 8 (252,251.
Mathematiker 92 A 6 (224, 22).
Philos. 36 A 2 (261,7), 3 (251,13), 8
{252, 26). Schriftsteller 36 A 2 (261,
7), 6 (261, 41), 35 B (257—264!, 36« 4
(264, 27). Apophthegm. 36 A 1 (250,
29), 11. 12 (253, 26).
Lehre: Kosmol. 32 A 24 (257,14).
Mftthera. 33,2 (249,15), 35 A 20— 22
(266,46-267,8), 26 (257,36), 35 B 4
(263,4.12), 35 B (264,8). Geometrie
35 AI (250,41), 6 (202,11), 14—15
(253, 34- 266, 6), 26 (257, 32). Musik
8, 15 (32, 11) , 32 A 24 (238, 16) , 36
A 10-19 »> (265,7—266,44), .36 B 1—3
(267, .38-263, 2} , 35 B n. 4 (263, 17).
Mechanik 35 A 1 (250,40), 2 (261,10),
10—10* (253,14), 23 (257,9), 35 B
(263, 24). Optik u. Psychol. 25 A 25
i267, 23), 35 B (264, 10. 12). Physiol.
36» 2 (264, 19). Ethik 3ö A 9 (262,
39), 36 B (264, lOi. Schrift über ihn
35 A 9 (263, 30), 13 (253, 33).
Abchytas, Architekt 36 A 1 (260, 34).
Abchytas, Epigrammatiker 36 A 1 ^260,
33).
— , Verf. V. n€p\ T€u»PTfa? 36 A 1 (250,
33).
— V. Mytilene 35 A 1 (260, 32).
Akdalos 68 A 5 (492, 31).
Areiospagos 68 A 1 (489, 21), 81 B 26
(620, 12).
Ares 21 B 128 (210, 24. 27) , 32 A 14
(236, 31. 32. 237, 5), 66 A 92 (367,26),
72,2 (611,26), 73 B 3 (613,11), 83,9
(648, 23). metonym. 76 B 24 (6^1, 28).
Arete (*Ap€Tii) 77 B 1 (567,9), 2 (669,
20. 570, 28), vgl. Reg. IH.
Arges 66 B 13 (478, 6).
Abgo 68 A 1 (490, 7), 73 B 35 (617, 16).
Argous 83 (636, 17 Anm.).
Argos, Wächter d. lo 67 B 13 (486,
23.24), 73B13 (514,14).
~ S. d. Niobe 73 B 11 (614, 9).
— S. d. Phrixos 68 B 12 (496, 26).
Argos, Stadt in Böotien. Bevr. fAp-
Tdo?) 73 A 1. 2 (612, 4. 8) , 73 B 40
(617, 34), 73» 1 (519, 10).
— i. Peloponnes 81 B 16 (618, 6). Bew.
rApT€!o^) 1 A 1 (4, 45), 11 B 4 (47,1),
28 A 1 (228, 16), 46 A (269, 17. 37),
46 D 7 (287, 10), 59 A 6 (466,4),
6 (456, 11. 21), 68 A 9 (490, 11), 83, 1
(637,1).
Ariadne 68 B 26 (498, 18. 20).
Arignötos 46 A 22 (298, 37).
Arimkestüs 4,6 (23, 16 ff.).
Arion, Pythagoreer 40, 4 (266, 37).
Ariphrades 46 A 22 (298, 36).
Aristagoras 60 B 6 (460, 9),
Aristaios 32 A 24 (238, 16), 73 B 16
(514, 22).
Aristangelos, Pythsg. 46 A (269, 26).
Aristarceos V. Samos 1 B 1 (11, 11), 12
A 13 (59, 16), 32 A 6 (234, 24).
— (Ari8tot«le8?) 4, 8 (24, 7).
Aristeäh 4, 7 (23, 34), 46 A (268, 34),
65 B 300, 13 (442, 38), vgl. 66 (466, 26).
Arist EIDES. Athener S. 626, 31 Anm.
— , Pythagoreer 46 A (269, 19).
Ari8TIP?os V. Kyrene 21 A 1 (151, 21),
ni. NAMENREGISTER.
759
21 B 1 (173, 7), (?) 59 A 7 (456, 27).
Aristippeer 67 B 1 (463, 8).
Akistippos V. Larissa 76 A19 (649, 9 ft'.
m. Anm.).
— V. Tarent, Pythag. 45 A (269, 2).
ARI8TODEM03 V. Sparta 1 A 1 (4, 46. 47.
5, 1), 73» 1 (519, 8. 16).
Aristogeiton 19 A 1 (126, 28).
Aristokleidas, Pythag, 45 A (269,6).
Abistoklks (= Piaton) 55 B 26 (396,26).
Aristokrates, Athener 81 A 6 (610,8
m. Anm.).
— , Rheginer, Pythag. 45 A (269, 19).
Abisiomenes, Pythag. 45 A (268, 36).
Akiston, V. PlatoDs 81 A 2 (608, 16 ff.
m. Anm.), 81 B 75 (629,22m.Aum.).
Aristophanes, Komiker vgl. m. Eupolis
24 (220, 24). m. Parmen. 18 B 5
(117,1). Verspottung v. Diog, v.
Ap. 51 C 1 (340, 10), 2 (341, 13).
Hippon 26 A 2 (223, 19). Ion von
Chics 25 A 2 (220, 35). Orpheus
66 A 11. 12 (472, 4—17). Prodikoa
77 A 5 (684, 7). Protagoraa 74 C 2.
3 (542, 29. 35). Thrasymachos 78 A 4
(574,8). Vgl. Reg. I.
Aristoteles, Lehrer des Aristoxenos
'4,9(25,4), 39,3(266,23). d. Kal-
liethenes 14 A 10 flOl, 41). Urteil
über ihn 59 B 1 (457, 41). Toten-
opfer f. s. Frau 44, 4 (268, 18). Theo-
logie 18 A 30 (110, 21). Kosmologie
dö'^ 3 (264, 22), 16 A 63 (305, 44).
Meteorologie 64, 2 (466,20). Sprach-
•wiBseaschäft 65 B 26 (396, 10).
örammatik 72, 1^ (611, 10). Stil d.
Arißt. 55 A 34 (358, 27). falsche
Losart 55A66 (364,11)?
— , ath. Stratege 19 A 11 (128, 41).
Ajustoxenos , S. d. Spintharos 46 D 6
(286,12). S. Reg. I.
ARi8TTLL08,alex. Astronom IBl (11,12).
Arkadien 68* B 6 (500, 8), 68 B 22 (497,
23 Anm.). Arkadier ('ApiwJi;) 1 A 1
(4, 24) , 46 A (269, 35), 68 A 1 (490,
26.301.
AKKAe 68» B 6 (500, 13. 17. 21), 68 B 16
(496, 36. 38).
Arkeas, Pythagoreer 45 A (269, 3).
Arkesilaos V. Pitane 4,18 .27,36).
— V. Sparta 81 B 8 (616,15.
Arktos, Sternbild. "AfJKtoc; ^€T<äi^n 68»
B 6 (600, 7. 19), eüpcTT}^ (Tliales) xfl«
apKTOu Tr^(; |LiiKpä(; 1 A 1 (3, 14). bi'
b\)HO\ cipKTOi 81 B 18 (618,33).
Arktophylax 70 B 1 (502, 18).
Arktttros 46 B 20 (322, 1) , 56 B 14, 6
(391,37.38).
Arpedonaftai 55 B 299 (439, 16), S.728
(z. 439, 16. 4).
Artaxerxes Mnemon 45 C 6 (281, 20).
Artemis 10, 3 (33, 41) , 12 A 1 (54, 23.
55, 1), 66 B 15» (479, 3), 68» B 6
■600, 8), 7 (601, 4. 9), 72, 2 (611, 24).
Artemon, V. d. Protagoras 74 A 1 (526,
12), 3 (528,3).
Artemon, Traumd. 13 B 65 (98, 12).
Asapheia, Enip. 21 B 122 (209, 12).
Asia Land) 21 A 3 (154,21), 65 A 12
(354, 3), 20 (365, 16), 79 B 8 (584. 26).
'A(TiaTOT€vn? X^fp (Krit.) 81 B 6 (616,
16).
~ (Nymphe) 79 B 8 (584, 26).
Asklepiades V. Prusa 21 A 77 (166, 2)»
51 B 6 (337. 4). 56 A 28 (366, 25).
— V. Myrlea 66 A 1 (470, 9).
AsKLEPiADEN 21 A 3 (154, 21), 66 A 7
(471,21), <püJT 'AaKXnwi(46nv 21 B 166
(218,5).
AsKLEPios 9. 2 (33, 5). 45 D 8 (289, 8),
73 B 9 (513, 31).
AsKBA. Äseracus (Hesiod) 13 A 9 (88,36).
Asopoa 68 B 2 (494, 22 Anm.), 73 B 18
(514, 30).
AsTEAS, Pythagoreer 45 A (269, 8).
AsTEMPHES (Emp.) 21 B 123 (209,20).
AsTERiA 67 B 16 (487, 6).
Aston v. Kroton, Pythag. 4, 19 (28, 9).
AsTYAOES 1 A6 (7, 28 f.).
AsTTOAMBiA 73 B 41 (618,7).
AsTYLOS, Pythagoreer 45 A (268, 39).
AsTYOCHE 73 B 34 (517, 16).
Ate 21 B 121 (209, 2).
Athamas 46 A (269, 15).
Athena 25 A 5 (221. 27), 32 A 14 (236,
47), 48.3. 6 (326, 14 f.), 60 B 7 (460,
760
III. NAMENREGISTER.
36), 66 A 10 (472, 1), 66 B 15» (479, 3),
67 B 12 (486, 22), 71 B 2 (Ö08,l Anm.),
6 (509, 21), 72, 2 (511, 26), 74 C 1
(541, 26. 32. 34j. Poliae 73 B 35
(517, 12). TritogeneJa 85 B 2 (385,
26. 386,2).
Athenai 1 A 1 (3, 7), 12 A 2 (57, 1), 13
A 5 (87, 40), 18 A 4 (106, 28), 21 A 3
(164,13.17), 27,1 (227,33), 30,2(231,
31. 32), 36 A 6 (251, 46), 39, 2 (266,
20), 40, 3 {2m, 33), 46 A 1 (2i)3, 34),
3 (295, 21), 4» (295,30), 7 (296.4),
11 (296, 18), 39 (300, 27), 47 A 1 (323,
11), 51 A 1 (328, 24), 51 C 4 (341, 25;,
55 A 1 (361, 7. 350, 35. 37), 11 (353,
46). 55 B 116 (406,26.27). 67 A 1
(482, 22), 8 (484, 13), 67 B 20^ (488,
11), 68 A 2 (491. 11), 7 (493, 13). 8
493, 15), 68 B 1 (494, 10. 16. 18 Anm.).
70 A 1 (501, 28. 502, 1), 74 A 1 {526,
21), 11 (530, 13), 76 A 1 (544. 14. 26),
4 (545, 33. 546, 3. 12. 18. 20), 7 (547,
3), 24 (550, 14), 33 (651, 27), 77 A 1
(562, 28) , 78 A 7 (574, 25) , 79 A 5
(580, 13), 6 (580, 20), 9 (681, 18). 14
(682, 31), 81 B 25 (620, 5), 62 (628, 4
Anm., 6). Bew. ('A8riva?o^) 1 A 1
(6,6), 2,1 (12,8). 4,8 (24,10), 9,1
(32, 38), 11 A 1 (34, 9), 11 B 4 (47, 3),
12 A 1 (56, 14), 13 B 55 (98, 9) , 19
A 1 (126,41), 4 (127,22), 20 A 3 (136,
36 f.), 21 AI (150,12), 14 (155,20),
25 A 2 (221,14), 27,3 (227,45), 27,4
(228,35), 28 AI (228,17), 35 A 6
(252, 13), 9 (253, 12), 44, 4 (268, 19),
45 A (269,29), 45 B 1 (270,8), 46 AI
(294, 19), 3 (296, 23), 7 (296, 5), 10
(296,12), 19 (298, 1.6), 47 (323—326),
50 (32?, 29), 62, 1 (341, 38), 55 A 19
(366,7), 66 B 11 (476,8), 67 A 3 (483,
10), 4 (483, 22), 67 B 20 (488, 3), 20»
(488,9), 22 (488,21.27), 68 AI (489,
16 f.) , 4 (491, 27 ff.) . 5 (492, 20) , 8
(493,21), 68 B 1 (494, 12), 10 (496, 12),
70 A 1 (602, 2), 71 AI (504, 15. 606,
3), 3 (605, 12), 73 B 9 (614, 2), 35
(617, 9), 73» 3 (621, 4), 74 A 1 (526,
29), 2 (527, 29. 31), 3 (628, 8), 4 (528,
14), 12 (530, 24), 23 (533,30), 74 B 9
(539, 22), 76 A 1 (544, 27. 28. 31), U
(545,5), 4 (546,30 f.), 7 (546,35.547,
1), 76 B 6 (557, 8) , 77 A 1^* (563, 4),
77 B 9 (572, 23), 78 A 13 (575, 26,,
78 B 1 (576, 9 f.) , 3 (578, 3) , 80 A 1
(587, 16 ff.), 81 AI ff. (607, 3 ff.), 83,1
(636, 24. 25), S. 663 (z. 87, 17), S. 680
(2. 152, 48).
Athenokrhos 55 A 1 (350, 13), 2 (352,
44).
Ai-LAN-nscHES Meep. ( AxXavTtKÖv ntXa-
ToO 26 B 1 {225, 38, s. Ber. u. Zus.).
Atlas 2, 5 (12, 31), 55 A 55 (.%2, 23), 66
A 1 (469, 7) , 67 B 13 (486, 26) , 81
B 18 (619, 3). 'AtAüvtiov it6Xov
(Eur.) 81 B 18 (618, 29. 619, 2).
Atossa 9, 1 (32, 42), 9, 3 (33, 22), S. 656
(z. 32, 42).
Atäopos 66 B 13 (478, 4).
Attika 25 A 2 (221,13). 66A14 (354,
19), 67 B 21 (488, 17)., 68 A 8 (493,
21. 23), 71 A 2 (505, 5), 73 B 20 (515,
8), 81 AI (607, 11. 608, 11), 2(608,25),
7{610,16), 18 (612, 11), 81 B 2 (613,27),
S. 668 (z. 87, 17) , S. 681 (z. 165, 14).
Bew. CAttiköc) 55 B 29 » (397, 14), 81
B 33 (623, 18).
AüLis 73 A 2 (512, 9).
AUTOCHARIDAS, Pyth. 45 A (269, 18. 37).
AoTONOE 73 B 16 (514, 22).
AxiocHos 77 B» (572, 22 ff/.
AxiOPiSTOS, Herk. 13 A 10 (88, 43).
Lehrer S. 669 (z. 89, 1). Scliriftst.
13 A 10 (88, 42), vgl. S. 669 (z. 89, 1),
13 B 8-46 (92, 20—96, 27), vgl. B 47
—64 (97, 1—98,6), 13 B 56 (98, 6).
Babel YKA, Pythagoreerin 46 A (269,37).
Babylon 65 A 16 (354, 28), 33 (358, 10),
40 (360, 7), 65 B 298b (439, 6) , 299
(439,17). BaßuXijGvioi XÖYOi 55 B 299
(439, 8). Bew. (B«ßuXi{iviO(;) 2, 4 (12,
26), 32 A 24 (238, 16).
Babys 71 A 1 (60^,4. 14), 2 (604,22), 3
(605, 12).
BäB, Sternbild b. Akktos.
Bakchanalien 66 B 14,8 (392, 41).
III NAMENREGISTER.
761
Bakcheios 11 B 4ö (53, 12).
Bakchos 13 A 6a (88, 11).
Bakchiker = Orphiker 4, 1 (22, 16).
Bakchylides, Lebenszeit 55 A 10 * (353,
42). Vgl. m. Pindar 25 A 4 (221, 20).
Bakis 67 B 21 (488, 19).
Balte 68 A 4 (492, 4).
Bathykles 1 A 1 (4, 24. 31).
Bathylaos, Pythag, 45 A (269,14), 14
B 1 (103, 21).
Baubo 21 B 153 (216, 16), 66 B 15* (479,
11. 13).
Bautok (?) 12 A 1» (56, 39).
Beeosos 2, 22 (16, 19), 11 A 43 (43, 13),
60 B 15 (462, 8).
Bus 1 A 1 (5, 5), 12 B 39 (68, 6), 73» 2
(519,12. 23)), 3 (522,21. 523, 10 Anm.).
BiON V. Abdera 64,1 (466,16), 2 (466,
19).
— Borysthenite 64, 1 (466, 16) , 77 B 9
(573, 2 Anna.).
— V. Prokonnesos 76 A 34 (551, 31).
BlTHYNIEN 78 A 1 (573, 11).
Blasta 68 A 2 (491, 6).
Bloson S.656 (z. 32,42), S.660 (z.54,14).
Blyson 8,7 (30,46), 12 AI (54,14. 660),
1» (56,39), 3 (67,5).
Boidas, cap. 24 (220).
Boro 45 A (269, 37).
BoiOTlA 18 B 23 (125, 25). Bew. (Boiui-
TÖO 74 A 11 (530,4), 76 A 6 (546,22),
77 AI» (563,2).
ßoKCHORis 60 B 10 (461, 14. 16).
BoLOS a. Mendes, cap. 65 (466, 22fiF.), 55
B 300, 1. 4 (440, 4. 8. 34). Schriften
65 (466, 24), 56 B 299«= (439, 21), 300
(440, 4).
— jüngerer ? 65 (466,32).
Bootes 68» B 6 (500, 20), 70 B 1 (502,
14. 17 Anm.).
Bobeaden 60 B 3 (459, 12), 5 (459, 30).
Boreas 60 B 6 (469, 3lV 67 A 5 (483, 32),
68 B 7 (496, 26), 71 B 5 (609, 19), 73
B 30 (616, 16), 35 (517, 12), (Boppdtq)
73 B 30 (516, 16).
Boeysthenis, Bew. 64, 1 (466, 16).
BoTON 11 A 1 (34, 8. 666).
Branchiden 4,8 (24,32).
Beiareos 66 B 13 (478, 6).
Britannien 3 A 14» (19, 48), 55 A 118
(371,34).
Bromios 81 B 1 (613, 23).
Brontes 66 B 13 (478, 5).
Brotinos (Brontinos) cap. 7 ;28— 29).
Bryas V. Kroton, Pyth. 45 A (268,32).
— V. Tarent (identisch ?) , Pythagoreer
45 A (269, 7).
Bbyson 67 A 1 (451,1), 59 A 2 (454,35),
S. 694 (z. 231, 37).
BuBEOSTis 57 B 6 (463, 32).
BuTHEROS, Pythagoreer 45 A (269,27).
BüTHOS (Xuthos ?) , Pythagoreer 45 A
(268, 29).
BuzYGES 68 A 8 (493, 22. Anm. 15).
Byndaku (Schwester des Okkelos), Pyth.
46 A (269, 31).
Byzantion 30, 2 (231, 28), Bew. (BuZdv-
TioO 36 B (263,26), 74 A 26 (534,24),
76 All (547,36), 30 (651,4).
Caecilia Seeundina 66 B 18 (480,20
Anm.).
Caeoilius V. Kaieakte 80 A 9 (591, 9).
Oatius Insuber Epicurius 55 A 118
(371, 28. 29).
Cato maior b. Cic. 35 A 9 (262, 39 ff.).
Celsus b. Origenes 71 B 6 (509, 11), 80
B 12 (693, 9).
Chabkino» 73», 1 (619, 17).
Chaieephon 61 C 1 (340,27), 76 A 24
(550,13.14).
Chaldaier 1 A 11 (8, 42), 4, 11 (26, 26),
66 A 1 (360, 16. 26), 2 (362, 47), 16
(364, 27). Sarossystem S. 666 (z. 7,
22). XaKbaiKoc, \6>(o<; 65 A 33 (368,
11), 66B299d (439,23).
Chalkedon 78 A 1 (673, 12), 9 (676, 1.
4). Bew. (XaXKii66vi0(;, KaXxnö^-
vioO 19 A 22 (131, 1) , 27, 1 (227, 4),
65 A 79 (366,9), 74 A26 (636,10),
76 A 30 (651, 13), 77 B 3 (570, 34),
78 (573-579).
Chalkiope 68 B 12 (496, 23).
Chalkib a. Euboia 44, 4 (268, 20;.
Bew. (XoXkiöcuO 76 A 4 (646, 30),
XaXKi6eu(; oirb 0p<i»Kri5 4, 10 (26, 21),
762
III. NAMENKEöISTER.
4,16 '27,7.8), 32 A4 .'234,8, 39
(266,10fl.),
Cham 71 B 2 (508,3). 81 A 15 611,27).
Chaos 20 A 5 (138, 6) , 66 A 12 472, 8.
13), 66 B 9 (475, 19), 12 (476, 21. 22.
24. 31. 36 Anm.). 13 '477, 16>. 67 B 14
(486. 29), 73 B 1 (512, 23. 513, 2), 73
B2 (513,4.6), 3 (513,10).
Chares 13 A 5 (87, 40).
Charikles 81 A 4 (610, 1).
Charis, Emp. 21 B 116 (207,26). pbr.
Hermesianax 67 A 2 (483,0), Hesiod.
68a B 5 ;öoo, 3).
Charmandros 46 A 83 (308, 41).
Charmantidas 73», 1 (519,16), 76 A 2
;545, 9), 7 (546, 31), 8 (547, 14).
Charmides 81 A 2 (608. 19flf.).
Charondas, Pythag. 45 A (269, 28^ . 68
B 3 (495, 6).
Charybdis 21 A 21 156, 40) , 55 A 100
(369, 10,.
Chen 1 A 1 (4,40). Bew. \r\vc\x; 73^
2 (519,24).
Cherronesixen 46 A 12 (296, 34).
Cherubim 81 B 18 (618, 23).
Chilas, Pythag. 45 A 268, 35).
Chilon. Pj-thag. 45 A (269,32), 73», 1
(518,22). 2 (019,24), 3 (521,17).
einer d. 7 Weisen 1 A 1 (4,36), 77 », 1
(619, 9. 13), 2 (519, 24). Apophthegm.
1 A 1 (6, 37), 2 (7, 3). 73», 1 (518, 22),
3 (521, 17), 81 B 7 (616, 7).
Chilonis, Pythagoreerin 45 A (269, 32).
Chimaira 76 B 3 !554, 22).
Chimaros 13 A 1 (87, 7).
Chionides 13 A 2 (87, 17. 668).
Chtos 1 A 10 8, 25) , 25 A 2 !221, 11),
68* B 7 (50O, 30', 73 B 22 (515, 18),
81 B 2 f614, 7). Bew. (XToq) 8, 4 (30,
7), 25 (220,29ff.K 29 -229-231), SO
(231-232), 31,2 (233,5), 45 Bl (270,
2. 3), 46 A 9 (296, 9), 64 (306, 1), 47
A3 (323.42), ööAl (352.39), 2(353,
3), 56 Bl (450,25), 2 (450,28), 57
(460—453), 59 A 1 (454, 8 9), 78 B 3
(678, 3), 81 B 33 (623, 17i.
Chiron 73 B 16 (514, 23).
Claudius, Appiua Cl. Crassus 35 A 9
(253, 13).
Chüirilos a. Samos 13 A 6 (88, 6). Er-
forscher d Unsterblichkeitslehre 1 A 1
(3,24).
— a. lasos 69 A 6 (466,21).
Chronos 66 B 12 (476, 30. 36 Anm.), 13
(477. 10£f.), 71 A 8 (506,29. 30), 71 B 1
(607,20), 81 B 18 (618,31), 25 (621,
22).
Chrysippos, Pythagoreer 46 A (269, 28).
— , Stoiker, angegr. von Artemidoros
74 A 1 (526, 11). über Symmetrie
d. Körpers 28 A 3 (228, 33). Sitz
d. Seele 74 A 18 (632. 9). Traum-
deutung 80B79 (603, 28), 80 (604.
11). Schicksal S. 667 (z. 81, 3).
Christus 18 B 10 (122, 14).
Chrtsogonos, Flötenspieler 13 A 10
(88, 41) , 13 B 66- 57 (98, 13-99, 4),
S. 669 (z. 89, 1).
Chthon, Emp. 21 h 98 (199, 31). Pbe-
rek. 71 A 9 (507, 2).
ChthOxNIe, Emp. 21 B 122 (209, 9), Mu-
saios 67 B 11 (486,16), Pherekyd.
71 A 8 (607,29), 9 (607, 6. 6\ 11 (507,
12), 71 B 1 (507,20), 2 (608, 11 Anm.).
Clodius, Kalender 55 B 14, 6 (391, 41).
Cremera 21 A 9 (154, 40;.
Daidalos 65 A 104 (369, 36), 68 A 5
(492, 24 Anm.).
Dakidas, Pythagoreer 45 A (268,39).
Daktyler 66 A 15 (473, 13).
Damagetes 73*3 (521,17;.
Damarmenos, Pythag. 45 A (268,35).
Damasippos 55 A 1 (360, 14), 2 (352,44),
3 (363, 8), 16 (354, 29), 40 [360, 6),
166 (383,35).
Damaskus, Bew. (Aa|uct(JKiiv6<;) 11 A 31
(41, 3), 60 (328, 9).
Damasios 1 A 1 (3, 7).
Damasos 65 A 1 (351, 19) , 18 (364, 45.
356, 2).
Damastes, Br. d. Demokritos 55 A 2
(353, 1).
Damo 7,1 (29,5).
Damokles, Pythag. 45 A (268, 33)
in. NAMENKEÖISTER.
763
Dämon v. Oa 4ß A 15 (297, 13).
— V. SjTiikus, cap. 42 (267, 25).
Herk. 45 A (269, 21\ vgl. S. 701 (z.
269, 21). Lebenszeit 42 (267, 26).
Lehrer 42 (267,32), 45 A (269,22),
46 D 7 (285, 40). Freund 42 (267,
25), 41, 1 (267, 2j, 45 D 7 (285, 38).
Damotages, Pythagorcer 45 A (268, 39).
Danae 55 B 24 ,395, 4).
Dan.\os 67 B13 (486,26Anm.). Erfin-
der des Alphabets, Ber. I S. xii zu
S. 17, 34.
DARDANF.U8, Pythag. 45 A (269, 16).
Dakdanos 55 B 300, 13 (442, 44).
Darkios 1 A 2 (7, 5), 9. 1 (32, 21 f.), 9,2
(33, 7), 9, 3 (33, 22), 11 A 8 (35, 6),
12 A 1 (56, äff.), 3 (57, 6, , 55 A 20
(355, 9. 15. 20), S. 656 (z. 32, 42).
Deikrates 76 A 7 (546,80), 8 (547,16).
Deinarchos V. Paros, Pythag. 8, 5 (30,
29], 45 A (269, 11).
Deinokrates, Pythag. 45 A (269,4).
Deinono [?] 7, 1 -28, 34).
DeYokes 7i B 2 (508, 4 Anm).
Deiope 67 A 3 (483, 12;.
Dekeleia 78 B 1 ;576, 17 Anm.).
Delion 74 A 11 (530, 6).
Delos 4, 8 (24, 13. 36), 10, 3 (33, 37. 41),
12 A 5 (58, 2), 36 A 15 (254, 36), 71
A 1 (504,7), 2 (604,23), 4 (005,14.15),
vgl. S. 621, 31 Anm., 522, 5 Anm.
Bew. (Ai]\to^) KoAtijißT"!? 12 A 1
(56, 6).
Delphin (Sternbild) 55 B 14,8 (392,38).
Delphoi 1 A 1 (4, 18. 22' , 4, 3 (22, 38),
12 B 93 (75, 18), 45 C 4 (280, 17), 55
B 15 (393,9;, 67 B 11 (486, 13), 68 B 1
(494, 18 Anm.), 71 A 1 (004,4), 73» 1
(618, 19), 2 (519, 29. 35) , 3 (521, 31
Anm), 76 A 7 (547, 4. 7. 10) , 83, 3
(642, 1), S. 651 (z. 3,7), S. 701 (z. 276,
40). AeAcpiKÖv OTtiiina 21 A 1 (1Ö3,
16) , 21 A 2 (154, 1). • TÖ A£A<piK<5v
(Orakel) 67 B 1 (484, 17).
Demeter 4, 13 (25,32. 38), 13 B 62» (97,
21), 21 B 163 (216, 16), 32 A 14 (236,
37. 237, 6), 44, 4 (268, 19), 48, 4 (326,
26) , 66 A 6 (471, 11), 66 B 16 (478,
17. 19), 15» f4?8, 28. 30. 479, 4. 6. 11.
13. 17). 21 481, 17. 482, 4 Anm.), 67
B 20 (488, 4 , 67 A 2 (483, 9), 3 (483,
11), 3» (483,17), 6 (483,34), 77 B 5
(671, 18. 27).
Demeter, X9ov{a 71 B 1 (607, 20 Anm.).
— Vi 'EKevoiyia 12 A 2 (57, 4).
Demodikb, Stiefm. d. Phrixos 79 B 14
(685, 15).
— V. Kyme 11 B 4 (47, 1).
Demokedes, cap. 9 (32—33). vgl, 8, 5
(30, 26).
Dbmokritos, cap. 64, 55 (342 ff.).
Leben: Herk. 55 A 1 (350, 13. 28.
351,19. 352,11), 2 (352,44. 353,1),
3 (363,8), 4 (353,12), 6 (363, 18 ff.),
16 (364,30), 18 (354,45. 355,2), 40
(360,6). Lebenszeit 18 A 11 (107,
31), 19 A 2 (127, 12), 55 A 1 (360, 11 ff.
351,26.39. 352,15), 2 (352,46), 4
(353, 9), 5 (353, 16), 6. 7 (353, 18),, 10
(353,40), 65 B 300, 13 (443,2), 16(443,
37), 74 A 4 (628, 16), 77 A 1 (662,26).
Äußere Verh. 65 A 1 (350, 28. 351,
17, vgl. 354,8), 16 (354,20), 16 (354,
19), 17 (354,36), 65 B v. 1 (384,30).
Reisen 66 AI (850,24.35.39. 351,6),
2 (362,48), 11-13 (353.46«.), 16
(364,27), 55 B 116 (406,23 , 299 (439,
7), 300, 6 (440, 42), 300, 13 (442, 41).
Lehrer 4, 6 (23. 18), 21 A 14 (155,23),
29, 7 (230, 17), 46 A 1 (295,1), 46 B 2^
(322, 13), 54 A 2 (343, 31), 4 (343,36),
6 (343,44), 55 A 1 (350, 10. 14. 24),
2 (352,46;, 40 (360.5), 65 (362.17),
55 B 299 (439, 14; , 300, 13 (442, 43),
15-17 (443, 31 ff.), 66 AI (450,17).
Schüler 66 A 2 (353, 2), 9 (353, 30),
10. 10» (353, 38. 42), 43 ft". (360, 34 ff.),
160. (382, 21}, 55 B 300, 1. 2 (440, 8.
17), 4 (440, 34), 66 A 2 (450, 22), 67
A 1 {450, 34. 461, 2), 57 B 1 (453, 11),
62 A 1 (462, 32), 4 (463, 5). 5 (463, 8),
63,1 (466, 2 ff.), 65 (466,29), 74 A 1
(525,19), 3(628,4>, 4 (528,16), 74 B 4
(537,25). Nachahmer 55 C (447,8).
Freunde 20 A 1 (135, 21) , 55 A 1
(352, 3 ff.), 14 (354,15), 66 B 300, 18
764
III. NAMENEEGISTER.
(444, 16), 5ö C 2-6 (447, 32—449, 4).
Tod 56 A 1 (351, 25. 352,9), 24 (356,
11), 28-30 (366, 25 ff'.) Philos. 55
A 1 (350, 17. 25. 351,2.34), 2 (353,2),
4 (353, 10), 11 (353, 46, vgl. 350, 35),
16 (354,26), 21 (355,24), 22-27 (355,
33—366,24), 34 (368,19), 36 (359,2),
40 (360,20), 72 (365,2), 166 (383,35),
55 B 31 (397, 23), 144 (410, 17), 300,
16 (443, 37), 300, 17 (443, 46), 55 C 3
(447, 36), 5 (448, 6), 6 (448, 7), 74 A 1
(525, 20). Wundertäter 21 A 14
(166, 22), 55 A 1 (351, 19. 352, 3),
17 — 18 (354,36—356,4), 55 B 300
(440). Schriften 64 B (349—350),
56 A 1 (360, 9. 351, 10 ff.) , 2 (363. 5),
14 (354,17), 32-33 (357,5—358,16),
52 (362, 7), 55 B (384, 20), 55 C 2—6
(447,32-449, 4). Stil 66 A 34 (358,
18). Apophthegm. u. Anekd. 55 A 1
(350, 31), 2 (353, 4), 20 (355, 9), 65 B
303-308 (446,28-447,6).
Lehre: Prinzipien 18 A 32 (110, 29),
20 A 6 (139, 14) , 45 B 4 (271, 8) , 46
A 45 (303, 1), 64 (304, 45), 66 (306, 7),
51 A 23 (332, 19), 64 A 1 (342, 35.
343,3), 16—19 (343,44-347,9), 55
A 1 (352, 23 ff.), 35-73 (358,41—
365, 6), 65 B 9 (388, 15), 117 (407, 1),
125 (408, 13), 156 (413, 4), 164 (414,
20), 168 (416,8), 57 A3 (461,7), 7
(461, 28) Theöl. 55 A 74—79 (365, 7
—366,12), &5 B 30 (397, 17), 166 (415,
29). Kosmol. allgem. 2, 17 (15, 30.
34), 64 A 1 (342, 36. 343, 3), 10 (345,
24), 20—24 (347, 10—348, 11), 55 A 1
362,24), 40 (360,10), 43 (360,32),
80—84 (366, 13—30), 166 (383, 36),
65 B 41»- 6c (387,4-26), 167 (416,6).
spez. 3 A 20 (20, 28), 18 A 44 (111,
40), 21 A 66 (163, 25), 69 (164, 6), 45
B4 (270,30), 46 A 39 (300, 28j, 77
(308,11), 78—81 (308,22), 87 (309,
20), 88 (309,28), 64 A 1 (342,36.
343,18), 24 (347,93), 26-27 (348,
12), 54 B 1 (349, 28), 65 A 1 (352,
29), 39 (369,47), 40 [360,15), 85—
100 (366, 31—369, 16), 66 B 6b (387,
24), Hb— lob (390,9-393,16), 152
(411, 27), 155 (412, 19), 161 (414, 13),
162 (414, 16), 299 (439, 14). Psychol.
9, 3 (33, 19), vgl. 55 C 6 (448, 12), 18
A 45 (112, 5), 47 (122, 22), 19 B 4
(135,6), 46 A95 (311,16), 96 (311,20),
54 A 28—84 (348, 19- 349, 16), 64 B 2
(360, 1) , 65 A 1 (352, 30) , 101—138
(369, 17- 379, 27), 55 B 6e-lla (387,
29-389,26), 11^ (390,3), 117-119
(407, 1-26), 126 (408, 13), 57 A 22
(462, 30). Physiol. 14 A 13 (102, 33),
21 A 70 (164,34), 82 (167,26), 46
A 116 (313, 16) , 54 A 35-36 (349,
17—21), 55A139— 165(379,28— 383,
34), 65 B 5d (387, 27), llg-k (390, 4),
34 (398,8), 124 (408,8), 126 (408,22),
148 (411,9), 157 (412,14), 166 (415,
10). Ethik 64 A 37 (349.22), 55 A 1
(362, 32), 166-170 (383, 35-384, 17),
55 B 0^- 4a (384, 25—387, 2) 32-33
(397, 26-398, 17) , 35—115« (398, 19
—406,22), 124 (408,8), 56 B 146— 147
(410,27—417,8), 149 (411,15), 153
(412, 5), 159—160 (413, 26-414, 12),
169 - 244 (416, 10 — 428, 17) , 271 —
298a (433,35-439,2), 302— 302* (445,
25-446, 27>, 55 C 7 (449,5), 63,2
(466, 4). Politik 56 B 167 (413, 14),
245 - 270 (428, 18 - 433, 13), PhUol.
55 B 15c_26a (393,17-396, 33), 142
(410,10),. Technik 35 B (264,3), 55
B 26 b_28c (396,1— 397,3). Musik
66 B 144 (410, 7). Werke über ihn
66 A 1 (351, 43). Urteil über and.
Philos. 1 A 1 (13,4.22), 12 B 38 (68,4),
46 B 21 (322, 13), 56 A 114 (371, 11),
66 B 5 (387,17), 115» (406,22), 74 A 15
(531,32).
Demon, Pythagoreer 46 A (269, 25).
Demonassa 66 B 15» (479, 6).
Demophon 66 B 15» (479, 12).
Demosthenes V. Athen 78 A 14 (675, 35),
78 B 1 (676, 11), 79 B 10 (585, 5), 80
B 12 (693, 6), 83 (604, 24).
— V. Rhegion, Pythag. 46 A (269, 19).
Demylos, Tyrann 19 A 7 (128,8), 8
(128, 17).
III. NAMENREGISTER.
765
Demylos, ath. Archon (?) 46 A 1 (294, 28;.
Dknaie, Emp. 21 B 122 (209, 11).
Deris, Emp 21 B 122 (209, 10).
Deukalion 73 B 33 (516,29), 38 (617,28).
Dexios 11 A 1 (34, 3).
Dexinos (= Dexios) IIA 6 (34,44).
Dexitheos, Pytliagoreer 45 A (269, 11),
S. 697 (z. 246, 8).
DiADKS 36 B (263, 26).
DiAGOEAS V. Melos, Herk. 26 A 8 (223,
43. S. 698). Lebenszeit 65 A 10»
(363,44). Lehrer 65 A 10* (353, 42).
Dichter 55 A 10^ (353,43). angebl.
Schrift 65 B 299° (439, 24). Atheis-
mus 26 A 8 (223, 42), 74 A 12 (630,
20), 23 (633, 36).
DiDYMA b. Milet. AnoXXurv Aiöujiteuc;
1 A 1 (5, 16).
DiuYMOi {Aibvnoi, Sternbild) 55 B 14,3
(391, 28).
DiKAiARcnos V. Messene, über d. Erd-
gestalt 55 B 15 (393, 12). über Män-
tik 55 A 138 (379, 23).
— V. Tarent, Pythagoreer 45 A (269, 4).
DiKAS, Pythagoreer 45 A (269, 8).
Di^e, Heraklit 12 B 23 (66,1), 28 (66,14),
94 (76,20), vgl. S. 663 (z. 71, 15).
Farm. 18 A 37 (111, 11), 18 B 1 (113,
38. 114,20). Emp. 21 C 1 (219,12).
Anaxarch. 59 A 3 (456,15). 6 (466,
42). Orph. 66 B 6 (474, 22. 27) , 14
(478, 12). Epimen. 68 B 1 (494, 18).
Protag. 74 C 1 (.542, 16. 17. 20. 24).
DiKON, Pythagoreer 46 A (269, 23).
DiKTE (Kreta), AiicraTov (öueot;) 66 B 16
(480,4), (Koüprireq) 68 B 22 (497,27).
D10CHAITA.S 18 A 1 (105, 29).
DiODOROS, Optimat v. Kroton 8,6 (30,27).
— V. Agyrion als Lügner 60 B 13
461, 39), s. Reg. 1.
Diogenes v. ApoUonia, cs^). 61 (328 ff.).
Leben: Herk. 51 A 1—4 (328, 20 ff.).
Lebenszeit 51 A 1 (328,22), 6 (329,
10). Lehrer 61 A 1 (328,21), 8 (329,
38). Philos. 61 A 1 (328,20), 2 (328,
32). Scbriftst. 51 A 1. 2 (328, 30.
32), 4 (328, 42).
Lehre : Prinzip 3 A 4 (18, 7), 26 A 6
(223, 37) , 60 (327, 28. 43. 328, S) , 51
A 1 (328, 25), 4 (328, 40), 6-7 (329,
9-31), 51 B 1—2 (334,1—20), 6 (336,
21), 7-8 (339.14-21), 61 C 1 (340,
10;, 2 (340, 28). Theol. 61 A 3 (328,
37), 4 (329, 6), 8 (329,32), 61 B 3—6
(336,6—24), 61 C 2-4 (341,6—29).
Kosmol. allg. 3 A 11 (19, 28), 46 A 67
(306, 12), 51 A 1 (328, 25), 6 (329, 22),
9—11 (329, 42-330, 3). spez. 2, 27
(17, 3), 61 A 1 (328, 27), 12-18 (330,
4—331, 2). Psychol. 14 A 11 (102,
16j, 12 (102, 23), 46 A 93 (311, 6), 61
A 19-23 (331,3-332,22), 61 B 4
(335,13), 5 (336,24). Physiol. 21
A 17 (226, 16), 46 A 116 (313, Iß), 61
A 24-33 (332,23-333,36), 51 B 6
(336, 18), 9 (339,22). Schrift über
ihn 61 A (329, 8).
Diogenes v. Smyma cap. 68 (464).
Herk. 56 A 2 (450, 20), 68, 2 (464,
3). Lehrer 66 A 1 ;:450, 18), 2 (460,
20), 67 A 1 (460, 35), 68, 2 (464, 4).
Schüler 66 A 2 (460, 20), 67 A 1 (460,
36).
— , Stoiker 51 A 8 (329, 36).
DiOKLEiDES 81 A 6 (610, 4 Anm.).
DiOKLES V. Karystos über Menstruation
21 A 80 (166, 33). Samen 65 B 124
(408, 9).
DiOKLEs V. Magnesia 46 A 26 (298, 46).
— V. Fhleius, Pythagoreer, cap. 40 (266).
Herk. 4, 10 (25, 22), 4, 16 (27, 7),
40, 2 (266, 28) , 45 A (269, 9). Le-
benszeit 4, 10 (25, 22). Lehrer 4, 10
(26,21), 4,16(27,7), 40,2(266,28),
45 A (269, 24).
DiOMEDEs, thrak. Heros 55 B 300,12
(442, 27).
DiOMEDöN, Tyrann 19 A 1 (126,23), 2
(127, 17).
DiNOs (Ariatoph.) öl Cl (340, 24).
DIO^ V. Syrakus 4,17 (27,29), 32 A 1
(233,27), 8 (234,39), 36 A 5 (261,33.
262,6).
D10NYSIO8, Erklär, d. Heraklit 12 A 1
(66, 19).
766
III. NAMENKEaiSTER.
DiONvaios V. Olynth 72,1 (511,2).
— d. Ältere v. Syrakiis 19 A Ö (128, 18),
19 (130. 4) , 80 A 9 (591, 10), S. 691
(z. 217, 18;.
— d. Jüngere v. Syrakus 32 A 1 (233,
36 ff.), 36 AI (260,26), 2 (251,6), 6
(261,33fF.), 9 (252,31), 41,1 (267,2),
42 (267, 26. 28. 39) , 45 D 7 (286, 33.
38. 46. 286, 8. 19. 287, 2).
DiOKTSODORos 77 A 16 (566, 2).
Dionysos 12 B 15 (64,23. 65,2), 32 A 14
(236,31.33. 237,6), 48,4 (326,25),
69 A 6 (456, 9. 11. 23), 7 (456, 28),
67 B 18 (487,14), 19» (487,27), 68
B24 (498, 10 Anm.), 25(498,19), 73
B 14 (614, 17), 77 B 5 ^571, 18. 28).
Eripbios 66 B 20 (481, 11 Aum.).
Helios 71 B 2 (508, 1 Anm.). Phloios
21 B 80 (195, 19). Zagreus 66 B 12
(476, 36 Anm.).
DiOPElTHES V. Athen 46 A 17 (297, 33).
— , V. d. Hippias v. Elis 79 A 1 (679,6).
Dies 67 B 9 (486, 6}.
DiosKUREN 32 A 14 (236, 43) , 68 B 26
(498, 25). Elmsfeuer 11 A 39 (42,
43), 67 A 10 (451, 37).
DiosPOLis 1 A 11 (8, 47).
DiOTiMOS, Demokriteer cap. 63 (466).
DiPHlLOS, ath. Archon 46 A 4» (295,30).
DoRER, Athpioc, avnp ISA 6a (88,9).
Aüjpicuc; dito IiKcXia^ 6 (28,25). A\u-
ptet^ (Dialekt) S. 690 (z. 209, 20).
DosiADAS, V. d. Epimenides 68 A 1
(489, 4), 2 (491, 6).
DosiTHEOS, Kalender 66 B 14, 7 (391,45)
Dkakon (Sternbild) 68 B 23 (498,1).
DBEyANE 73 B 28 (616, 6 Anm.).
Dropides, ath. Archon 81 A 1—3 (607,
17—608, 31).
Dkymon, Pythagoreer 45 A (269, 24),
DüRis V. Samos, Fälscher 43, 2 (268, 7),
vgl. 26 B 4 (222, 32), 71 A 1,(504, 19),
S. 700 (z. 268, 6), s. Reg. I.
Dtmas, Pythagoreer 46 A (268, 29).
EcHEKRATBS, cap. 40 f266;.
Herk. 4, 10 (25, 22), 4, 16 (27, 7),
40, 2 (266,28), vgl. 46 A (269,5. 24. 36),
40,8 (266,33), S. 700 {z. 269,6).
Lebenszeit 4, 10 (26. 22). Lehrer
4, 10 (26, 21), 4, 16 (27, 7), 46 A (269,
24). Schüler 40,4 (266,37). Freunde
40,3(266,32). Philos. 4, 16 (27, 6).
Paychol. 40, 4 (266,34). Dialogpers.
40, 3. 4 (266, 32).
EcHEKRATEiA, Pythag. 46 A (269, 36).
EcHiDNA 68 B 6 (495,24), 73 B 6 (613, 23).
EcHEPOLOS (Hom. Y 296) 73 B 82 (616,
27. 28).
EcHETOS 79 B 9 (586, 1).
Eetioneta 81 A 6 (610, 10).
Egebsis, Emp. 21 B 123 (209, 19),
EiDOTHEA 73 B 8 (513, 29).
EiRisKos, Pythag. 45 A (268, 37).
Ekellos s. Okkelos.
Ekphantos V. Syrakus c. 38 (266).
Leben: Herk. 38, 1 (265, 29), 2 (265,
37), 4ÖA (268,30). Lehrer 38,2
(266, 37), 45 A (268, 30).
Lehre: Prinzipien 2 (26, 37), 38, 1
(265, 29). Theol. 38, 1 (265, 33).
Kosmol. 6 (266,6), 38,1 (265,33), 38,
3-4 (266, 1). PsychoL 38, 1 (285,
29).
— , Urgroßv. d.Musaio8 67 A 1 (482,23).
Ekphas 68 B 15 (496, 33).
Elaia, Hafen v. Pergamon vgl. S. 676
(z. 128, 21). Bew. 'EXalrri« 76 A 2
(646, 11).
Elaphebolion 79 A 5 (580, 14).
Ele (= Elea) 18 A 12 (107,38).
Elea CEXea 'YcXr,, Velia; 11 A 1 (34^7.
26), 18 A 12 (107, 38) , 19 A 1 {126,
39), 2 (127, 17), 21 A 19 (166,20).
Verwechslung m. Elaia S. 676 (z. 128,
21). Bew. fEXtÄTT]«;) 11 A 2 (34, 34),
13 (35, 24), 31 (40, 24), 13 A 4 (87,36),
18 AI ff. (105, 27 ff.), B6 (117,2), 19
(126 ff.), 20 A 2 (136,29), 29,1» (229,
39) , 45 A (268, 40) , 46 D 1 (282, 41),
64 A 1 (342, 32), 8 (344, 46), 33 (349,
9), 69 A 16 (467, 25), 66 A 1 (470, 1),
S. 668 (z. 89, 1). 'EA€aTiK6(; {ä-(Mrf^)
11 A 8 (36, 2), levo? 11 A 29 (40, 1.
6 vgl. S. 667), (aipeöi?) 11 A 36 (42,
23), 21 A 29 (158, 19).
III. NAMENREGISTER.
76:
Eleusis 67 A 2. 3 (483, 6. 11), 3» (483,
16), 8 (484,12), B 20 (488,2), 81 A 12
(611,11. 12), B 17 (618,12. 16 Anm.).
Bew. ('EXeuöi'vioO 67 A 1 (482, 22),
81 A 12 (611, 13), (AnmVrnP) 12 A 2
(57,4).
Eleusinion 68 A 8 (493, 15).
Eleutherna 51 A 3 (328, 34).
Elis 71 A 2 (508, 1 Anm.), 76 B 10 (558,
24), 79 A 2 (579,19), 6 (580,21), 8
(581, 3), 15 (585, 17). Bew. (^HXeloO
59 A 2 (454, 35), 74 A 26 (535, 3), 76
A 8» (547, 25) , 76 B 10 (558, 23), 77
A4 (568,29), 79 (579-587), 79 AI
(679,6), 2 (579,9;, 4 (580,10).
Elixoia 60 B 1 ;459, 3).
Eloris, Pythag. 45 A (269, 23).
Bmar ('Hiüiap), Parm. 18 B 1 (114, 17).
Empedokles cap. (149—219).
Leben: Herk. 21 AI (149,36.151,
3), 2 (153, 42. 47), 7 (154, 33), 9 (154,
41), 11 (154, 44), 13 (155, 4), 14 (155,
15), 16 (155, 46), 18 (156, 6), 21 (156,
32) , 33 (159, 10) , 21 B 112 (205,8),
134 (212,14), 136 (213,20), 145(215,
20), 32 B 14 .245, 2;, 45 A (268, 40),
46 A 8 (2%, 6). Lebenszeit 18 A IIb
(107,31), 20 A 2 (135,29), 21 AI (150,
3. 15. 16. 153, 21), 3 (154, 12. 16), 6—
9 (154, 30flF.), 55 A4 (353,11).
Reisen 21 A 1 (150, 6. 152, 8. 153,
19) , 2 (154, 1) , vgl. B 112 (205, 14,,
21 A 3 (154,12), 14 (156,24). Lehrer
13 A 4 (87, 35) , 18 A 2 (106, 17) , 44
(111,46:, 21 AI (150,28. 152,37), 2
(153,44), 7 (154,34.35), 8 (154,36),
11 154,45;, 13 (155,4), 14 (155,23),
31 (158,41!, 21 B 8 (174, 4j, 129 (211,
6), 136 (213,19), 141 (214,20), 155
(217, 27), 35 A 2 (251, 9), 45 A (268,
40). Schüler 21 A 1 (151, 10. 20;
vgl. 21 Bl (173,6), 156 (218,1), 21
A 1 (152, 20 ff. 153, 1), 2. 3 (154, 7.
23), 15 (155,27), 19 (156,15.22), 48
(1«1,10), 98 (172,47), 21 B 112 (205,
6. 14), 115 (206,31), 76 A 2 (545,9).
Nachahmer 21 C 1. 2 (218,25—219,
22). Gegner 21 B 4 (174, 10).
Diels. Fragin. d. Vorsokr. III.
Tod 21 A 1 (152, 17. 153, 19. 24) , 2
(154,2), 16 (165,36). Politiker 21
A 1 (150, 10. 151, 32. 152, 10. 46. 153,
10), 14 (155,11), 18 (156,6). Rhetor
19 A 1 (126, 21), 21 A l (150, 47 , 2
(154,7), 6 (154,28), 19 (156,11).
Dichter 1 B 1 (11, 8) , 11 A 18 (35,
46), 21 (36, 6), 25 (36, 16), 26 (36, 19),
18 A 16 (108, 4), 21 A 1 (160, 33. 38.
40.48. 151,9. 152,4), 2 (153,47), 16
(165,46), 21-27(156,31—168.3), 29
(158, 20), 72 (165, 11), 21 B 133 (212,
9). Arzt u. Weihepriester 18 A 2
(106, 19), 21 AI (151, 13. 162, 17. 29.
38), 2 (163,48), 3 (154,10), 13—15
(155, 3. 9. 27j , 18 (156, 6) , 21 B 111
(204, 10) , 112 (205, 7. 11) , 55 B 300,
10 (441,42). PhUosoph 11 A 26 (36,
19), 13 A 4 87, 36), 21 A 1 (150, 31,
44), 2 153,47), 3 (154,11), 6 (154,
30), 9 (154,39.41;, 14 (155,9), 17
(166,4), 22 (157,7), 24 (157,17), 25.
26 (157,41.46;, 71 (164,43), 21 B 66
(192, 23), 72 (193, 21) , 134 (212, 14).
Schriften 14 A 2 (100, 29i, 21 A 1
(151, 2. 23. 30. 47. 153,39), 2 (154,8),
12. 13 (155, 1. 6;, 23 (157, 10. 28), 71
(164, 43), 21 B (173;. Apophthegm.
HAI (34, 22), 21 A 1 (151, 27). 20
(166, 25).
Lehre: Prinzipien 2,15 (14,41), 13
A 6 (88, 1), 14 A 3 (101, 6), 18 A 44
(111,46), 20 A 6 (138, p. 975», 36,
(140, 976k 22), 21 AI (152,12. 153,
30), 21 (166,32), 23.24 (157,11.19),
28—45 (158, 5—160, 47j, 21 B 149
(216,3), 151 (216,10), 159 (218,14),
25 A 6 (221,30), 46 A 52 (304,39),
61 (305,27), 68 (306,16), 65 A 66 (364,
10). Theologie 21 A 48 (161. 15),
21 B 131—134 (211, 23—212, 26).
Kosiaol. allg. 11 A 47 ^43, 26. 32) 12
A 10 (58, 41) , 21 A 30 (158, 27) , 46
—52 (161,1-162,9), B38— 39 (186,
19-187,6), 154 (216,22), 38,3 (266,
1). spez. 18 A 44 (111, 46), 21 A 1
(153, 36), 30 (158, 36 , 48 (161, 9), 49
(161,22. 33), 50 (16La7\ 53—69 (162,
28
768
III. NAMENREGISTEIl.
10—164, 11), B 40-66 (187, 7—189,
29), 46 A 88 (309, 27). Psychol. 11
A 49 (44, 2), 14 A 6 (101, 17), 18 A 47
(112, 22), 21 A 1 (160, 22) vgl. 11 (164,
46), 21 AI (163,37), 4 (164,26;, 14
166,23), 17 (166,4), 30 (168,38), 31
fl68, 41. 46), 32 (159, 8), 76 (166, 43),
78 (166,14), 86-98 (168,3—173,3),
B 2 (173, 18) , 4 (174, 18) , 84-110
196, 1-204, 9) , 113—131 (206, 20—
212,4), 136—147 (213,1-216,2), 1641»
(217, 21), 32 B 14 (244, 22), 46 A 95
(311,16), 64 A 7 (344,29), 65 A 136
(376. 7), 81 A 23 (613, 7 Anm.).
Physiol. 14 A 13 (102, 39), 18 A 51
(112, 35), 18 A 52 (112, 40), 21 A 70
—86 (164, 12-168, 2), B 67—83 (189,
30—195,36), 92 (198,6), 97 (199,21),
98(199,26), 148-150(216,3—9), 153
—153» (216,16-^20), 22,5 (219,34).
Werke über ihn 21 A 5 (164, 27), 27
(108,3).
Empedokles, Großv. d. Emp. 21 A 1
(149, 37 ff.).
Empedos, Pythag. 45 A (269, 9).
Empiäiker 55 B 10« (389, 8).
Enandros (?), Pythag, 45 A (268, 32).
Bndios, Pythog. 45 A (269, 10).
Bndymion 68 B 14 (496,30), 73 B 26
(516, 37. 516, 1).
Enipo 81 B 44 (626, 22.
Enniüs , Bearbeiter d. Epicharm 13 B
47 ff. (97, 1), S. 669, 8 (z. 89, 1).
Ennosioaios 2. 28 (17, 14), 12 A 14» (69,
22), 67 B 11 (486, 17).
Epameinonpas 4, 16 (27, 2), 4, 19 (28, 2),
34, 1 (260, 1), 34, 3 (260, 11).
Epeios 83, 9 (648, 24).
Ephesos 12 A 2 (67, 1), 12 A 3» (67, 8),
56 A 1 (352, 41), 71 A 1 (603, 21).
Bew. f Etpeoio«;) 8, 7 (30, 41. 42. 46),
8, 8 (31,2), 12 A (54 ff.), 12 B 121 {78,
20), 126» (Zus.), 18 A 11 (107,36),
20 A 1 (136, 20), 21 A 1 (162, 37), 61
B9 (340,3), 63,1 [342,23), 71 A 1
(603,19,20. 604,13), 73*1 (619,3).
Ephialtes 81 B 62 (628, 4).
Ephyba 68 B 13 (4%, 29), 79 B 15 (686,17).
Epicharides, Pythag. 46 E 1 (292, 6).
Epicharmos, cap. 13 (87—100).
Leben: Herk. 14,9 (28, 6^ 13 A 1
—3 (87, 7ff.), 6 (87, 41), 6» (88, 9. 13),
8. 9 (88, 28 ff.), 13 B 60 (99, 12).
Lebenszeit 11 A 8 (35, 2), 13 A 1. 2
(87, 11 f.), S. 668 (z. 89, J7), 13 A 3
87,28), 5 (87,39) Reisen 13 A 3
(87, 19), 3». 4 (87, 30 f.). Lehrer 12
B 126b (80, 2), 13 A 3, 4 (87, 18. 31),
13 B 23 (94,8), 65 (100, 11). Schüler
13 A 4 (87, 36), 8 (88, 28), 13 B Vorb.
(89,6), 6 (92,8). Landwirt 13 A 9
(88, 34). Dichter 11 A 8 (35, 3), 13
AI. 2 (87,5.13), 3» (87,29),' 5 (87,
40), 6 (88,3), 6» (88,9;, 7 (88,24),
13 B Vorb. (89, 6), 2 (90, 11), 56 (98,
15). Freund 13 B 55 (98, 8j. PhUo-
loge 13 A 6»» (88, 20). Philosoph
13 A3 (87,24.26), 4 (87,33), 6a 88,
15), 6c (88,21). Schriften 13 A 1
(87,9), 3 (87,20.26), 6 (87,44), 6 (88,7i,
7 (88,25), 10 (88,38), 13 B (89— 100),
vgl. S. 668 (z. 89, 1).
Lehre: Prinzipien 13 A 6 (88, 1),
13 B 1-6 (89, 1—92, 15), 49—53 (97,
29-98,3). Theol. 13 B 8 (92, 23),
23 (94, 8). Kosmol. 13 B 9 (93, 1),
60» (97, 12), 64 (98, 4). Psychol. 13
B 12 (93, 29), 48 (97, 28), 50 (97, 10),
56.67 (98,16—99,4), 64 (100,3).
Physiol. 13 B 68-63 (99, 6-23).
Gnomik 13 B 8-46 (92,22—96, 27).
Schrift über ihn 13 A 7 (88, 26) , 8
(88, 28).
Epidadros 83 (635, 17 Anm.).
EpiGENES V. Byzanz (7 Monatgeburt) 21
A 83 (167, 42').
EpiKTEToi 66 B 212 (423, 23).
Bpikuros, Verh. zu Anaxag. u. Archel,
46 A 26 (298, 45) , zu den Abderiten
64 A 13 (346,46), 66 A 62. 53 (362,
7 ff.), 74 (366,15), 75 (365,40), zu
Pyrrhon 62 A 2 (462,38). Lehrer?
54 A 2 (343, 28), 66 A 62 ^362, 4), 67
A 1 (450,36), 6 (461,22), 62 AI 462,
33), 3 (463, 4 ff).
III, NAMENREGISTER.
769
Lehre: Prinzipien Ö4 A 14. 15 (346,
8;. 5ÖA43 (360,31), 47 (361, 6.11),
49 (361, 34), 5ö (362, 19;. Zufall 64
A 22 (347, 16), 66 A 70 (364,42).
TTopeTfAiaK 66 A 50 öl (361, 46 ff.).
Kosmol. 2, 17 (16, 30), 31 A 44 (160,
41), 57 A 7 (451,28). Psychol. 18
A 47 (112,22), 54 A 29—31 (348, 33 ff.),
66 A 106 (369, 43), 109 (870, 26), 118
(371,30), 160 (382,27), 65 B 1 (385,2).
Mantik 11 A 62 [U, 10). Physiol.
14 A 13 (102, 40), 46 A 112 (312, 36],
65 A 127 (372, 20), 142 (379, 40), 144
(380. 8), 55 B 26 (396, 10). Ethik
65 B 153 (412, 13).
Epikureer 21 B 118 (208,6), 64 A 2
(343, 32) , 54 B 1 (349, 34) , 56 A 118
(371.29), 65 B 1 (386, 2), 77 B 9 (673,
2 Aiim.).
Epimenides, cap. 68 (489—498).
Leben: Heik.68 AI (489,3), 2—4
(491, 5 ff.), 8 (493, 17), 68 B 1 (493,28. j
494, 2), 11 (496, 18). I.<eben8zeit 11 1
A 1 (34, 13), 68 A 1 (489, 18. 490, 2), |
2 (491, 9ff.), 6 (492, 17). Lehrer 68
B 1 (494, 11). Freunde 68 B 4 (492, 5), :
5 (492, 28). Gegner 11 A 1 (34, 13),
68 A 1 (490, 2), 2 (491, 16), S. 659 (z.
49, 24). Tod 68 A 1 (490, 1). Po- '
litiker 68 A 1 (489, 30), 4 (492, 5). j
Wundert, u. "Weihepriester 4, 7 (23, |
34). 21 A 13 (155, 3), 68 A 1 (489, 5. j
6.14. 490,10.16.20), 2 (491, 6. 11), j
4 (491, 24. 30), 6 (492,16.26.27), 6-8
(493,4—24), 68 B 1 (493,28. 494, 2 ff), I
10 (496, 7), 20 (497, 16). Philosoph
68 A 4 (492,1), 68 B 1 (493,31), 73» 1
(619, 13. 14). Schriften 68 A 1—3
(490,6.16. 491,12.19), 8 (493,20:,
68 B (493-498).
Lehre: Kosmol. 68 B 4—5 (494,
8—21), 11 f496, 18), 26 (498, 22).
Astrol. 68 B 20— 26 (497,13—498,22.
Psychol. 68 A 1 (490, 24).
EpiMETHEus 74 C 1 (640,29.31. 641,18),
2 (642, 1).
Epiphkon, Pythag. 46 A (268, 37).
Episylos, Pythag. 45 A 268, 30).
! Eprrraos 74 A 10 (629, 28).
j Erasistratos (Verdauung) 21 A 77
I (166, 1).
I Eratos, Pythag. 45 A (268, 31).
Eratosthenes V. Athen, Dreißigmann
81 A 11 (611, 6).
Erebos 66 A 12 (472,8. 9), 66 B 13 (477,
17), 73 Bl (512,24).
Erechtheus G7 A 8 (484, 13) , 73 B 36
(617, 9).
Eresos, Bew. ('Epeoiot;) 6 (28,27).
Eretria, Bew. fEpcTpieuq) 4,11 (26,24).
Erichthonios U B 4 (47, 3).
Erikepaios 6BB12 (476,36Anm.).
Erinys, plur. Herakl. 12 B 94 (76, 20),
8. 663 (z. 71, 15), Epimen. 68 B 19
(497, 11).
Eriphoi (Sternbild) 65 B 14, 4 (391,36),
14, 8 (392, 45), 67 B 8 (486, 17).
Ems [Distiordia], Parm. 18 A 37 (111,
20), plur. Emp. 21 B 20 (180, 7), vgl.
Reg. III.
Eros, Hesiod. 20 A 6 (138. 975'^ 13),
Pax-m. 18 A 37 (111, 20), 18 B 13 (123,
28. 124, 3), Emped. 21 B 17 (177, 23),
27 (las, 18), Orph. 66A12 (472,11.
16), 66 B 12 (476, 26) , 16» (479, 27),
Pherek. 71 A 11 (507, 12), 71 B 3
(608, 16; , Akusil. 73 B 1 (512, 26), 8
(513, 6 ff), Kritias 81 B 1 (613,12).
Erythra Thalassa s. Rotes Meer.
Erythrai, Bew. ('Epuepaloci 39, 3 (266,
24), KßuXXa Epuepaia 1 A 8 (8, 12).
Eeyxis 46 A 22 (298, 36).
EuAGORAS 73'^ 3 (520, 10).
Eüandros, Pythag. 46 A (268,36).
EüANGELOS 46 A 13 (296, 46).
EUANOR, Pythag. 45 A (269,9).
EüATHL08 74 A 1 (526, 25. 527, 12), 4
(628, 18).
EuBOiA 68» B 8 (601, 18).
EuBüLEUs 66 B 18 (480, 20 Anm. 22), 19
(480, 34).
EüBTJLiDBS 4, 8 (24, 18), 8, 14 (31, 43).
EuBULOS, V. d. Anaxagoras 46 A 1 (293,
16).
— , Pythag. 46 D 1 (287, 4).
EuDAiMONiA 77 B 2 (568, 28).
770
III. NAMENREGISTER.
EUDAIMONIKER Ö9 A 1 (4ö4, 26), 8 (456,
36), 9 (456,41), 14 (457,23), 69 B 1
(457,34).
EuDEMOS V. Naxos [fhg II 20] plünderte
Melesagoras 76A34 (651,30).
EüDlKOS V. Lokroi, Pyth. 45 A (269, 13).
— , Dialogpers. b. Piaton 79 A 8. 9 (681,
2. 20 m. Anm.).
EüDORE 68a B 5 (500, 5).
EüDoxos V. KnidoB, Schüler der Bar-
baren 65 B 299 (439,17), des Archy-
tas S. 695 (z. 237, 4). astron. Dichter
Ißl (11,12), 68» A3 (499,13).
Mathem. 35 A 15 (254, 40 f. 255,1).
Proportionen 8,15 (32,13). Ton-
verhältnisse 35 A 19» (256, 38). Ka-
lender 55 B 14, 1 (390, 31), 14, 2 (391,
4.6.7), 14,4 (391,34), 14,6(391,42).
Oktaeteris 70 B 4 (502, 24).
EuELTHON, Pythag. 45 A (269, 17).
Buenos 35 A 19b (256,43), 74 A 26 534,
26), 77 B 10 (673, 4).
EüETES, Pythag. 45 A (269, 13).
EüGAMON V. Kyrene 67 B 6 (485, 9 m.
Anm.).
BüHEMEROs 26 A 8 (223, 42), 61 A 3
(328, 36), 74 A 12 (530, 20).
EüKLEiDES V. Megara 32 A 5 (234, 19).
EuKTEMON 66 B 14, 1-3 (390,31. 391,
7. 18).
BuKLES (EukloB. orph. Hadesgott) 66 B
18. 19 (480, 20 Anm., 22. 34).
— , Archon i. Athen 76 A 4 (546, 29).
EuMAios b. Epicharm. 13 B 4 (91, 18).
— b. Hom. 65 B 24 (395, 2).
EoMELOs plündert Hesiod 73 A4 (612,16).
EüMöiROS, Pythag. 46 A (269, 12).
EüMOLPOS, V. d. Keryx 67 A 3» (483, 16.
18. 19).
— , Großv. d. Musaios 67 A 3» (483, 19).
— , S. d. Musaios 66 B 4 (474, 4 m. Anm.),
67 AI (483,2), 3» (483,18), 4 (483,
23. 27), 6 (484, 1), 8 (484, 10. 12).
— , Enkel d. Dei'krates, d. Schwagers d.
Gorgias 76 A 7. 8 (546, 29. 547, 17).
EoNAiE, Emp. 21 B 123 (209, 19).
BüONYME, Epimen. 68 B 19 (497,9).
EuPHEMOS, Großv. d. Musaios 67 A 1
(482,23).
•— V. Metapont, Pythag. 45 A (268, 38).
EuPHORBOS 1 A 1 (3, 36), 4,8 (24,27. 31.
37), 21 A 31 (159,2), 36 A 3 (261,22 ,
46 B 3 (270, 26), s. Panthoide.
EuPHRANOR, cap. 43 (268, 4—7), 32 A 7
(234, 28), 35 B (263, 19), S. 700 (z.
268, 6).
EüPOLls, Polemik g. Sokratos 24 (220, 24).
EuRiPiDEs, Lebenszeit 46 A 4* (295, 29),
74 A 4 (528, 26). Äußeres 46 A 21
(298, 26). Lehrer 46 A 1 (294, 13),
7 (295, 46), 20^ b (298, 16. 17. 22), 21
(298, 28), 62 (305,36), 47 A 2 (323,30),
77 A 8 (564, 20). Nachahmer 78 B 2
(677, 27), S. 669 (z. 89, 1). Freunde
12 A 1 (66, 1), 4 (67, 47), 74 A 1 (526,
21). Dichter 18 A 16 (108, 9), 46 A 4*
(296,29). (Kritiaa) 81 B 10 ff. (616,
19 ff.). Stil 21 B 66 (192,24). An-
spielungen auf Anaxag. 46 A 1 (294,
13), 20 (298, 17 ff.), 62 (306,36), 91
(310,12), 112 (312,39). Diog. v.
Apoll. 12 A 1 (60, 6), 51 0 2 (341, 6).
Epicharmos 13 B 46 (96, 17), S. 669,
23. Protagorag 74 C 4 (643, 16).
Xenophanes 11 G 1 (53,17), 2 (63,24),
8. Reg. I.
Europa, Erdteü 66 A 15 (473, 14) , 79
B 8 (584, 26), 83, 6 (644, 15 Anm.).
EuROPE, T. d. Agenor S. 508, 12 Anm.,
73 B 16 (614, 21), 79 B 8 (584, 26).
EüROPS 73 B 20 (615, 6).
EüRYALE 68» B 7 (500, 27).
Eurykleia 68 B 16 (496, 33).
Edrykrates, Pj'thag. 46 A (269, 18).
Edrylochos, Epikureer 64 A 2 (343, 30),
62 A 8 (463, 31).
~, Lehrer d. Pyrrhon 60 A 3 (458, 29,-.
EüRYMKDON, Pythag. 45 A (269, 3).
EuRYNOSlE 66 B 16 (479, 38) , 73 B 18
(614,32).
EüRYPHEMOS, Pythag. 46 A (268,36).
EüRYPHON V. Knidos, Arzt 13 B 69 (99,
10), 77 B 11 (573, 7).
— , V. d. Hippodamos 27, 1. 3 (227, 11.
44).
III. NAMENREGISTER.
771
EuKYPTOLEÄos V. Athen 47 B 1 (325,26).
EüKYPYLOS, S. d. Astyoche 73 B 34
017,1).
— , S. d. Hyperoche 73 B 41 (018,6).
EoRYSos 33, 1 (249, 12).
EuRYSTHEUS 81 B 16 (617, 13 Anm., 20.
618, 10).
EuRYSTRATOS, V. d. Anaximenes 3 A 1
(17,36), 2 (18,1), 5 (18,9), 7 (18,30),
3B2 (21,15), 18 A3 (106,22).
Et'RYTOs, cap. 33 (249).
Leben : Herk. 4, 10 (25,23), 32 A 5
;234, 21), 33, 1 (249, 7), 45 A (268, 37.
269, 1). Lebenszeit 54 A 5 (343, 40).
Lehrer 4, 10 (25, 23), 32 A 5 (234, 21),
33, 1 (249, 7) , 45 A (268, 37. 269, 1),
54 A 5 (343, 40). Schüler 4, 10 (25,
20), 32 A 5 (234, 20). Schrift 33, i
249, 12).
Lehre: Mathem. 33, 2. 3 (249, 14).
Musik 33, 1 (249, 7).
EusEBiE, Emped. 21 B 4 (174, 14), Krit.
81 B 6 (616, 31).
EcTHosiON (?), Pythag. 45 A (269, 20).
EiTHYDEMos 46 A 17 (297, 36), 74 A 11
530.2), 77 A 16 '566,1), 81 A 4 (609,
24. 31. 32).
EuTHYKLEs, Pythag. 45 A (269, 20).
EuTHYNOg V. Tarent, Pyth. 45 A (269, 4).
Ei'THY»U8 V. Lokroi, Pythagoreer 45 A
269, 14).
Bdxftheos 32 B 14 (245, 8).
BxAiNETos, V. d. Emped. 21 AI (150, 19).
— , S. d. Emped. 21 A 1 flöO, 20), 2 (158,
43).
ExAMYEs, V. d. Thaies 1 A 1 (3, 5. 4,30),
2(6,42), 3(7,6), 7 (8,4), 13 (9,16),
73» 3 (521,31).
ExEKESTiDES, V. d. Solon 73» 3 (521,4).
Q. Fabius Maximus 35 A 9 (252, 42).
Fische (Sternbild) s. Ichthyes.
L. FuBics Camillls 36 A 9 (253, 13).
Gallio 80 B 81 (604, 17).
Gargettos, Demos d. Epikuros. Dah.
ille Oargeäius (Cic.) 55 A 118 (371,30).
Ge (Gaia) 13 B 52» (97,22), 20 A 6 (138,
6), 46A20'' (298,24), 112 (312,39),
66 A 12 (472,9.17), 66 B 8 (476,9),
12 (476, 22. 24. 36 Anm.), 13 (478, 2 f.),
17 (480, 14), 21 (481, 16), 67 B 8 (485,
21), 10 (486,8), 11 (486,13), 20 (488,3),
68 B 7 (495,27), 68» B 7 (501,11),
71 B 1 (507, 21), 2 (508, 9), 73 B 2, 3
(513, 4 £F.), 81 B 24 (620,3). Ge
Chthonie 71 B 1 (507, 20).
Gela 21 B 156 (218, 6).
Gethosyne (= Philie Emp.) 21 B 17
(179, 1).
Giganten 11 B 1 (45,9), 21 B 27 (183,
12), 71 B 4 (509, 2), 73 B 28 (516,8),
83,1 (637,3.4).
Ging»E8 f= Adonis) 11 B 44 ;53, 10).
Glal'KIAR 62 B (463, 45).
GlaüKies V. Rhegion 79 B 1 (583, 26
Anm.).
Glaükon , alter Homerinterpret 48, 1
(326,7).
— , V. d. Charmides 81 A 2 (608, 19. 21).
■— , Dialogpers. b. Plat. 35 B 2 (261,6),
81 B 75 (629, 20).
Glaukos, der Meergott 73 B 8 (513,27
Anm.).
— (Pythagoreer?) 8,12 (31,23).
— , Br. Piatons 81 B 76 (629, 19 Anm.).
— V. Rhegion 4, 6 (23, 16), 80 A 6 (590,
27). Schrift zwischen ihm und
Antiphon strittig 80 A 6 (690, 27),
80B93 (605, 15 Anm.).
Glorippos, Pythagoreer 46 A (269,22).
Glykinos, Pythagoreer 46 A (268, 40).
Gorgus, cap. 76 (544—562).
Leben: Herk. 76 A 1 (644,3), 1»
(646, 4 ff.), 2 (545,9. 12j, 2» (645,21),
7 (646,30,, 8 (547,14), 10 (547,28),
18 (549,1), 22 (560,1). Lebenszeit
29, 1» (229, 38), 39, 2 (266,15), 56 A 6
(363, 19), 76 A 1 (544, 35), 2 (546, 13>
6 (546,25), 7 (547,4.9), 11 (647,32.
648, 1), 12—14 (548, 4 ff.), 76 B 2 (552,
10), 77 A 1 (562, 26). Reisen 76 A 1»
(645, 4), 18 (648, 31. 33), 19 (549, 10).
Persönl. 76 A 1 (544,20), 7 (546.28.
647,4.6), 8 '647.17.21), 9 (547,26),
772
m. NAMENKEÖISTER.
17 (048,28), 18 (648,30). Tod 76
A 13 (548, 9). Lehrer 21 A 2 (164,
7), 19 (106,23), 76 A 2 (546,9), 3 (546,
25. 27), 14 (548, 13. 14). Schüler 55
A 10 (353,38), 76 A 1 (544,16), 2 (646,
10), 4 (546,17), 6 (046,22), 8 (547,
17), 12 (648,3), 16. 17 (648,23.28),
19 (549,10), 32 (551, 24), 76 B 4 (555,
30.31), 19 (560,31), 76 C 1 (562,13.
15.19), 77 A 1 i562,27Anin.;, 7 (564.
15), 9(564,22), 81 A 1 (607,24), 17
(612, 7) Nachahmer 76 C (562, 12
—22). Gegner 76 A 7 (546, 35). 14
(648, 13. 17), 24 (660, 11). Politiker
76 A 1 (544,21.25), 1» (545,5), 4 (646,
85. 546,19), 7 (546,34), 18 (648,34),
76 B 8» (668, 13). ßhetor 76 A 1—4
(544, 4 ff.), 6 (646,26), 7 (646,31.647,
10), 8 (647, 19), 8* (547, 23), 12 ,648,
4), 13 (648,8), 19 (649,9), 26 (560,26),
33 (661, 28). Physiker 66 A 10 (363,
40), 76 A 17 (648, 28), 77 A 7 (564,
17). Schriften 14 A 2 (100, 28), 76
A 1 (644, 19), 3 (545. 26), 7 (646, 33),
34 (661, 29}, 76 B (644—562). Apo-
phthegm. 76 A 11 (547,32), 12 (548.5),
13 (548,10), 16 (548,18), 23. 24 ,550,
6. 14).
Philosophie: Prinzipien 76 B 1—3
(562,3—565,22). Optik 76 B 5
(656, 7). Psychologie 76 B 4 (655,
22) . Ethik 76 A 8 (547, 19), 8» (547,
23), 21 (549, 31), 76 B 4 (565, 28), 19
(660,31), 76 B 21-22 (661,14-19).
Skepsis 74 A 26 (634, 30).
Rhetorik 76A19 (549,12), 20 (649,
21), 22 (550,1), 76 A 25-29 (660, 19
—651, 11, vgl. 649, 12), 76 B 8 (553, 7),
11 (558,29), 12—14 (569, 18-660, 14j,
17. 18 (660, 24. 30). Stil 76 A 1
(644,8), 2a (545,16), 4 (646,4.14),
30—32 (561,12-25), 77 A 9 (564,23),
78 A 12 (576, 19). Proben 76 B 5» ff.
(556, 19 ff.). Dialogpers. 76 A 2*
(545, 21), 20 (649, 20. 27), 22 (550, 1),
27 (560,28), 28 (661,3).
QORGIADAS 73» 1 (519, 2).
QoRGO 67 ß 8 (485,27).
OOKGONION 66 B 22 (482, 16).
GoRGOPis 79 B 14 (585, 16).
ÖRAEEN (fpaiai) 73 B 8 (513, 29).
Grossgriechenland (i^ mct^J^I 'EWoiO
4, 16 (27, 16), 46 D 1 (282, 37), s.
Hellas.
Gryllos, Y. d. Xenophon 77 A 1" (663, 2).
Gyges 66 B 13 (478,4).
Gymnosophisten 55 A 1 (350,27), 59
A 2 (454, 37j, 60 B 6 (459, 38j.
Gyttios (?), Pytbag. 46 A (269, 13;.
Habroteles, Pythag. 45 A (269, 7. 3ö).
Habroteleia, Pythag. 45 A (269, '6h\
HADE8 4, 8 (24, 30) , 67 A 2 (483, 9).
Homer 18 A 44 (111, 4.?), 21 A 1
(153, 27). Musaios 76 B 14 (486, 281
Orphisch-Pytliagoreisches {de, "Aiöou
KaTdßaaKu.ä.) 5(28,15), 66 AI :470,
1. 11. 17), 6. 12 (471,12. 472, 25;, 66
B4 (474,5), 17 (480, 9ff.), 71 B 8
(610,3), 81 B 16 (617, 13 ff.), 24 (620,2).
Herakl. 12 B 98 (76,7), 12 C 1 (81,
16; (= Dionysos), 12 B 15 (66,2). -
Pann. 18 B 13 (124, 1) (?). Emp.
21 B 111 (204,20). Philolaoa 32 A 14
(236,31. 33. 237, 4). Demokr. 66 A 33
(367,14), 55 BO'^ (384,32), 1 (384,36),
55 C 2 (447, 36). Protag. 74 A 1
(527, 2, vgl. 539, 13). "\ibov w'iXai
46 C 3 (279, 33).
Hadrianus 73 A 5 (512, 17).
Hageladas, Bildhauer 28 A 2 288, 20).
Haimon, Pythag. 45 A (268, 30).
Halikarnassos , Bew. fAXiKopvaadeu^)
12 A 1 (56, 35), 29, 1» (229, 40), 35 B 2
(261, 10), 72, 1 (511, 2).
Halts 1 A 1 (6,19). 6 (7,39), 21 A25
(157,35).
Harmonia, Gem. d. Kadmos S. 508, 12
Anm.
Harmonie, Emp. 21 B 18 (179,14), 27
(183,24), 96 (199,4.20), 122(209,10).
Harpagos 11 A 10 (36, 13), S. 668 (z.
48,6), 659 (z. 50,11).
Harpalos, Astronom u. Ingenieur 70
B 4 (602, 27 m. Anm. .
III. NAMENKEGISTER.
773
Harptien 68 B 7 (496, 2ö), 9 (496, 4), 71
B 6 (Ö09, 19), 73 B 6 (518, 19), 19
(616,1).
Hebräek ('EßpaCa tk;) 56 B 300, 16 (443,
40).
Hegesus, Mytholog (?) 73 A 5 (612, 17
Amn.).
Heqesibülos 46 A 1 (293,16), 2 (296,17),
7 (296,1), 36 (300,22), 41 (300,42;,'
42 (301, 23), 46 (303, 27)
Hegesidamos (?), Lehrer d. Hippias 79
A 1 (579, 7).
Hegesipyle 47 B 1 (325, 23).
Hegesistratos 56 A 1 (360, 13), 2 (352,
44).
Hekabe 61 C 2 (341, 7).
Hekataios V. Abdera, cap.60 (458-462).
Leben: Herk. 60 A 1 (458,21), 2
(458,24.28), 3 {468,30), 5 (458, 36 ff.).
Lebenszeit 60 A 1 (458,22), 60 B 15
(462, 4). Lehrer 60 A 3 (468, 29).
Grammatiker 60 A 1 (458, 21). Ge-
schichtsschreiber 60 A 2 (458, 27), 3
(468,28), 5 (468,33), 60B1— 13 (459,2
—461,41), 15.16(462,2—19). Phüo-
soph 60 A 1 (468,21), 5 (468,36), 15
(462, 3). Schriften 60 A 1 468, 23),
60 B (469—462).
Lehre: Physik 60 B 9 (461, 9), vgl.
60 B 7 (460, 14 ff.). Ethik 60 A 4
(458,31).
— y. Milet. Herk. 2, 6 (12, 37. 40).
Reisen 2, 6 (12, 38) . Gegner 12 B 40
(68, 8) . Nachahmer 55 B 16 (393, 6) .
Historiker 2,6 (12,38), 12B40 (68,
8), 71 A 2 (505, 8). Geograph 2, 6 (12,
37. 41). Dialekt 65 B 29=' (397, 13).
Verwechslung m. d. Abderiten 60B 17
(462, 20).
Hekate, Emp. 21 B 142 (216,8) (?).
Demeterhymn. 66 B 16» (479, 11).
Akusü. 73B27 (616,4).
Hekatoncheiuen 66 B 13 (478, 4).
Hbktor 48, 3. 4 /326, 16. 24), 66 A 101
(369, 19).
flEi.ANDROS, Pythagoreer 46 A (269, 7).
Helene 1 A 1 (6,9), 48, 3 (326, 18), 48,4
(326, 23) , 73 B 17 (614, 27) , 73 B 31
(616, 22. 25), 76 B 11 (658, 28. 29
Anm.), 76 B 14 (559, 29).
Heliaden, Parm. 18 B 1 (113, 36. 114, 16).
Helikaon, Pythagoreer 45 A (269, 19).
Helike 68 B 22 (497, 23 m. Anm.j.
Helikon 56 B 17 (393, 26).
Heliope, Emp. 21 B 122 (209, 9).
Heliopolis i. Ägypten 60 B 11 (461,24).
Helios, Emp. 21 B 27 (183,22). Ägypt.
60 B 7 (460, 43. 46) , 11 (461, 24. 26),
66 B 21 (481 , 18 ff. m. Anm .). orph.
.Demeterh. 67 B 8 (4a6, 19). Hesiod.
68» B 7 (501,1). (== Z€u^) Phere-
kyd. 71 A 9 (507, 8). {« irOp) Thea-
gen. 72, 2 (511, 22), s. Reg. IH.
Hellas 1 A 11 (8, 34), 4, 16 (26, 48. 27,
19.21), 8,4 (30,6), 9,1 (32,41), U
B 6 (47, 13), 8 (48, 4), 11 C 2 (63, 25),
12 A 1 (56, 4), 21 B 142 (215, 3), 25
B 4 (222, 26), 34, 1 (249, 40), 45 D 1
(282,40), 8 (289,21), 55 A 9 (353,37),
55 B 15 (393,9), 300,13 (442,36. 443,3),
73 B 20 (616, 3) , 74 A 2 (527, 20} , 8
(529,18), 76 AI (544,23), 7 (647,7),
77 B 2 (569,8. 9), 79 A 2 (679, 26),
79 C 1 (586, 25) , 81 A 1 (607, 8) , 81
B 1 613,10), 31 (622, 25 Anm. 623,2),
83, 1 (636,19). 83, 2 (639,13. 14), 83, 3
(642, 1. 2), 83, 6 (646, 22. 646, 16),
S. 666 (z. 32, 42). i^ fier^An 'EXXa(;
3. Grossgriechenland. 'EXXoöiköi;
(aoibn) 11 B 6 (47, 14).
Bew. ("EAAnv) 1 A 1 (4, 31. 36. 46.
5,58), 3 (7,9), 5 (7,36), 6 (7,41), 11
(8,41-43), IBl (11,4), 2,4 (12,27),
2, 7 (12, 43), 4, 1 (22, 12), 4, 2 (22, 19.
24f.), 4,4 (22,41), 4,9 (26,1), 4,12
(26, 26), 11 A 24 (36, 13), 11 B 63 (97,
24), 11 C 2 (53,31. 64,8), 12 B 66
(70,3), 128 (80,10), 21 A18 (166,9),
24 (167,20), 26 (167,41;, 98 (173,2),
26 B 5 (223, 8), 32 A 13 ^235, 27], 24
(238, 16), 36 A 2 (261, 6), 10» (263,19),
45 B 3 (270, 24), 15 (273, 18), 46 A 10
(296, 11), 11 (2%, 19), 36 300, 20;, 44
(302,31), 46B17 (321,1), 48,3 «26,
17), 62, 6 (342. 19), 55 A 16 (364, 20),
46 (361, 1), 56 B 23 (394, 23), 30 (397,
774
III. NAMENREGISTER.
20), 800,13 (442,39;, 300,13» (443,
7. 16), 60 B ö (459, 27) , 12 (461, 31),
66 Alö (473,19), 15* (478,26), 67
B 11 (486, 10) , 68 A l (489, 15) , 73
B 23 (61Ö, 22), 73b i 624, 8), 74 A 2
(527, 34), 74 A 5 (529, 4), 20 i532, 18),
76 AI :544,19f.l, 18 (548,32), 19
(549, 7. 15), 76 B 7 (oÖ8,6), 8» (558,14),
77 A 7 (664,17), 9 (564,26), 78 B 2
(577, 28. 30), 79 A 2 (579, 19), 8 (681, 2),
79 Bl (583,24), 6 (584,21), 9 (684,
30), 21 (586,löAnm.), 79 01 (586,
25), 80 B 76 (603, 16), 81 A 1 (608,3),
81 A 21 '612, 33), 81 B 31 (622, 25
Anm., 26;, 44 (626,21), 83,1 (636,26),
2 (639, 4 tr.!. 'EX\tivik6(; {l^^a) 9,1
(32, 26), ujpa 59 A 3 (465, 22), axAv^a
66 A 4 (471,2), TtpoipiiTn^ 68 B 1
(494,2).
Hkllen 2,30 (17,24).
Hellespoätos 4, 2 (22, 19), 70 B 4 (602,
27flF.).
Helothales 4, 19 (28, 6), 13 A 3 (87, 18),
8 (88,32).
Hephaistion, Freund Alex- d. Gr. 69 A 4
,465, 31\
Hephaistos 1 A 1 (6, 19), 68 B 26 (498,
20), S. 608, 12 Arnn. , 83, 9 (648, 24).
Aegypt. 60 B 7 (460,31. 46. 47). He-
Biod. 68"^ B 7 (500,33). Theagen.
72, 2 (511, 23). Akuail. 73 B 40 (518.
1 m. Anm.). Emp. 21 B 96 (199, 19),
98 (199, 26 ff.). Protag. 74 C 1 (641,
25 ff.). Prodik. 77 B 5 (671, 28).
Heka 68 B 5 (495, 21), 71 B 13 (610, 16),
73 B 5 (513, 17)? T. in Samos 4,ß
(23, 19), in Eiis S. 508, 1 Anm.
V« drip) 18 A 20 (108, 30). Hom.
71 B 5 (609, 12). Ori.h. 66 B 8 (475,
12). Epimen. 68 B 2 (494, 24) , 14
496,31). Theagen. 72,2 (511,24).
Akusil. 73 B 14 (514, 18). Emp. 21
A 1 (153,33), 23 (167,14), 33 (159,
13. 17. 25; , 21 B 6 (176. 9). Philo!.
32 A 14 (237, 1. 6). Metrod. 48,3
'326,14). (Aegypt.) Hekat. 60 B 7
(460, 44. 461, 2). (luno) Enn. 13 B
62* (97,22).
Heeakis (Herakon) 12 A 1» (66,39).
Hebakleia i. Karien 73 ß 26 (616, 37).
— a. Pontes. Bew. ('HpaKXeiirrri^) 7,4
(29, 12), 66 A 1 (469, 19 Anm. 470, 3.
17) , S. 472, 22 Anm. , 674, 17 Anm.,
81 A 16 (611, 27. 29), S. 668 (z. 89, 1).
Herakleides Pontikos, Erdbewegung
38, 5 (266, 6) , Sinneswahrnehmung
18 A 47 (112,23), Leichenverbren-
nung 65 A 161 (382, 34), Polemik g.
Heraklit u. Demokrit 65 A v. 36 (338,
33), S. 676 (z. 127, 14), getadelt von
Timaios 21 A 1 162, 47 ff.), Hippo-
botos S. 679 (z. 149, 36}. Dialog-
form S. 651 (z. 3, 38), 669 (z. 89, 1),
680 (z. 152, 36), s. Reg. I.
Herakleitos, cap. 12 (64 ff.).
Leben: Herk. 12 AI (64,14), 1* (56,
39), 2 (66,47), 3 (57.6), 3» (67,8),
6 (68,7), 10 (58, 46 ff.), 8,7 (30,46).
Lebenszeit 12 A 1 (64,16.30), 1» (66,
46), 18 A 11 (107. 34) , 19 A 3 (127,
20), 21 A 8 (164,36), 46 A 4 (295,26),
65 A 4 (363, 11), 71 B 4 (608, 20).
Persönliches 12 A 1 (64, 16. 26. 66,
5.6. 56,9.13.14), 3 (57,6), 19 A 1
(126, 38), 66 A 21 (356, 26). Lehrer
12 A 1 (54,38.39), U (56,40.44),
12 B 101 (76, 14). Schüler 12 A 1
(56,8. 66,18. 19), 52,3 (342,3. 7), .53,1
(342,23), 2 (342,25), 3 (342,28).
Nachahmer 12 C (81, 11—87, 4), 13
B2 (89,23), 4 (91,18 vgl. S. 668 z.
89, 1), 13 B 17 (93, 18), 48 (97, 6 vgl.
S. 669 z. 89, 1) , 18 B 4 (116, 12. 13
vgl. S. 673). Gegna- 18 B 2 (116,
2.10. 673), 52,4 (342,14), 83,6 (645,
14). Freund© 12 A 1 [54, 20) , 3»
(67, 8), 20 A 1 (136, 20). Tod 12 A 1
(64, 26. 31. 40), 1» (66,41). Politiker
12 A 1 (64,21. 66,4.6. 66,14), 3 (67,6),
3b (57, 13). Politik 12 B 33 (67, 13),
44 (68,16), 104 (76,25). 121 (78,20).
Philos. 12 AI» (56,39), 15 (69,36),
16 (60, 35), 12 B 36 (67, 16). Schriftst.
12 A 1 (64, 16. 42. 56, 6. 7. 14. 56, 1.
3.6.10.17.20), 1» (66,46), 21 A 29
(168, 20). Stil 12 A 1 (64, 27. 31.
III. NAMENREGISTER.
775
56,1.4.14. 66,1.4.30), 1M66,40), 3=^
(67,9), 4 (67,37), 12 B 49 (69, 4\ 19
A 3 (127, 20), 21 A 8 (164, 37), 21 B
92—93 {75, 13—18). Apophthegm.
12 A 1 (64, 36. 56, 8).
Lehre: Prinzip 8,7 (30, 40. 46), 12
A 1 (56, 9. 17) , 5-7 (58, 7. 12. 18. 23
—29) , 22 (61, 17), 12 B 8 (63, 3), 10
(63,9). 12 (64,11), 15(64,23), 20'(66,
14), 21 (65, 18), 48 (69,2) 49^ (69,27),
60-54 (69,10—22), 57-62 (70,29-
71,2), 76 (73,7), 80 (73,23), 88 (74,
19), 90-91 (75,4—12), 124—126 (79,
9-18), 126 h (80,1), 13A6(88, 1),
21 A 29 (168, 20), 26 A 10 (224, 13\
50 (327, 41) , 52, 4 (342, W. Theol.
8,8 (31,1), 12 AI (66,11), 8. 9 (58,
30-40), 12 B 6 (62,17), 11 (64,4),
14 (64,23), 16 (65,4), 23 (66,1), 28
(66,13), 30(66,19), 32(67,11), 41
(68,11), 63—67 (71,3-18), 79 (73,21),
82-«3 (74, 7— 10\ 86 (74, 16), 94 (76,
12), 102 (76,20), 127—128 (80,7-13),
137 (81, 3), 55 A 66 (364, 10). Kos-
mol, allg. 3 A 11 (19, 28), 12 A 1 (55,
12.20), 5 108,11.14), 10 (58,41), 31
(67, 1). spez. 12 A 1 (55, 12. 29),
11—14 (69,1—33), 12 B 3 (62,7), 6
(62,20), 94 (75,19), 99. 100 (76,8—13),
120 (78,16), 126" (79,20), 139 (81,8),
18 A 38 (111, 23), 21 A 62 (163, 4).
Psycho]. 8, 8 (31, 3. 4), 12 A 15—17
(59, 34- 60, 40), 20 (61, 7), 12 B 1. 2
(61,30—62,6), 12 (64,8), 14 (64,18),
17—19 (65,7—13), 26—27(66,7—12),
34 (67,14), 36(67,18), 46—46(68,18.
20), 55 (69,23), 67»— 78 (72,19—73,
20), 89 (76,1), 98 (76,7), 101 a (76,16),
107 (77,8), 108 (77,11), 112—119 (77,
19—78, 14), 14 A 11 (102, 15\ 12 (102,
23). Physiol. 12 A 18 ,'60,41;, 12
B 4 (62, 9), 24 (66, 3), 29 (66, 35), 43
(68,15), 46(68,20), 86(74,13), 95
(76,1), 109—111 (77,14-18), 130-
136 (80, 17—87, 2). Urteile üb. an-
dere Pbilos. u. Dichter 1 A 1 (3, 22),
12 A 22 (61. 17), 23 (61, 24), 12 B 38
(68, 4;, 39. 40 (68, 6. 10) , 42 (68, 13),
56 (70,1), 67 (70,7), 81* (74, 4), 106
(77,4), 121 (79,2), 129 (80,14).
Schriften über ihn 12 A 1 (64, 40.
66, 16).
HerakHteer 12 A 1 (65,8), 18 B 6
(117, 17. S. 673), 63, 2. 3 (342, 26. 28).
Herakles 4, 14 (26, 11), 13 B 7 (92,16),
55 B 300, 12 (442, 27), 59 A 6 (466, 9.
11.22), 7 (466,29), 66B11 (476,7).
Epimen. 68 B 2 (494, 25. 495, 2. 4),
71 A 1 (503, 16). Akus. 73 B 15
(614, 19), 19 (515, 2), 34 (617, 2).
Prodik. 77 A 1» (663, 8), 77 B 1 (567,
9. 11. 13) , 2 (567, 16. 18. 668, 10. 12.
26. 30. 669, 18. 570, 26. 28). Krit.
81 B 16 (617, 13 Anm., 20. 24. 618,
5. 6). Orph. 66 B 13 (477, 10. 32).
Heraklide 59 A 6 (456, 12).
Hbrakon 12 A 1 (64, 14).
Hermakchos (?) über den Schmerz 21
B 118 (208, 6), s. Reg. I.
Hermes, V. d. Aithalides 4,8 (24. 23 f.),
71 B 8 (510, 2). Hom. 73 B 5 (613, 16).
Theagen. 72,2 (611,27). Pherek.
73 B 6 (513, 19). Protag. 74 C 1
(642, 15. 17). Phüol. 32 A 14 (236,
47). Aegypt. (euiO) 45 B 2 (270, 15),
60 B 6. 7 (460, 10. 45). (Planet) 2f 19
(16,4), 30,5 (232,15.36), 65 A 92
(367,26).
Hermione, Tochter d. Menelaos 7EB 17
(614,27).
— (Stadt), Bew. ('EpmoveiJ?) S, 13 (31,
33), 11 A 16 (35, 40), 67 B 20» {488,
12), 73* 1 (619, 17).
Hermodoros, Freund Heraklits 12 A 1
(64,20), 3 (67,8.11), 3=^ (57,9.8.660),
12 B 121 (78, 20).
— , Platoniker 32 A 5 234,19)
Heemoqenes, Sokratiker b. Plato 52, 1
(341, 38. 39), 55 B 26 (396,10), 74 A 24
(5S4, 3). angebl. Parmenideer 52, 3
(342, 8).
Hebmotimob 46 A 68 (306, 14. s. S. 706),
vgl. 4,7.8 (23,34. 24,30).
Herodes Attlcus, Verehrer d. Kritias
81 A 21 (612, 31).
776
III. I^AMENREQISTER.
Herodikos V. Leontinoi, Aret, Br. d.
Gorgias 76 A 2 (Ö4ö, 12), 2* {646,21),
22 (5Ö0, 1).
-^ V. Perinth 66 A 1 (470, 1).
— V. Selymbria, Gymnast 16, 1 (106,3),
56 A 10 (363, 39) , 77 B 11 (573, 8
Anm.), 78 B 6 (674,22).
Hebodotos V. Halikamas;. Lebenszeit
29,1* (229,39), Tadel gegen VIT, 36
60 B e (469,40), Titel 8. 667, 9 Anm.
— , Bruder d. Demokrit 66 A 2 (363. 1).
~, Arzt (über Milch) 77 B 11 (673, 7).
Herophilus, Anst 14 A 10 (101,41),
S. 681 (z. 164,31).
Hesiodos.
Leben: Lebenszeit 1 A 1 (6,23),
11 B 13 (48, 23), 66 A 5 (471, 5. 8).
Verehrer 13 A 6 (88,6), 46 D 1 (282,
16). Nachahmer 67 B 7 (485, 11),
68 A 6 (492, 26. 32), 68 B 1 (494, 18
Anm.), 73 A 4 (512, 14), 73 B 14 (514,
16), 79 B 6 (684,19), S. 669,8 ;z.89, 1).
Gegner 11 A 1 (34, 11), 19 (36, 2),
11 B 11. 12 (48,12. 16), 12 B 40 (68,8),
67 (70, 7), 66 A 14b (473, 3). Philo-
soph 1 B 1 (11,8), 11 A18 r3ö,46^
16, 1 (104, 34). Astronom 68 A 8
(499,6), S.662 (z. 11,2), 68 B (499,
16-601, 19). Landwirt 13 A 9 (88,
36).
Lehre: Kosmogonie 18 B 13 (123,
24), 20 A 6 (138,976» 11 . 140, 976»' 16),
21 B 27 (183, 17), 66 B 2 (473, 28), 12
(476, 20), 73 B 2 (513, 3), 3 (613, 10).
Astronomie 68» B (499, 17 f.), 18 A 44
(111, 38). Werke über ihn 60 A 1
(468, 23), 60 B (461, 43).
HE8IONE 73 B 33 (616, 31).
Hespebiden 68 B 9 ;496, 6), 73 B 6
(613, 30).
Hesperos, Identität von Morgenstern
und Abend8t«m, Parm. 18 A 1 (106,
11), S. 672 (z. 106, 12).
Hestia, Parm. 18 A 44 (112,1). Phiiol.
32A 14 (236, 38. 237, 6). (Gaia) Eurip.
46 A 20b (298. 24.. Aegypt. 60 B 7
(460, 45).
Hestiaios 36 A 1 (260, 24), 2 (261,3),
46 A (269, 2j.
HiEBOW V. Syrakus 11 A 8 (36, 3), 11
(36,17), 13. A4 (87,32), 5 (87,39), 9
(88,36).
HiERONYMOs (d. Ägypter?) 66 B 13 (477,
3 m. Anm.).
HiKETAS, cap. 37 (266), 32 A 1 (2a3, 34).
HiMERA, Bew. ('l^epato<;) 6 (28,26), 50
(327,28; 8. Berichtig.).
HiPPALOS (= HippasoB) 8, 6 (30, 37).
HippARCHiDEs, Pythag. 46 A (269, 20).
HippARCHOB (= Hippasos) 8,4 (30,19.
21), 8,9 (31,4).
— , angebl. Pythagoreer 66 C 7 (449,5).
— , S. d. Peiaistratos 67 B 20» (488, 11.14).
— , ber. Astronom 1 B 1 (11, 12). Theorie
d. Sehens 18 A 48 (112, 26). Kalen-
der 66 B 14,1 (390,32), 14,7 (392,34).
HiPPASOS (Hippalos, Hipparchos), cap. 8
(29—32).
Leben: Herk. 8,1 (29,22), 2 (29,
30.36), 7 130,40.41.45), 8 (31,1), 10
(31, 5), 13 (31, 34), 12 A 6 (58, 13).
Lehrer 8, 1 (29, 22). 1» (29,29), 2 (29,
30.31), 4.6 (30, 2 ff.), 10.11 (31,6.
11.14), 13 (31,34), 56 C 7 (449,5).
Schüler 7, 3 (29, 10), 8, 1». 2 (29, 28.
34), 11 (31, 16). Tod 8, 4 (30,3. 14).
Freunde 7,1 (29,5), g,4 (30,2).
Politiker 8, 6 (30, 26). Schriftst. 8, 1
29,26), 3 (29,42), 4 (30,1), 56 C 7
449,6). Apophthegm. 8,6 (30,34).
Lehre: Prinzip 8, 1 (29, 23), 4 (30,
10.17), 7 (30,40), 12 A 5 (58,12), 60
(327, 41). Theol. 8, 8 (31, 1). Kos-
mol. 8, 1 (29, 23), 4 (30, 2. 16), 12 A 6
(68,14). Psychol. 8,9—11 (31,3—
16). Musik 8, 12 -16 '31, 18— 32, 16),
S.700 (z. 268,6).
— der Lakone 8, 1 (29, 26;.
HiPPiAs, S. d. Peisistratos 79 A 16 (683,
14 Anm.).
— V. Blit, cap. 79 (679—687).
Leben: Herk. 79 A 1 (679,6), 2
(679, 9), 3 (679, 28. 680,1. 6. 6), 4 (580,
10 ff.), 79 B 20 (586, 3). Lebenszeit
79 A 7 (680, 30;. Tracht 76 A 9
III. NAMENREGISl'ER.
777
(Ö47, 26). Reisen 79 A 7 (680, 281
Lehrer 79 A 1 (579, 7). Schüler 79
A 6» (680, 16). Gegner 74 A 5 (528,
27), 79 A 6-13 (580, 19—582, 26).
Nachahmer 66 C (586, 19). Tod 79
A 15 (683, 14). Politiker 79 A 2
(679, 19), 6 (680, 21). Sophist 77 A 4
(663,29), 79 AI (679,6), 2 (579,20;,
3 (679, 29. 680, 3. 7), 6 (580, 20), 8
(681,1), 9 (681, 17), 12 (682,6), 79 Bl
(683, 24), 79 C 1 (686, 19). Schriftst.
79 AI (579,7), 2 (679,16), 9 (581.
11), 12 (682, 17). 79 B (683-586).
Stil 79 A 2 (579, 26), 9 (681, 12).
Lehre: Physik 1 AI (3,29,. Ma-
thematik 74 A 5 (528, 29), 79 A 2
(679,12), 11 (681,24), 79B12 (686,8),
13 (686, 12), 21 (586, 12). Ethik 79
A 1 (579,7), 4 (580,8), 9 (681,9), 14
(583,29), 79 B 16—17 (685,19—29).
Rhetorik 74 A 26 (635, 2), 74 B 6
(538, 15) , 79 A 14 (583, 6). Politik
79 A 2 (579, 14) , 11 (581, 30). Hi-
storie 79 B 3. 4 (583, 30-584. 10), 6
(684,14), 9 (584,27), 11 (686,6), 14
(586, 14). Philol. 79 A 1 (679, 12),
10 (681,21), 11 (581,27), 12 (682,21),
79 B 2 (583, 27), 8 (684, 25), 16 (686,
17), 18 (586,30), 20 (586,2.4).
Technik 79 A 2 (679, 13), 12 (682,
9. 20). Mnemotech. 79 A 2 (579, 9).
Sil (580, 18) , 11 (581, 34). Dialog-
pers. 79 A 5 (580, 11), 6-12 (580, 19
-582, 29).
HiPPODAMAS, Pythag. 46 C 4 (280,'22).
HippoDAMOs V. Milet 27 (227—228).
Leben: Herk. 27,1 (227,11), 3 (227,
44. 46), 4 (228, »). Lebenszeit 27, 4.
5 (228, 8. 10). Tracht 27, 1 (227, 12).
Reisen 27, 3 (227, 45). Lehrer 27, 1
(227, 38). Architekt 27, 1 (227, 12),
3 (227,44), 4 (228,1), 5 (228,10).
PhUos. 87, 3 (227, 45). Schriftst.
27,1 (227,37).
Lehre: Politik 27, 1 (227, 16), 2
(227, 40).
HiPPOKRATES V. Chios 30 (231—232).
Leben : Herk. 30, 1. 2 231, 23. 30ff.).
Lebenszeit 30, 1 (231,23. 26). Per-
sönliches 1 A 11 (8,36), 30, 2 (231,
27. 30), 6 (232, 33). Lehrer 8, 4 (30, 6),
30, 2 (231, 32). Schüler 30,6 (232, 17),
Mathematiker 1 A 11 (8,37), 30, 1. 2
(231, 23. 30. 32). Schrift 8, 4 (30, 6),
30,1 (231,26).
Lehre: Geometrie 30,1—3 (231,
23. 33. 35), 6 (232, 33), 80 B 13 (693,
15). Stereometrie 30,4 (232,7).
Astronomie 30, 5. 6 (232, 12. 40j.
HiPPOKRATES V. Kos.
Leben: Herk. 18 A 11 (107, 33),
65 A 14 (364, 17 ff). Lebenszeit 18
All (107,31), 21 A 3 (164,13), 66
A 4 (363, 13), 10 (863. 40), 65 B 300,
13 (443, 2). Lehrer 56 A 2 (363, 3),
10 (363, 38). Freunde 20 A 11 (136,
21), 56 A 1 (352,3), 10 (.363,40), 14
(364, 16), 66 C 2—6 (447, 34—449, 4).
Arzt 65 A 2 (353, 4) , 56 B 300, 13
(443,2). Philos. 66 B 307 (447,3),
62 B (463, 43). Schriftst. 65 B 26i>
(396,4), 307 (447,2), 66 C 2-6 (447,
34-449, 4).
Lehre: Prinzipien 21 A 43 (160,37).
Psycho!: 66 A 106 (369, 46), 81 B 39
(625, 16). Physiol. 21 A 77 (166, 1),
26 A 14 (224, 46), S. 693, 66 B 124
(408, 10). Schrift über ihn 66 B 29
(.397, 7).
-, S. d. Deikrates 76 A 8 (647, 16. 17).
HiPPOLYTOS, S. d. TheseuB 66 A 8 (471,
23).
HiPPOMACHOs (Dreißigmann) 81 A 12
(611, 17. 22 Anm.).
HiPPOMBDON, Pythag. 46 A (269, 17).
HiPPON V. Samos 26 (22.3—226).
Leben: Herk. 26 A 1 (223,16.16.
18), 3 (223,27), 5 (223,36), 11 (224,
25), 16 (226,5), 26 B 3 (226,22).
Lehrer 26 A 1 (223, 16), 26 B 4 (226,
22). Gegner 26 A 2 (223, 19, 25).
Lehre: Prinzip 21 A 4 (154, 24),
26 A 3 ,'223, 27), 4—7 (223,33—41),
8. 14 (224, 4. 14), 60 (327,41). Tlieol.
26 A 1 (223,26), 4 (223,32), 6 (223,39),
8—9 (223, 42-224,7), 26 B 2 (226,11),
778
ril. NAMENREöISTER.
öl A 3 (328, 37). Meteorol. 26 B 1
(226, 3). PsychoL 26 A 3 (223, 29),
10. 11 (224,8—26), 15 (22ö, 1), 26 B 3
(226, 22). Physiol. 14 A 13 (102, 38),
26 A 11-19 (224, 24—225, 28).
HiPPON (= Hippasos) 8, 10 (31, 6).
HiPPONAX (= Hippon) 26 A 11 (224, 25},
14 (224, 43. 46).
HiPPONiKOS, V. d. KaUias 74 A 11 (Ö29,
34. 530, 2) , 77 A 2 (563, 15), 77 B 9
(572, 30), 81 A 15 (611, 30).
HiPPOSTHENKS V. Kroton, Pythag. 46 A
(268, 33).
— V. Kyaikos (ident.?), Pythag. 45 A
(269, 27).
HiPPOSTKATOs, Pythag. 45 A (268,291.
HiPPYs V. Rhegion 6 (28, 27).
HoDios, Pythag. 45 A (269, 11).
HOMEBOS.
Leben: Herk. 76 B 25 (661, 30),
79 B 18 (585,30), 81 B 50 (627, 27).
Lebenszeit 1 A 1 (6, 23), 11 B 13 (48,
23), 66 A 5 (471, 6). Lehrer IAH
(8,38). Verehrer 4,10 (25,14), 13
B 47 (97, 4), 45 Dl (282, 16), 46 A 1
(294, 22), 59 A 11 (457, 10), 66 A 14»
(473, 1). Gegner 11 A 1 (34, 11), 11
(35,16), 19 (36,1), 35 (42,13.18), 11
B 10-12 (48, 11-22), 12 A 22 (61,
17. 2a 21), 12 B 42 (68, 13), 56 (70,2),
66 A 14b (473, 3), 78 A 13 (676, 26).
Dichter 13 A 6 (88, 3), 21 A 22 (167, 6).
Historiker 2 A 6 (12, 38). Astrologe
12 B 105 (77, 4). Sophist 16, 1 (104,
34), 21 A 19 (156, 18. 19). Dichtung
11 A 23 (36, 10). Versbau 11 A 27
(36, 28). Anekdote 12 B 56 (70, 2).
Weitanschauung: Kosmol. IAH
(8,38), 12 (9. 11 f.), 11 A29 (40,11),
18 A 44 illl, 44), 57 A 24 (452, 35),
66 ß 2 (473,28), 12 (476, 14 f.), 13
(477, 26), 68 B 5 (495, 18), 71 B 6
(609, 11). Theol. 61 A 8 (329, 32),
73 B 6 (613, 16). Meteorol 26 B 1
(22Ö, 33). Psychol. 12 A 16 (60, 2).
Ethik 46 A 1 (294, 24).
Philosophisch-allegorische Homer-
etkl. 26 B 1 (225, 30 ff.), 46 A 1 (294,
24 ff.), 48, 2—6 (326, 10 ff.), 55 B 20»
—25 (394, 13 ff.), 60 AI (458, 23),
60 B (461,44), 71 B 5 (609.10), 72
(610 f.), 79 A 10 '681, 27), 79 B 20
(686, 2. 4).
Homeriker C0}xr\piK6<;} Empedokl.
21 A 1 (150, 48) , äpxaiot 'OhiiP»ko{
46 B 27 (246,46). Homeriden (Q^r\-
plbai, T€V0(; ^v X(u)t) 73 B 22 (516, 18).
Hören, Emp. 21 B 154 (217, 7), vgl.
Her^. 12 B 100 (76, 12).
HoEos 71 B 4 (609, 4).
Hyaden 67 B 18 (487, 13 ff.), 68» B 6
(600, 2. 6) , 79 B 13 ;ö85, 131 , S. 662
(z. 11, 14).
Hyas 67 B 18 (487, 14. 18).
Hybris 68 A 7 (493, 13).
Hydrochoos (Sternbild) 55 B 14, 3
(391,18).
Hyelb (= Elea] 18 A 12 (107,38;, 19
AI (126,39).
Hygieia 81 B 6 (616, 30).
Hyberboreer 21 A 13 (165, 5) , 45 A
(269, 18), 60 B 1 (459, 3), 3 (459, 10),
4 (459,15), 6 (459,20), S. 662 (z. 68, 18).
Hyperion 55 A 23 (366, 4).
Hyperoche 73B41 (518,6).
Hypnos 80 A 7 (591, 2). S. Eeg. in.
Hyrras 73a 3 (522, 10).
Hystaspes, V. d.Dareios 12 A 1» (56,46).
L^LYSos 27, 5 (228, 12). .
LiPETOS 21 B 123 (209, 16).
Iason, Argonaute 68 A 1 (490,7), 73
B19 (536,1).
— , Tyrann i. Thessalien 76 A 7 (547,1.3).
Iasos, Bew. {'\ace<)<;) 44,3 (268,16).
Ibykos, Lebenszeit 11 A 9 {36, 9).
IcHTHYEß ('lx6Ü€<;, Stemb.) 55 B 14, 3. 8
(391,22. 392,42).
Ida i. Kreta 68 B 22 (497,25), 24 (498,
11).
— i. Phrygien 66 A 15 (473, 13), 70 A 1
(501, 27).
Idaios V. Himera 60 (327, 28; s. Beridit.).
Ierüsalem 71 A 5 (505, 28).
Ikarion S. 668 (z. 87, 17).
III. NAMENREGISTER.
779
IKKOS 15 (104-105).
Herk. 16,1 (106,2), 2 (105, 4. 8. 10),
3 (106, 12). Lebenszeit 16, 2 (105,
10). Lehrer 16, 3 (106, 12). Athlet
16, 1 (105, 1), 2 (105, 6. 8). Arzt 15, 2
a05, 10). Sophist 16,1 (104,34.
105, 1).
Ilion (Dios) 46 A 5 (296,36), 66 A 1
(361, 41) , 66 B 6 (387, 16) , 76 B 14
(560, 11), 83, 1 (636, 27). Bew. f lAieijq)
59 A 12 (467, 9).
LNACH08 73 B 20 (615, 4).
Indien 56 A 1 (360, 27), 12 (364, 1), 59
A 2 (464, 37). X(8oi 'lv6tKa{ 68 B 25
(498, 21). {äpiQn6<;] 'Iv66<; 6 (28, 25).
Bew. {'\vb6(^: 11 B 43 (63, 2), 65 A 2
(352,48), 16 (364,28), 40 (360,6), 59
A 2 (454,39).
Insuber 55 A 118 (371, 29).
Intkos 79 A 2 (579,22), 7 (580,32).
lo 73 B 12 (614, 13).
Ion V. Chios 26 (220—223).
Leben: Herk. 25 A 1—4 (220, 29.
30. 221, 1. 4. 17. 21). Lebenszeit 26
A3 (221,18), 6 (221,26). Lehrer
26 B 4 (222, 30). Gegner 25 A 2
(220, 36). Dichter n. Philo». 26 A 1
—6 (220, 29 ff.), 65 B 6 (222, 9).
Schriften 25 AI— 3 (220,30. 221,4.
6. 8. 16. 19), 25 B (221-223). Anekd.
25 A 2 (221, 13).
Lehre: Prinzipien 26 AI (220,28),
6 (221, 28. 31), 25 B 1 (221, 1). Kos-
mol. 26 A 7 (221, 33). Psychol. 26
B 4 (222, 28). Musik 25 B 6 (223, 1).
Urteüe üb. Pythag. 26 B 2 (222, 6.
6. 8), 4 (222,27.30), 47 A 3 (323,41).
Schrift über ihn 25 A 2 (221, 14),
vgl. Reg. I.
— , Homeriker 48, 1 (326, 6).
— V. Samos S. 692 (z. 223, 6).
loNiEN 1 A 4 (7, 14. 17;, 46 A 6 (295, 43),
7 (296, 1), 47 A 1.2 (323, 11. 29),
S. 668 (z. 48, 5). 'I(i^ (M(XriT0(; 1 A 1
(6,36), (6{mTa)4, 2 (22, 24^ 'l&btq
MoOöai 21 A 29 (158, 20). Bew.
(*lu)ve<;) 1 A 1 (5, 18), 4 (7, 16. 18),
5 (7, 23), 11 A 10 (35, 13), 11 ß 40
(52, 14), 12 A 2 (56, 48. 57, 2) 66 B 19
(394,8), 29a (397,14.16), 71 B 11
(610, 11), 79 B 10 (686,3), 83,2 (638,
26. 28). 'luuviKof (vcaviat) 1 A 1
4, 16). Ionisches Meer (M6vto<;
k6\ito(; rf\<; eaX(S<röri<;) Krates 26 B 1
(226,42), (aequor londum) Luor, 21
A 21 (156, 37).
loPHOssE 68 B 12 (496, 25).
Iphianassa 73 B 14 (614, 15).
Ippallüs (== Hippftsos) 8, 6 (30, 34).
Iphinoe 73 B 14 (514, 16).
Ibis, Götterbotin 73 B 6 (513, 17).
Regenbogen, Erkl. des Xenoph. (11
B 32 (61,17). Emp. 21B60 (189,6).
Anaxag. 46 B 19 (321, 8), s. Reg. HI.
IsAios 78A14 (675,35).
IsARCHos 79 A 5 (580, 14).
IsCHYH 73 B 39 (517, 32).
Isis 60 B 6 (460, 2), 7 (460, 16. 461, 1).
IsoDiKE 47 B 1 (325, 26..
IsoKRATES, Lebensalter 56 A 6 (353, 20).
Familie 79 A 3 (579, 28 f.). Grab-
mal 76 A 17 (548, 26). Schiüer d.
Protagoras 74 A 3 (528, 7). d. Gor-
gias 76 A 2 ;545, 10), 12 (548, 3), 16
(548,24), 32 (551, 24), 77 A 7 (664,
15). d. Prodikos, Teisias, Therame-
nes 77 A 7 (564, 16). SchiUer (?)
Theramenes 78 A 1 (673, 14). Tech-
nik 76 B 17 (560, 25), 78 A 12 (675,
19), 78 Bl (576,9).
^iTTuip 'löOKp(iT€io? 46 A 2 (295,16),
MriTp66u)po<; 6 looKpaTiKÖq 67 A 2
(451, 5).
IsoLOCHOs 19 A 4 (127,26), S. 672 (z.
106,38).
Italien 3 A 14» (19,48), 4,8 (24,16),
16 (27, 5. 16), 11 A 1 (34, 26), 18 A 4
(106, 26), 21 A 8 (154, 22), 21 (166, 39),
35 A 5 (252,8), 36,1 (285,4), 41,3
(267, 12), 45 B 37 (278, 6), 45 D 1 (282,
35), 71 A 4 (505, 15. 20). dv^p 'Ira-
XiKÖ? 32 B 14 (245, 2). Bew. ('Ito-
Xiurrai) 4,6 (23,9), (xoivbv tuiv *I.)
36 A 2 (251, 6). 'IxoXof (= Pjtha-
goreer) Sext. 21 B 136 (213, 20).
780
IIL NAMENREGISTER.
'iToXtKoi (ebenso Aristot.j 30, 5 (232,
12), 62, 3 (342, 3).
Itanaios, Pythag. 4ß A (268, 31).
Ithaigenes (Ithagenes) 20 A 1 (135, 19),
3 (130,34), 9 (142,7), 12.(142,23).
Ithaka (Inael) 73 B 36 (517, 20. 23).
— (Stadt) 73 B 36 (517, 22).
Ithakos, Eponym v. Ithaka (73 B 36
(517, 18. 23).
lüDAiA, Bew. (MoufeaToi) beeinflussen
Pythagoras 9, 2 (33, 15. 17). Ab-
kömmlinge der Magier 60 B 6 (459,
39). Hekataeus v. Abdera über
jüdische Geschichte usw. 60 B 13
(461,3ö£F.), 15 (462,5), 16 (462, 14.
15. 17. 19).
luLis 77 A 1 (562. 25).
luLiüs Vestinüs 78 A 14 (575, 33).
luNiüs Otho 80 B 81 (604, 16).
Kabas 73 A 1 (512, 3) , 73 A 2 ;512, 8),
73a 1 (519, 10).
Kabiko 73 B 40 (517, 34).
Kabiboi 73 B 40 (618, 1 m. Anm.).
Kadmos, S. d. Agenor 1 AI (3,6), 13
A 1 (87, 10), 67 B 1 (484, 17), 71 B 2
(508, 12 Anm,), 74 C 4 (543, 16 ff.).
Kadmeer (Kaöfietoi) 1 A 4 (7, 19).
— V. Milet 71 A2 (504,28).
Kainias, Pythag. 45 A (269, 3).
Kakia (Kaxfa) 77 B 1 (567,10.12), 2
(568,28. 569,17).
Kalais, Br. d. Zetes 73 B 19 (514, 33),
35 (517,15,.
— V. Rhegion, Pythag. 45 A (269, 20).
Kalanos 4, 9 (24, 42).
Kalchedon b. Chalkkdon.
Kallaischros 81 A 2 (608, 18), 15 (611,
31), 20 (612,29), 81 B 2 (613,29), 5
(614, 28), 37 (625, 5), 49 (627, 24).
Kallatis, Bew. (KaXXariavöO 1 -Ä- 1 (6,
22),.
Kalliades 19 A 4 (127, 25).
Kalltas, Kalliades' S. 19 A 4 (12/, 24).
— , Hippopikos' S., Herk. u. Pam. 74
A 11 (629,34. 630,2), 2A (534,3), 77
B9 (672,30), 81 A 16 (611,30).
Persönliches 77 A 4 b (664, 5). Lehrer
74 A 11 (530, 17), 24 (534, 7), 77 B 9
(572, 30), 79 A 5 • (580, 16). Sophist
74 A 24 (534, 4. 6). Musiker 81 A 15
(611, 27). Dialogperson 74 A 11
(529,33), 77 A4b (564,4),
Kallias (= Kalliades ?), Archen v. Athen
46 A 1 (293, 34).
Kallibbotos, Pythag. 45 A (269, 23).
Kallikuatidas 21 A 1 (150, 24), 2 (163,
43).
Kallimachos, Prooem. d. Aitia 68 B 1
(494, 18). Schriftenverzeichnis un-
vollst. 74 A l (526, 26 Anm.).
Kalliope, M. d. Orpheus 66 A 1 (469,6),
66 B 16 (478,16), 15» (478,22).
(KoXXiöireia) Emp. 21 B 131 (212,3)
Demeterh. 66 B 15» (479, 5).
Kalliphon, Arzt, V. d. Demokedes,
cap. 9, 1. 2 (.32, 17).
Kallippos, Astronom 29,9(230,34), 56
B12 (390,21), 14,] (390,31).
KIallisthenes, Schüler des Aristoteles,
über das Auge 14 A 10 (101, 41). bei
Alexander 59 A 3 (455, 8 ff.), 6 (456,
19), 12 (467,11). Urteil über ihn
59 B 1 ;457, 41).
Kallisto 68 B 16 (496, 36 ff.), 68 a B 6
(500, 21. 26). Emp. 21 B 122 (209.
11)
Kalon, Bildhauer 79 B 1 (583, 25 m.
Anm.).
Kalyke 73 B 26 (516, 1).
Kamakina, Bew. (Ka)LiapivaTo<;) 66 A J
(470, 11).
Kambyses 72, 1 (610,26), S.654 (z.18,2).
Kamillos, S. d. Hephaistos 73 B ^
(518, 1).
Kamiros 27, 5 (228, 13).
Kanachos, Bildhauer S. 698 (z. 263, 25).
Kaphisias S. 694 (z. 229, 26).
Karambykas (Fluß) 60 B 1 (469, 4).
KARCEraDON, Bew. [Kapxnbdvioci) 36 A 1
(250, 35), 45 A (269, 10), 46 D 7 (287,
8. 10).
Karien 11 B44 (63,8), 73 B 26 (616, 36).
Bew (Käp€<;) 11 B 44 (63, 7), 81 B 2
(614,12).
Karneades 4,18 (27,36).
in NAMENREGISTER.
781
Karophantidas (?) , Pythagoreer 46 A
(269, 8).
Karthago s. Kakchedon.
Kasas (Fluß) 4, 7 (23, 46).
Kastor 59 A 6 (466, 23).
Katana 11 A l (34, 8). Bew. (Kara-
vaioi) 45 A (269,28).
Katüdaieb (KoTouftatoi) 80B47 (698,7).
Kaukon 67 B 20.(488,2). •
Kaulonia 4,7 (23,40). Bew. (KauXu>-
viäTOi) 46 A (269,23).
Kebes 32 B 16 (246, 21. 24). üialog-
peraon 21 A 76 (166, 37) , 32 ß 16
(246, 21).
Kedalion 68» B 7 (600, 34).
Kekropis 67 B 9 (486, 3).
Kekrops II 67 A i (483. 1). Cecropea
arte (Avien) S. 502, 27 Anm.
Kelainai 67 B 3 (463, 21).
Kelaino 67 B 13 (486, 26).
Kelainos 67 B 20 (488, 2).
Keleos 66 B 16» (479, 19;.
Keltenland (i^ KcXtiki^) 60 B 6 (459, 18).
Kentauren 11 B 1 (45, 10) , 83, 1 (637,
2.3).
Keos 77 A l (662, 25), 3 (663, 24).
Bew. (Ktioq) 74 A 1 (625, 17), 3 (528,
7), 76 A 8» (547,26), 77 (662—673),
79 A 4 f680, 10).
Kephallenia 73 B 36 (617, 19).
Kephalos V. Klazomenai 19 A 4 (127,
30).
Kepheus 67 B 13 (486, 25 Anm.).
Ker (le€va Knpüw], Emp. 21 B 121 (208,
34).
Kerambos, Pythag. 46 A (269, 16).
Kerameikos 18 A 5 (106,43), 19 A 11
(128, 36).
Keraünos 12 B 64 (71,8), S. 663 (z. 71,
15).
Kerberos 73 B 6 (613,23), 81 B16 (617,
20).
Kerkas (Stadt) 73 A 2 (612,8).
Kerkopen 69 A 7 (466, 29).
Kerkops, Pythagoreer 6 (28, 12—19).
Kerkyon 67 AI 482,23).
Keryx 67 A 3» (483, 19).
Kevx 2,30 (17,31).
Kimmeris, Stadt (Hekataios) 60 B 1
(459, 6).
KiMON 47 B 1 '326, 23. 26. 27), 76 B 20
(661, 1^), 81 B 8 ,616, 14), 62 (628, 7).
Kino, Emp. 21 B 123 (209, 20).
KiRKE 21 B 154» (217, 19).
Kithairon 73 B 16 (614, 24).
Kition, Bew. (Kiti€u<;) 19 A 1 (127,10),
16 (129, 28 ff.).
Klazomenai, Bew. (KXa^:o^€vlO(;) 12 A21
(61, 14), 19 A 4 (127, 30), 21 A 6 (154,
30), 29, 1 (229,36), 46 B 1 (270,1),
46 (293-323) , 47 A 2 (323, 30) , 56
A 7 (353, 23), 56 B 14, 1 (390, 28;, 80
B 114 (606, 2).
Kleaichma, Pythag. 45 A (269, 37).
Kleanor, Pythag. 46 A (269, 18. 33).
Bjleanthes, Erklärer des Herakl. 12 A 1
(66,18), 12 C 3,1 (86.18). Gegner
des Demokrit 55 A (368, 38). Welt-
seele 29, 6 (230,9), 61 A 8 (329,37).
Sternbewegung 46 A 78 (308,22).
Kleakatos, Pythag. 46 A (269, 6J.
Kleeia 68a B ö föoo, 4).
Kleidemos 49 (326—327).
Lebenszeit: 49,2 r327,3).
Lehre: Meteora 49, 1 (326, 37).
Psychologie 49,2 (327,3). Physio-
logie 49,3—6 (327,11—26).
Kleinaooras, Pythag. 45 A (869, 3).
Kleinias.V. d. Alkibiades 81 B 4 (614,23).
— V. Tarent, cap. 41 (267, 1—24). Herk.
41,1 i267,9). 45 A (269,6), D7 (286,
41). Lehrer 41,2 (267,7), 3 (267,
9.14), 4 (267,16), 5 (267,19), 45 A
(269, 6). Freunde 41, 1—3 (267, 4.
7. 10), 46 D 7 (286, 41). Schriftst.
41, 6 (267, 24). Apophthegm. 41, 4
(267,15), 6 (267,19). 45 D 6 (286,20).
— V. Kreta 68 A 6 f492. 16. 23).
Klbisidike 66 B 16» (479, 6).
Kleitos 69 A 3 (466, 7).
Kleobuune, Mutter des Thaies 1 A 1
(3,6), 2 (6,'43;.
Kleobulos, Herk. 73», 2 (519, 23), 3 (620,
10). einer d. 7 Weisen 1 A 1 (4, 38),
73», 1 . 2 (619, 2. 9. 13. 19. 23). Apo-
phthegm. 73», 3 (600,10).
782
111. NAMENREGISTER.
Kleomenes, Rhapsode 21 A 1 (löl, 31),
21 (150,2).
Kleon V. Athen 46 A 1 (294,31), 20
(298 10), 81 B 45 (627, 5).
— V. Sicilien Ö9 A 6 (456, 22),
— V. Tarent, Pythag. 46 A (269, 3).
Kleonymos 73 B 32 (516, 27).
Kleophon 81 A 8 (610, 17).
Kleophron, Fythag. 45 A (268, aS).
Kleosthenes, Pythag. 45 A (268, 30),
Kleostäatos V. Tenedos 70 (501—502),
68 B (499, 16 Alan), vgl S, 652 [z.
11, 2i.
Klotho 66 B 13 (478, 3).
Klymene 73 B 33 (516,131).
Knidos 9, 2 (33, 5), 13 B 59 (99, 10), 21
A 3 (154, 20). Berw. (Kv(6to^) 1 A 1
(4,34), 70 B 4 (502,24).
Knosos 68 A 1 (489, 5;, 2 (491, 6).
Bew. (Kviuaio^) 68 A 1 (489,30), 8
(493, 17).
KoDROs 12 A 2 (56,48).
Koiös 21 B 123 (209,18), 73 B 4 (613,
13).
KoLCffls, Bew. (KöXxoi) 68 A 1 (490, 7),
73 B 35 (517, 16).
KoLiAs 67 B 21 (488, 18).
KoLOPHON 11 A 1 (34, 26). Bew. (Ko-
Xotpiuvioc,) 11 (34-54), 11 AI (34,4),
7 (35, 1), 18 A 2 (106, 18), 7 (107, 16),
21A26 (157,45), 55 B 14,1 (390,28),
68 A 1 (490, 4). 72, 1 (511, 1).
Kolotes, Epikureer 21 B 10 (176, 7), 55
A (358,38), Bl (385,1), 166 (413,4.
10), 157 (413, 16).
KoNON 78 A 6 (574, 21).
KoRAX 76 A 14 (548, 14).
Kork 66 B 15 (478, 16j, 67 A 3^ (483, 17).
KoRiNTnos 45 D 7 (285, 34 f., 287,2),
7!^^ 1 (518, 19), 80 A 6 (690, 23).
Bew. (Kop{veio<;) 11 A 27 (36, 32), 46
A (269, 28), 65 B 163 (414, 18), 68 B
1 (494. 1), 13 (496, 28), 73» 3 (623, 14),
75 (543,23).
KORYBANTEN 21 B 128 (210, 18), 66 A 1
(469, 19 Anm., 490, 6;.
KoRYKiON (KiupuKiov 5po?) 71 A 1
(604, 4).
Kos 1 A 1 (5, 13), 13 A 3=^ (87, 30), 21
A 3 (164, 20). Koiia Q&Xaaoa 1 A 1
(6, 4. 10). Bew. Kuiioi 1 A 1 (5, 14
—17), 4, 19 (28, 7), 13 A 1 (87, 10), 3
87, 18), 3"* (87, 30), 18 A 11 (107, 33),
30, 5 (232, 33), 55 A 14 (354, 17).
Kopte 66 B 300, 13 (442, 44).
KoRiNNA 11 B 44 (63, 8).
KoRONis 68» B 6 (500, 4), 73 B 37 (617,
31j.
KoTOs (KÖTo^ = NciKo.;) Erap. 21 B 21
(180, 21), 121 (208, 34).
KoTTOS 66 B 13 (478, 4).
Kranoos, Pythag. 45 A (269,1^). ■
Krastos 13 A 1 (87, 8).
Krates (Herakliteer?) 12 A 1 56, 4).
— V. Mallos 2, 18 (16, 41), 26 B 1 (226,
36), S. 666 (z. 77,4), 6.681 (z. 169,
10).
— der Kyniker 11 A 21 (36, 6).
Kratesikleia, Pythag. 45 A (269, 33).
KraTinos, Jüngling y. Athen 68 A 1
(489, 27).
— , Komiker, 8. Reg. I.
Kratylos, cap. 62 (341— 342 .
Leben: 52,1 (341,38), 2 (341,42).
Lehrer 52, 3 (342, 4. 7), 4 (342, 12).
Schüler 62, 3 (342, 3. 7).
Lehre: Psychologie (Skepsis) 62,3
(342, 4), 4 (342, 9). Sprachphilos.
62,1 (341,31), 5 (342,16), 55 3 26
(395,9). Dialogpers. 62,1 (341,1), ö
(342, 16), 66 B 26 (395, 9).
Kres 73 B 20 (515, 6).
Kreta 21 B 128 (210, 18), 61 A 3 (328,
34), 67 B 8 (485, 22), 68 A 1 (489, 18 ff.),
4 (491, 36, 492, 13j, 68 B 22 (497, 23).
68a B 7 (501, 4). Kpj^xrieev (Arat) 68
B 21 (497, 23). KpnTiKÖ^ fxOQoc, 68
B 23 (498, 2), 6 Kpfjt; Tadpoc, 73 B
15 (514,20). KpriTiKd d. Epimen.
68 B 20 (497, 11 f.). Bew. (Kpi^O
vgl. 73 B 20 (515, 6), 21 A 13 (155, 6),
68 A Iff. (489, 6 ff.), 73^ 1 (519,3).
Kbios (Stemb.) 66 B 14, 3 (391, 26).
Kritias, Kallaischros' S., cap. 81 (607).
Leben: Herk. 81 A 1 (607,17), 2
(608, 16 ff.), 3(608,30. 609,1), 6 (610,
III. NAMENREGISTER.
783
4 f.), 8 {610, 17>, 15 (611,31), 20 ff.
(612. 29). Lehrer 81 A 1 (607, 20\
3 (609,2), 4 (609, 5 ff.), 16 (611,34),
17 (612,8), 19 (612,16.22), 22 (612,
36). Freunde 81 A 4 (609, 6. 18. 24),
81B4.5 (614,19—610,3), 75 (626,
20). Gegner 81 A 8 (610, 17), 10
'vBlO, 24), 76 A 1 (644, 16). Tod 81
AI (607.31), 12 (611,16). Politiker
81 AI (607, 3 ff.), 4 (609, 6 ff), 6-13
(610, 8 fl-.), 22 (612, 34 f.), 81 B 48 (627,
21). Sophist 78 A 13 (575, 23. 30),
81 A 1 (607, 3. 16. 26), 3 (608, 27 f.), 16
(611, 32), 17 .612, 3), 81 B 50 (627, 28).
Musiker 81 A 16 (611, 27). Schrift-
steller 81 A 17 (612, 6), 18 (612, 13),
19 (612,19), 22 (612,36), 81 B (613
—629). Urteile über ihn 81 A 1
(607,12) 14 (611,24). Dialogpers.
77 A 13 (566, 9), 81 A 2 (608, 20), 3
(608,28.36).
Lehre: Theol. 81 B 19 (619, 8. 13),
25 (620,5). Kcsraol. 81 B 18 (618,
26. 27), 19 (619, 14). Psychol. 81
A23 (613,3.6), 81 B 39 625,25), 40
(626, 3. 5). Politik 81 B 6 (616, 8),
22 (619, 26), 30-38 (622, 23-626,13),
45 627,1), 52-73 (628,4—629,15;.
Ethik 81B12 (616,26), 16 (617,1),
20—21 (619, 16-22), 23 ;619, 30), 26
-29 (622,9—19), 42 (626,12). 74
(629, 16). Stil 80 A 2 (588, 22), 81
A 1 (608, 6), 17 (612, 7), 18 (612, 10),
19—21 (612, 16 ff.), 81 B 46 (627, 10).
Sein Urteil über Dichter u. Philos.
81 A 2 (608, 22. 23;, 81 B 1 (613, 13),
3 (614, 16), 7 616, 7;, 44 (626, 19), 60
(627, 28).
Kritus, Dfopidea' S. 81 A 2. 3 (608,
18. 23. 36).
Kritolaos, Theorie d. Zeit 80 B 9 (692,
32).
K&ITON, Pythag. 45 A (269, 17).
— b. Piaton 77 B 6 (672, 3).
Kroisos 1 A 1 (3, 37. 4, 84. 43. 6, 19), 2
(6,44) 5 (7,28), 6 (7, 39 f.), 3 A« (18,
3), 21 A 25 (157,34), 73* 1 (618. 18;.
Kmono» 11 B 12 (48,20), 21 A 65 (162,
Diels, Fl sgni. d. Vorsokr. Hl.
15), 21 B 128 210, 28K 32A14 (236,
31), 55A92 (367,26), 60 B 7 (460,
43.48), 66 B 8 (475,11.12), 16 (479,
40), 67 B 8 '485,20;, 15 (487,6), 68
B5 (496,20), 19 '497.7.9), 22 (497,
27), 23 (498, 2), 71 A 9 (507, 5. 8), 71
B4 (608, 22 ff.).
Kroton (Stadt) 4, 7 ^23, 47), 13 (25, 31 f.),
14 (25,45), 16 (28,39), 9,1 (32, 33 f.),
32 A 1 (233, 31), 8. 666 (e. 32,42).
Titel einer pseudopyth. Sdhrift 4, 19
(28, 7). Bew. (KpoTiuvidt»!^ 4, 13
(25, 32 f.), 14 (26, 47 f.), 16 (26,20), 16
26, 25), 19 (28, 9^, 7, 1 (29, 1. 7), 2 (29,
7), 8,2 (29,36), 9,1 (32, 20 f.), 3 (33,
6 f.), 14 (100-104), 23 (220,18), 26
All (224,25), 32 AI (233,26), 24
(238,17), 27 (238.45), 33,1 (249,7),
45 A 268, 2». 269, 30ff.), 46 B 6 (271,
29 , 46 A 20 (298, 10), 66 A 1 (470, 8),
S. 666 (z. 32, 42j.
Ktfbibio« V. Alexandreia 36 B 263, 26).
— V. Athen 68 A 1 (489, 27).
KüRETEN 68 A 1 (490, 6. 33), 4 (492^ 4),
68 B 22 (497, 27).
Kyaxares 1 A ö (7, 27).
Kybele 71 B 13 (510, 16. 17), K'jße-
Xriux Köppa 66 B 21 (481, 16).
Kybmthos 1 A 1 (4, 1).
Kydoimos 21 B 128 (210,24.27).
Kykladejj 71 A 2 ;Ö04,22).
Kyklopbn 66B13 (478,5), 16 (480,6).
Ktlon V. Athen, Frevel 68 A 1 (489,
26), 2 (491, 11), 68 B 4 (496. 10 Anm.).
— V. Kroton, Herk. 4, 16 (26, 25). 46 A
20 (298, 10). PerBÖnliches 4, 16 (26,
26;. Anbänger (ol KuXtOveioi) 4,16
(26, 24. 34 . 32 A 4^^ (234, 13. 16).
Gegner 4, 16 (26, 20), 16 ,26, 27 , 8, 5
(30, 82) , 32 A 4» (234 , 11) , 46 A 20
(298 10). Rhetor 8, 6 (30, 32).
K5?ME, Bew. (KuMCio?) 11 B 4 (47, 2\ 19
318(685,31).
Ktnikbr 19 A 15 (129, 39), 77 B 9 (573,
2 Anm), 8. 704 (z. 294, 19).
: KiTNosüRA 68 B 22 497, 23 ei. Anm.).
'• KyNClkos 26 B 3 (226, 19).
' Kyi'sblos 73» 1 ;öl8, 17,, D 623, 14).
29
784
III. namenreöistp:r.
Kypris, Emp. 21 B 73 193, 26), 7ö (194,
7), 85 (197,8;, 95 (198,28), 98 (199,
33), 128 (210,29).
Kypros 59 A 1 (464, 11. 16), 83, 6 (644,
16). Bew. (K«5npio^) 26 A 8 (223,
43).
Kyrene 32 A ö (234, 20), 41. 3 (267, 12 ,
46 D 7 (286, 43), 56 B 300, 7 (441, 19).
Bew. (Kupnvaloq) 8, 4 (30, 7), 9, 1 (32,
41), 26 A 8 .224,1), 30,1, ;231,24;,
31 233), 41,3 (267,10), 45 A (269,
26), 46 B 1 (270,4), 45 D 7 (286, 41),
58,2 (454,4), 67 B 6 (485,9;, 73*1
518, 11).
Kyros d. ältere 1 A 1 (3,37), 3 A 2
(18,3), 3 (18,6), IIA 8 (36,6), 33
(41, 23), S. 654 (z. 18, 2f.), S. 656 z.
32, 42).
— d. jüngere 76 A 19 549, 20 Anm.).
Kytisoeos 68 B 12 (496, 26;.
Kyzikos, Bew. [KuliKr]v6c,i 12 A 1 (54,
34), 21 AI (153,11), 32 A 2 (234,
3), 39,1 266,13), 45 A (269,27), 55
A 1 (351, 16), 55 B 4 (386, 27), 61, 1. 2
(462, 24. 26).
Laches 77 A 17 (566, 12).
liACHEsis 66 B 13 (478, 3).
LaoiöKE 79 A 3 (580, 3).
Läöos 60B12 (461,32), 15 (462,5).
Laios 68 B 15 (496, 34).
Lakedaimon (Sparta) 1 A 1 (5, 1), 2, 1
(12, 3) , 3 A 14» (20, 2), 79 A 2 (579,
14), 6 (580,28), 9 (581,18), 81 B 6
(615,10), 37 624,29. 625, 6 Anm.),
52 (628,6), 83,2 (640,21). Bew.
fAaK€6aiM6vio<;) 2,5» (12,32), 45 A
(269, 33), 68 A 1 (490,25. 29. 491, 1.2.),
71 A 1 (503, 14), 71 B 1 (507, 20 Anm.).
73 B 24 (515, 31), 73 » 1 (518, 22. 519,
9), 2 (519,24.32), 3(521,17), 77 AI»
(663,1 Anm.), 79 A 2 (579, 15), 79
A 11 (581,35. 582,3), 81 AI (607,11;,
6 (610, 9 f.), 15 (611, 28), 81 B 6 (615,
6. 24. 616, 3), 7 (616, 10), 8 (616, 15i,
32—37 (623, 6 ff.) , 52 (628, 8) , 83, 1
(636, 24. 25), a3, 2 (638, 25), S. 693, 1
[z. 223, 6). AdKiMv 8, 1 (29, 26. 27),
19 A 8 (128, 13), 45 A ,269, 18. 37).
•rr6\€|uo^ AaKur.>»K6(; 81 A 1 (607, 8).
Aaxaiva 1 A 1 (6, 10), 19 A 12 (128,
47;, 45 A (269, 37). .
Lakon, Pythagoreer 45 A (269, 22).
Lakrates, Pythagoreer 46 A (268, 39).
Laksitos, Pythagoreer 46 A (268, 38)
Lamiskos V. SamoB (fingiert?) 20 B 11
(149, 11).
— V. Tarent, Archytas' Schüler 35 A 5
(252, 45).
Lampon 46 A 16 (297, 23. 30).
Lampros 39, 3 (266, 23), 79 A 13 582, 26).
Lampsakos 46 A 1 (294, 16. 295, 3) , 3
(295,21), 7 (296,47), 34 * 300,10)
Bew. (Aa|Li4;aKr|V(^(;) 3 A 1 (17, 42),
4, 5 (23, 9) , 46 A 1 ;294, 24. 295, ß,
23 (298,39), 48 326,5-35).
Laomedon 35 a 4 (264, 34), 57 B 4 (453,
25).
Lao8Thenii)as 68 B 20 (497, 17).
Laphaon, Pythag. 45 A (268, 36).
Lapithen 83, 1 (637, 2;.
Larisa, Bew. (Aapiöaioi) 76 A 19 (549,
9.19,, 78 B 2 (577,29).
Laros, V. d. Meletos 20 A 2 (136, 29).
Lasos V. Hermione 8,13 (31, 33 ff.), 11
A 16 (35,40), 67 B 20» (488,12), 73» 1
1519, 16).
Lastheneia, Pythag. 45 A (269,36).
Latiner 21 A 24 (157,20).
Latmos 73 B 26 (515, 36).
I Leanax, Pythag. 46 A 269, 9).
i Lebedos, Bew. (Aeßeöio^i 1 A 1 (5, 11),
I 73» 1 (619,3).
I Leibethea 66 A 1 (469, 5).
Leleger 67 B 20 (487, 31).
Lemnos 4, 8 (24, 11), 67 B 20» (488, 13),
68a B 7 (600, 32). Bew. (Aiimvio(;)
4, 15 (26, 19), 80 Ä 5 (590, 19).
Leodamas 35 A 6 (262, 12).
Leogor AS 81 A 5 (610, 6).
Leokritos, Pythagoreer 45 A (269, 11).
Legkydeb, Pythagoreer 45 A (268, 38).
Leon, Pythagoreer 14 B 1 (103, 21), 45 A
(268,36).
Leo.nteub, Epikureer 56 A 53 (362,10).
— , Pythagoreer 46 A (269, 6).
III. NAMENREGISTER.
785
Leoxtinoi, Bew. (AcovTtvo^) 21 A 1
fl51,10), 2 (1Ö17,, 19 (156,16), 55
A 6 ;;^3,20), 10 303,39, 76 (544 ff.),
77 A4 (563,28;, 7 (664,16), 9 (664,
23), 79 A 4 580, 9), 81 A 1 (607, 25;
Leophantes 73*1 ^519, 2. 14).
LtOPHBON, Pythag. 45 A (268, 32).
Lepetymnos 70 A 1 ;501, 26).
Leptines V. Syrakus, Pythagoreer 45 A
(269, 21).
Lesbos, Bew. (Aeößio«;) 11 A 1 (34,33),
12 A 1 (56, 37), 73a 3 (622; 10).
Leto 68a B 7 501,5. 9), 73 B 10 (514,7).
Letoon 10,3 (33,38), 73=^ 3 (522, 6 Anm. .
Leukimos (= Leukippos) 54 A 37 (349,23).
Leükippos 54 (342—350).
Existenz 54 A 2 ;343, 30). Herk.
54 AI (342,32), 5 343,38), 8 (344,
46). 12 (345,36), 33 (349,9). Lebens-
zeit 54 A 5 (343, 41). Lehrer 54 A 1
(342. 33\ 4 i343,37s 5 ,343,38.40.42),
8 344,47), 10 (345,22), 56 A 1 (450,
17). Schüler 54 A 2 (343,32), 3 (343,
34!, 4 (343,37), 6 (343,44), 8 (345,9), |
55 A 1 (350, 18), 2 (352, 46), 40 (360, !
5), 55 B 300,18 (444, 21), 56 A 1 (460,
17). Nachahmer 65 B 5 (387, 17).
Arzt 55 B 300, 18 (444, 22). Philos.
u. Mathem. 45 B 4 (270, 30), 54 A 33
(349, 10). Schriften von ihm 54 B
(349, 28—350, 6), 55 A 33 (357, 21).
55 B 4»> (387, 6). an ihn 55 B 300.
16. 18 (443, 35. 444, 16).
Lehre: Prinzipien 46 A 52 (304,39],
54 AI ;342,34.39), 5 (343,39), 6—
19(343,44—347,9), 64 B 2 (350,3),
65 A 40 (360, 8), 49 (361, 35), 82 (366,
21). Kosmol. allgem. 2,17 (16,30.
36), 54 A 1 (342, 36. 343, 3), 10 (345;
24), 20-24 ;347, 10-348, 11). epez.
54 A 1 342,37. 343,18), 25—27 (348,
12—18), 64 B 1 (349, 28). Psychol.
64 A 28-34 (348, 19—349, 16).
Physiol. 54 A 35—36 349, 17-31).
Ethik 54 A 37 (349, 22).
Leukonoe, Bew. (Acukovocü^) 29, 9
(230, 29).
Leukothea 11 A 13 .35, 24).
Libyen 55 B 300, 7 (441, 18), 83, 5 (644
16). Bew. (A{ßu(;i 55 A55 (362,23),
151 (381, 3). ievo^ AißuKÖv 80 B 46
(698, 2).
LiKYMNios 74 A 26 (535, 6 m. Anm.), 76
A 4 (546, 17).
LiNDos 27, 6 (228, 12). Bew. (A{v6io<;)
73a 2 (519, 23), 3 (520, 10;.
LiNOS V. Theben 51 A 3 (328,34), 67 A 4
(483, 23). Lehrer d. Orpheus 66 A 1
(469,8). einer der 7 Weisen 73» 1
(619,18. Astronom 12 A 13 (69, 16).
LiPARA 11 A48 (43,42), 19 AI (1^6,26).
Löwe, Nemeischer 46 A 77 (308, 10),
68 B 2 (494, 20).
LoKRis in Italien 36, 1 ^265, 4). Bew.
(AoKpöi;) 13 A 10 (88,43), 32A24
(238,18), 35 A 5 (252,9), 36, 1». 4
(266, 8. 18), 40. 4 (266,38), 46 A (269,
13).
LoxiAS (Apollon) 12 C 5 ^86, 45) , 29, 7
(230, 22), 46 E 3 (292, 47).
LucRKTiL's 21 A 24 (157,19.20), 27
(158, 1), s. ßeg. L
LiTCANiKN, Bew. (AeuKOvöq) 4,12 (25,28),
32 A 4a (234,15), 35* (264, 16 ff.),
45 A (269, 15, 32).
Lydien, Bew. (Auö6«;) 1 Aö (7,27.28),
11 B3 (46,16), 4 (47,3.4), 71 A 2
(504, 23), 83, 2 (639, 17). Auörj xeip
(Kritias) 81 B 6 (615, 15).
LYKABLTT08 70 A 1 (501, 28).
Lykaon 68a B 6 öoo, 8. 14. 23. 24).
Lykaion (Berg) 68* B 6 (500, 22).
Lykeion (Athen) 74 A 1 (626, 22), 77 B 8
(572, 13).
Lykomiüen 66 B 16* 479, 23. 27), 67 A 6
(483, 34), 67 B 20 (488, 4).
Lykon (Lykos), Pythagoreer 13 A 1
(87, 9. 17), 44 (268, 9-24), 46 A
(269, 2;.
Lykophkon, Adressat d. Leonteus 55
A 53 {362, 11).
— , Tyrann v. Pherai 76 A 19 (649, 20
Anm.).
Lykos, Heros 11 B 4 (47, 3).
— , Peripatetiker 54 A 37 (349,22).
29*
786
lil. NAMENREGISTER.
Lykurgos V. Sparta 1 A 1 (6, 23), 79 B 11
(586, 6).
Lyra (Gestirn) 55 B 14, 3 (391, 12).
Lyramnos, Pythag. 45 A (269,29).
Lysandros 67 B 22 (488, 24), 78 A 6
(574,17Anm.), 81 A 1 ,607,7).
Lysudbs, Pythag. 45 A {269, 28).
Lysias 731' 1 (524,17). LebeMzeit 78
A 3 (574, 4 Arnn.), 81 A 16 (612, 2 ff.).
Stil 78 A 3 (674, 1 f.), 81 A 18 (612,
10), 8. Reg. I.
Lysibios, Pythag. 45 A (269, 4).
Ltsippe 73 B 14 (514, 15).
Lysis, Pythagoreer 34 (249—250).
Herk. 34,1 (249,39), 3 (250,11),
45 A (269, 4). Reisen 4, 16 (26, 41),
32A4a (234,14), 34,1 (249,39-250,1),
2 (260,7;, 3 (260,11). Schüler 34,1
,250, 1), 3 (250, 11). Schriften 7, 1
29,5), 8,4 (30,21), 34,2 (250,8), 3
(260, 11), 5 (250, 19). Anekd. 34, 1
(250, 4).
Lysistbatos 67 B 21 (488, 20).
Magier 59 A 2 (454, 37) , 60 B 6 (459,
35 ff.).
Magnes. Komiker 13 A 2 (87, IV), S. 668
[z. 87, 17).
Magnesia (welches?), Bew. {M&yvr\c,]
1 A 1 (6, 21).
— V. Maiandros, Bew. (MayvriTeq) 71
AI (503,19.22. 504,2).
Maiandrios, V. d. Protagoras 74 A 1
(525,14), 2 (527,21).
Makedonien 55 B 14, 7 (391,46), 19 A 8
(128,13), 59 A 6 (466,11.13.18), 60
B 13 (461, 38), 83, 2 (639, 2). löxopfa
MaK€boviKn 12 A 1 (56, 37).
Makrokephalen 80 B 46 (598, 3;.
Malion, Pythag. 45 A (269, 16).
Mamerkos, Mathematiker 4,6^ (23,26).
Mandrolytos 1 A 19 (10, 6).
Marathon 81 B 2 (614, 15).
Margion (= ApoUonia i. Phrygien) 51
A.S (328,36).
Maria 56 B 300, 16 (443, 40. 42).
Markion 21 B 110 (203, 26).
Marsyab 67 B 3 (463, 21).
Massageten 65 A 150» (308, 32), 83, 2
(639, 11).
MA88ALIA 11 A 10 (35, 14).
MaTINUS (Apulien), littis McUinum (Hör.)
36 A 3 (251, 16).
Matriketas, Astronom 70 A 1 (601, 26).
Mausolos 46 A 1 i294, 19).
Medeia 67 B 2 (484, 19).
Meder 1 A 6 (7,27. 28), 11 A 10 (36, 13),
11 B 22 (60, 11), 55 B 300,16 (443,38),
59 A 6 (466, 7), 76 A 1 (644, 29. 32).
Meer s. Megale, Rotes M. , Reg. III
GdAaaaa.
'MegakleideS; Homererkl. 26 B 1 (225,
39).
— y. Athen 74 A 1 (526, 22).
Megakles V. Athen 47 B 1 (325, 26,'.
Megale Thalatta 26 B 1 (225, 36. 38;.
Megaloi Theoi 67 B 20 (488, 1).
Megapenthes 73 B 17 (614, 29).
Megara am Isthmos 21 A 1(163, 22), 32
A 5 (234, 19), 81 B 75 (629, 21 m.
Anm.). Bew. (Mctapeu^) 13 A 2
(87, 15), 68 A 4 (491, 32). M€TapiKo(
(Sekte) 11 A 49 43, 47).
— in Sizilien 13 A 3 (87, 19), 71 A 6
(606,21). Bew. (M€Tapeü(;) Tüöv iv
IiKcXiai 13 AI (87,11), 2 (87,15).
Megasthenes 68 B (493, 25 Anm.).
Megistias, Pythag. 45 A 268,38).
Megisto, Emp. 21 B 123 (209, 20).
Melampus 67 B 7 (485, 11).
Melanippides, Pythag. 46 E 1 (292, 17)
(= MelanippoB v. Kyrene?).
— V. Melos 55 A 10» (353, 44).
Melanippos (= Melanippides?) 45 A
(269, 26).
Melankomas 12 A 3 (57, 5,.
Melanthios (d. Tragiker?) 47 B 1 (325,
25), 76 B 8» (558,14).
Melas 68 B 12 (496, 26;.
Meles 81 BöO (627, 30 Anm.).
Melesagoras (Amelesagoras vgl. fhg
II 21; 76 A 34 (651, 29).
Melesias, Pythag. 45 A (268,36).
Melissos V. Samos 20 (135—149).
Leben: Herk. 11 A 31 (40, 23), 20
A 1-3 (136, 19. 34), 9 (142, 6), 12
III NAMENREGISTER.
787
(142, 23), 46 A (269, 22). Lebentzeit
20 A 1. 2 (135, 27. 29. 32). Lehrer
20 A 1 (136, 19. 20), 9 (142, 7;, 46 A
(269,22), 56 AI (450,17). Schüler
20 A 3 (136, 15), 64 A 5 (343. 42), 56
AI (460,17). Politiker 20 AI— 3
135, 21 ff.), 65 B 157 (413, 14. 16,.
PhüoB. 20 A 3 (135, 34. 136, 16).
Dialektiker 20A 7 (141, 16). Schrift-
steller 18 A 13. 14 (107, 45 f.), 20 A 2
(135. 20), 4 (136, 20), 20 B,(143— 149 .
Apophthegm. 20 B 12 (149, 12).
Lehre : Prinzip 11 A 28 (37, 977'' 21),
30(40,21), 31 (40,23), 18 A 25-27
(109, 20 ff.), 29 (110, 18), 18 B 8 (118,
14), 20 A 1 (135,24), 5—12 (136, 974* 2
-142,25), 20B1— 11 (143,3—149,11).
76 B 1 (552, 7). Theol. 20 A 1 (135,
26), 13 (142, 26. 28). Kosmol. 18
A 36 (111,3.4), 20 A 9 (142,8.10.
Peychol. 11 A 49 (43, 44), 19 A 1
,126, 13. 15), 20 A 14 (142, 30. 32),
20 B 8, 2. 3 (147, 9-148, 9). Werk
über ihn 20 A 5 (136, 26).
Melite (att. Demos) 67 B 9 (486, 3).
— , Insel 11 A 33 (41, 37).
— , Heroine 67 B 9 (486, 4).
Melos, Bew. (MiiXio^), Diagoras 26 A 8
,223, 48), davon Sokrates öl C 1 (340,
26).
Memphis 1 A 11 (8, 47), 56 B 300, 15—
17 (443, 32 ff.).
Men 45 C 3 (279, 39. 40. 280, 42).
Menaichmos 36 A 15 (264, 46. 256, l).
;Mevo(xi*£ioi Tpidöe^) Eratosth. 35
A 15 (254, 39).
Menas, ägypt. König 60 B 10 (461, 14 .
Mendes, Bew. (Mevöi^öio^) 55 B 300. 1.3
(440, 4. 19. 26), 65 (466, 34). j
Mene (= Selene, M. d. MuBaio«) 67 A 2 '
(483, 4), 68 B 2 (494, 22 Anm.). :
Menekrates (welcher?) 12 A 14» 59, 1
30). j
Msnelaos 1 A 1 (6, 9), 4, 8 (24, 27. 33j, i
61 C 2 (341, 12), 66 A 16 (364, 32), j
73 B 17 (614, 27). !
Meneotratos , Astronom 70 B 4 (602,
27). 1
; Menestor, Pythag., Botaniker 22 (219
—220).
t Menon, Pythag. 4, 18 (25,33. 34) (?), 45 A
(268, 34).
] — , Grorgianer, Feldherr,
i Lehrer 76 A 19. 21 (649, 12. 31),
I 76 B 4 (555, 28. 30). Freunde 76
i A 19 (549, 9. 11). FeldheiT 76 A 19
! (549, 20 Anm.).
Lehre: Psychol. 76 B 4 (566,31).
; Ethik 76 B 19 (560, 31). Dialog-
1 person 76 A 19. 21 (549, 6. 31, , 76 B 4
1 (656, 26), 19 (560, 31).
I Meroe 3 A 14 '' (19, 46), 55 A 33 (358, 10),
I 65 B 299» (439, 19).
iMerope 68*67 (500,30).
Meropib (Mepouf^ fr\) Theopomp. =
1 Kimmerien 60 B 1 469, 5).
j Mebofs, Mcpoire^ =■ Kujioi, Orac. 1 A 1
(5,18).
Messana 71 A 6 (506, 22).
Mbssapier 4, 12 (25,29), 35 A 7 ,252, 17),
45 D 6 (285, 15).
Messene i. Sizilien (Meaöava) 21 A 1
(153,20), 45 D 7 (287, 7), 68» B 8
(501,11). Bew. (M€<Tötivio5) 46 D 7
(287, 4), 51 A 3 (328, 36).
— i. Peloponnea 71 A 1 (503, 12. 13).
Bew. (Mcöönvio^) 79 Bl (683,20.23).
— , Gattin d. Polykaon 67 B 20 (487, 31.
488,1).
Metapontion 4,7 (23,37.44.47), 13
(26, 39), 16 (26, 23. 34), 32 A 4» (234,
12), 71 A 6 (506,9. 19j. Bew. (M€TO-
TTovTivo?) 4, 13 (25, 36), 7, 1 (28, 33. 34),
8 (29 ff.), 10,1 (33,26), 3 (33,30). 12
A5 58,7.13;, 26 AI (223,16), 16
(225, 6), 26 B 4 (226, 22), 33, 1 (249, 10),
46 A (268, 34. 269,34), 66 B 20 (481,
11 Anm.).
Metis 66 B 12 (476, 36 m. Anm.), 78 B 1
(512, 26).
Methymna 70 AI (501,26).
Metok v. Akragas, V. d. Emped. 21 A 1
(149,36. 150,4.6. 153,11), 2(163,42),
33 (169, 10).
— V. Faros, Pythagoreer g, 5 (30, 24 f.),
46 A (269,12;.
788
III. NAMENREGISTER.
Meton V.Athen, Astronom 29,9 (230,29),
65 B 14, 1 (390, 30 ff.), 70 A 1 (öOl,
27. 29. 502, 1), 70 B 4 (ö02,27 Anm.).
Metopos, Pythagoreer 45 A (269, 8).
Metrodokos V. Ohio« 57 (450—453).
Leben: Herk. 57 A 1. 2 ;450, 36.
451,2.4.6), 3 (451, 7 ff.). Lehrer
56 A 2 (353,3), 56 A 1. 2 (450, 18.21^
57A 1(460, 34. 451,2), 2 (461,5), 57 B 1
(453, 3. 11). Schüler 55 A 2 353, 3),
66 A 1. 2 (450,18. 20;, 57 A 1. 2 (460,
35. 451, 1 ff.), 6 (451,22). Historiker
67 B 3-6 (463, 20-33). Schriftst.
67 B (453).
Physik: Prinzipien 57 A 2 (461, 4),
3-4 (461, 7-19), 57 B 1 (453, 11).
Küsmoi. allg. 46 A 64 (306, 1; , 67 A
5—8(451,20-33). spez. 2, 18 (15,
41), 11 A 33 (41,31\ 46 A 90 (310,4),
57 A 4 (461, 16. 17), 9-21 (451, 34—
452, 29). Psychol. 56 A 2 (450, 21),
67 A 22-26 (462, 30 ff.), 57 B 1. 2
(463, 3—18).
— V. Lampsakos, Anaxagoreer 48 (326,
5-36).
Herk. 48, 1—3 (326, 7. 11. 13).
Lehrer 48, 2 (326, 11). Schrift über
Homer 48, 1—6 (326, 6—31. 33?).
— V. Lampsakos, Epikureer 65 A vor 35
(368,37), Ö5A63 (362,14).
— d. Isokratiker (ident.?) 67 A 2 (461,5).
— , S. d. Epicharmos 13 A 8 (88, 28).
— , Dichter d. Anthol 56 B 308 (447, 6).
MiDAS 11 B 4 (47, 2).
MiDON 47 A 1. 2 (323, 10. 28).
MiLETOs 1 A 1 (3, 9. 4, 19. 5, 23. 36), 10
!S, 26), 11 (8, 46), 2, 3 (12, 22), 46 A 7
(2%, 4), 81 B 2 (614, 7). Bew. (Mi-
Xi^öio^) 1—3 (3—21), 18 A 2 (106,18).
3 (106,22), 8 (107,19), 20 A 9 (142,7),
27,1 (227,11), 3 (227,46), 4 (228.2.
6. 9), 45 C 6 (281, 19. 24), 46 A 2 (296,
18), 6 (295,44), 7 (296,46), 47 A 1
(323, 9), 2 (323, 28), 64 A 1 (342, 33),
8 (344,47), 12 (346,36), 33 (349,9),
55 A 1 (360, 14), 7 (363, 24), 66 B 14, 1
(390, 27), 60 B 3 (459, 12; 13 (461,41),
66 A 1 (469, 18), 71 A 2 (604, 28),
73» 2 (519. 22, , 3 621, 31 , 79 B 4
(684, 5. 8).
MiLOK, Pythagoreer 4,13 (26,34), 9.1
(32,45), 45 A (268,33. 269,34).
Lehrer 4,16 (26,39), 45 A (268.33.
Gönner 9, 1 (32, 46. 33, 1). Tod
4, 16 (26, 40). Politiker 4, 14 26, 7),
16 (26, 39). Athlet 4, 14 :26, 7. 8),
9,1 (32.46), 55611 (385, lö\
MiLTlADES V. Karthago, Pythag. 45 A
(269, 10), 45 D 7 (287, 10),
- V. Athen 47 B 1 (326, 23).
MiLTON 47 A 9 (324, 44;.
MiMAS 46 A 6 (295, 43).
MiMNOMACHoa, Pythag. 45 A (269.7).
MiNOS 36 A 3 (261, 21), 68 A 1 (490, 10),
68 B 25 (498, 19), 68«^ B 7 (500, 28 .
MiNYEK 1 A 4 (7, 18).
Mneme 12 B126a (79,22, vgl. 8.666),
32 A 13 (236, 23).
Mnemosyne 32 A 13 (236, 24), 66 B 17
(480, 12. 17), 18 (480, 20 Anra.), 67 B
. 15 (487,5).
Mnebagetes 35 A 2 (251,3).
Mnesaqo&as 35 A 1 (260, 24), 2 (251,4).
Mnesarchos 4,2 (22,21), 7 (23,36), 8
(24,5), 19 (27,43), 12 B 129 (80,14),
36 A 2 (261, 3), 46 B 15 (273, 11).
Mnesibulo», Pythag. 46 A (269, 20).
MocHOS, angebl. Philosoph d. Phönikier
55 A 55 (362, 17 ff.).
MoDERATUS. Neupythag., Def. d. Seele
8,11 (31,13).
MoiBA, Piaton 21 B 116 (207,24).
Epitaph Hippons 26 B 2 (526, 17 .
Orph. 66 B 18 (480. 24), 19 (481, 3),
21 (481, 19. 482, 3), 22 (482, 12).
Epimenid. 68 B 19 (497, 11).
MoiBOs S. 701 (z. 269, 21).
MoNiMOS 57 A 25 (452, 40), 59 A 16
(467, 27).
Moses 60 B 13 (461, 36).
P. Mücius SCAEVOLA 21 A 26 (167, 40).
MuNiCHiA 68 A 1 (490,21), 68 B 10 (496,
10), 81 A 12 (611, 16).
MüSAios 67 (482— 488 .
Leben: Herk. 66 A 10 '472,1). 66
B 6 (474, 10) , 67 A 1-4 (482, 22 ff.).
III. NAMENREÖISTBR.
769
6^8 (484,1 ff.), 67 B 11 [486, 11 \ 68
B 2 (494, 22), 76 B 25 (ö61, 32).
Lebenszeit 67 A 1 (482, 24. 483, 1).
Persönl. 67 A 5 (483, 29. 31). Lehrer
66 B 11 (476, 10), 67 A 1 (482, 24\ 7
(484, 7). Verehrer 66 A 14» (473, 1).
Benutzer 67 B 4—7 (484,27— 486, lö),
68 B 20 (497, 17 Anm.) , 79 B 6 (684,
18). Tod 67 A 4 (483, 26). Dichter
65 B 16 393, 18), 67 A 1 (482,' 24), 3»
(483, 20). Sophist 16, 1 (104, 34).
Weiheprieater 15,1 (104,37), 66 All
(472, 6) , 66 B 4. 5 (474, 3 ff.) , 67 A 2
(483,4), 6-8 {484, 2 f.), 67 B 19 (487,
22), 19"— 22 (487,26— 488,29).
Schriften 66 A Ib (470, 15), 66 B 5
(474,9), 15» (478,24. 479,8), 67 A 1
(483, 1), 4. 5 (483, 23. 33), 8 (484, 12;,
67 B (484—488). Theol. 67 A 4
(483,24), 67B14 (486,30.32. 487, li.
Astron. 67 A 8 (485, 16i, 67 B 17
(487, 8), 18 487, 13. 14. 16 . Schrif-
ten über ihn u. Bearbeiter 66 A 13»
(472, 22), 67 A 5 (483,30. 31), 67 B 20«
(488, 110 , 68 B 2 (494, 21). Schrift
an ihn 67 A 7 (484, 7).
Museion in Kroton 4,13 (25,33.38).
MüBBN 11 A 26 (36, 27) , 21 A 29 (158,
21. 24) , 21 B 4 (174, 2) , 6 (175, b),
116 (207, 22 f.), 131 (211,27. 212,1),
46 C 2 (279, 23), 66 B 6 (474,10), 16»
(478, 22. 23), 67 B 15 (487, 4).
Myes, Pythagoreer 46 A (269, 16).
Mtodon 66 A 15 (473, 14).
Myia, Pythagoreerin 46 A (269, 34).
Mykale 46 A 6 (295, 44).
Mykene 73 B 24 (615, 28).
Mykeneus 73 B 24 (516, 30).
Myllias, Pythag. 45 A (269, 30. 32).
Myjjdos, Bew. (Muvftiot;) 1 A 1 4, 33).
Myonides 43 (S. 700 z. 268, 6).
Myraiee 35» 4 (264, 34).
Myrlba 66 A 1 (470, 9 Anm.).
Mykmex 67 B 9 (486, 6).
Myron V. Athen 68 A 4 (491, 21, 29).
Mysien 73 B 34 617, 2). Bew. (Muöö<;^
19 A 9 (128, 21. 24).
Myson 1 A 1 (4, 40), 73» 1. 2 (619, 2 ff.).
Mytilene 62 A 7 (463, 22). Bew.
(MirriXTivoioq, MiTuXiivaio?) 36 A 1
(260,32), 73» 2 (619,22).
Nastas, Pythagoreer 46 A (269, 23).
Naükydes (Var. zu Nausiphanea) 62 A 1
(462, 33).
Naüsiphanes 62 (462-466).
• Leben: Herk. 62 A 3 (463, 4).
Lehrer 57 A 1 ,450, 36), 62 A 1. 2
(462, 32 f.), 3-6 (463, 3 ff.), 7 (463, 17).
Schüler 57 A 1 (460, 36), 62 A 1—9
(462, 33-463, 33. 38). Mathematiker
62 A 7 (463, 18. 21. 26). Rhetor
62 A 7 (463, 19), 9 (463, 35). Schrift
62 A 6 (463, 13), 62 B (463-465).
Lehre: Rhetorik 62 B 1. 2 (464,
1 f.). Stil 62 B 2 (466, 8). Logik
62, 2 (466, 12). Untersch. v. Philos.
-u. Rhet. 62 B 2 (465, 18). Katechese
u. Vortr. 62 B 2 (465, 27). Disposi-
tion 62 B 2 (466, 33). Ethik 62 B 2
(464, 28), 3 (466, 40). Skepsis 62 B 4
(465, 43). Schrift über ihn 62 A 9
(463, 36).
Nausithoos, Pythag. 46 A (269, 29), 46
D7 (287,6).
Nauteles 70 B 4 (502, 27).
Naxos, Bew. (NiiEioq) 76 A 34 (661, 30).
Neaechos, Tyrann v. Elea 19 A 1 (126,
23), 2 (127, 17), 6 (127, 37. 39. 43,i, 8
(128,17.18), 9 (128,21).
— V. Tarent 36 A 9 (263, 10).
Nebuchadnesar 1 A 7 (8, 7. 8).
Neikos, Emp. 14 A3 (101,6), 21 A 1
(163, 32), 28 ff (168, 5 ff), 26 A 6 (221,
29).
Neileos (NciXcux; = NrjX€U(;) 1 A 1 (3,
10. 4, 28).
Neilos 1 A 1 (6,13), 16 (9,34.35), 29,11
(231,3), 46 A 42 (301,38), 91 (310,10.
13. 17) , 51 A 18 (330, 33. 34. 331, 2),
65 A 99 (368, 21. 31), 77 B 6 (671, 36)»
Nemea 68 B 2 (494, 22 Anm.). S. Löwe.
Nemertes, Emp. 21 B 122 (209. 12,.
Neochabi.s 60 B 10 (461, 14).
Neokles 81 B 45 (627, 1).
Neokritos, Pythag. 46 A (269, 29).
790
III. NAMENREGISTER.
Neoptolemos, S. d. AchUleus 73B34
(öl7, 7), 79 A 2 (679, 17 , 9 (681, 14).
- V. Parion 78 A 8 (674, 27).
Nekitos (Eponym) 73 B 36 (517, 18. 24).
Newton (Berg) 73 B 36 (517, 24)!
NE98AS (NegsoB) 66 (460,14-81).
Nestis, Emp. 21 A 1 (163.33), 33 (159,
14. 28, 27. 30), 21 B 6 (176, 10), 96
(199, 18).
Nestor 76 B 14 {Ö&O, 10. 13), 79 A 2 (679,
17), 9 (681, 14—16), 10 (681, 23).
NlKAlA, Bew. (NiKueu«;) 25 A 1 i220, 34).
NiKANDROS, Theriaka, metrische Prosa
18 Alö (108,5.
NiKANOR V. Kypern 26 A 8 (228, 13).
Nike, Partbeuos 32 B 20 (247, 2), Nikai
ürph 66 B 21 (481, 18).
NiKERATOs V. Athen 68 A 1 (489, 17).
— V. Heraklea 78 A 5 (574, 17 m. Anm.,
19),
NiKiAS V. Elea (Orphiker) 66 A 1 (470, 1).
— , S. d. Nikeratoa 68 A 1 (489, 17), 74
AU (530,3).
NiKOKLES 8, 12 (31, 26).
NiKOKEBON 59 A 1 (454, 11. 14. 19. 22).
NikoläYdas 15,2 (105,8).
NiKOMACHOs, V. d. Aristoteleh 21 A 66
(163. 29).
— S. d. Ari»toteie8 80 A 4 (590, 12).
NiKOMEDES, Erkl. d. Heraklit 12 A 1
(56, 19).
— , Mathematiker 79 B 21 (686, 12. 16).
NiKOSTRATOs , S. d. Menelaos 73 B 17
(514, 28).
NiNON 8,6 (30,32).
Niobe 73 B U (514,8».
NisA 66 AI» (470,14). 'iimoc, Niffalo^
60 A 1« (470, 13).
NlSAiA (b. Megara) 68 A 4 (491, 32).
NiSTHBADUsA (?), Pytbeg. 45 A (969, 36).
NoTOS 73 B 30 (516,15.17).
Nüs (Noöq), Bein. d. Anaxag. 4« A 1 (293, j
20.23), 2 (296,18), 15 (297,18), 24
,298, 42).
Nymphen 68 A 1 (490, 28 29). N. Ka- 1
gipibe«; Akus. 73B40 (518,1. Anm., 2). |
NttiIPHodokos, Ingeoieur 36 B (263, 26). ,
Nyx, Parm. 18 B 1 (113, 87, 114, 16. 17).
Orph. 66 A 12 (472, 8), 66 B 9 (476,
16, 19), 12 (476, Uff.), vgl. S. 476, 36
Anm.). Musaios 67 B 14 (486, 27.
31 ff.). Epimen. 68 B 5 (496, 14. 18).
Akusil. 73 B 1 (612, 25), 3 (613, 11).
Odysseüs 56 A 16 (354, 32), 76 B 14 (660,
11. 14), 79 A 10 (681, 23).
Ogenos 8. Okeanüs.
Ogyos 73 B 20 (616, 4. 7).
OiAGRos 66 A 1 (469, 6), 14 (472, 24), 66
B 15 (478, 16), 16* (478, 22).
OiDiPUs 68 B 15 (496, 34).
OiNOMAOS 68 ß 17 (497, 1).
OmopiPES V. Chios 29 (229— 231 .
Leben : Herk. 29, 1 (299, 36), 6 (230,
8), 7 (230, 16 ff.). Lebenszeit 29,1
(229, 36), la (229, 381, 3 (230, 4).
Lehrer 29, 7 (280, 14. 19). Schüler
29, 12 (231, 8. 9). Mathematiker 29,
1 (229,36), 2 (230,1), 9 (230,27), 65
A 1 (350, 40). Schrift 29, 1 (230,
27). Apophthegm. 29,4 (230,6).
Lehre: Prinzipien 29, 5 (230, 8).
Theol. 29,6 (230,9). Astron. 29,
7—14 (230, 11—231, 20).
OiNOPiON 68» B 7 (500, 80. 31. 501. 2),
81 B 2 (614, 7).
Okbane 60 B 7 (460, 35).
0KEAN08, Hom. 1 A12 (9,11), 26 B 1
(225, 33 ff.), 57 A 24 (462, 36), 66 B 2
(473, 28), 12 (476. 16 ff.), 68 B 5 (496,
18). Demokr. 56 A 33 (368, 11), 66
B 299« (439, 20). Orph. 66 A 12
(472, 16), 66 B 2 (473, 31), 8 (475,10),
9 (475, 19), 10 (476, 22), 12 (476, 16ff.),
15» (478, 82), 16 480, 1). Musaios
67 B 10 (486, 8), 18 (487, 16). Epi-
man. 68 B 5 (495, 19), 6 (495, 23), 7
(495, 26), 18 (497, 5). Pherek 71 B
2 (507, 27). rßTTlv(S<;) 71 B 2 (608,
9. 10). Akusil. 73 B 18 (614, 30},
21 (615.15), 33 (516,32).
Okkeanide, Orph. 60B16 (479,39).
plur. Hippiaa 79 B 8 (584, 26).
Okkelos {Ekellos, Okelos, Okellos) 35»
(264,16^-43).
111. NAMENREGISTER.
791
Leben: Herk. 3&», 1—4 i,264, 16ff.),
7 (264, 43). lichrer 30», 1-3 i264,
16 ff.. Schuler 36, 8 t26ö, 15). ße-
nutaer 35^.6 (264,38). ai^. Schrift
36», 3—7 (264, 23. 29. 31. 37. 40-43).
Lehre: Kosmol. 35», 3 (264, 2ö).
Peychol. 86 ^ 5 264,36). PhyBiol.
36a, 2 (264,19;.
Okkilos (EkkeloB), Br. des Okkelos 36^,
1 '264, 16), 46 A (269, 16. 32).
Ölen 66 A 16 (479, 36).
Olenos, Stadt in Achaia ('ßXevCri ail)
Arat 68 B 21 (497, 21), S. 497, 3 Anm.
Oloros 47 B 1 (326, 24 1.
Olympia 11 B 2 (46, 16), 16 (106,18), 36
A 6 (262, 6), 40 A 1 (294, 15), 71 A 1
;ö03, 11), 76 A 7 (646, 29), 8* (668.14,
79 A 2 (579, 25), 12 (682, »), 79 B 1
(683,21), 83,3 (642, 1). muMTriaZe
79 A 8 (681, 2). 'OXu|nTi{aaiv 15, 2
(105,6), 21 AI (162,8), 12 (166,1),
76 ß 8 (668, 11), 79 A 8 (581, 7).
[iv] 'OXunTtiaöi 21 A 1 (161, 31).
Olympische Spiele : orav xä 'OXiiuma
fji 79 A 8 (681, 3). 'OXu|aina vikov
4,14 ,26,9), 21 All (154,46). ev
'OXuMTrioic 29, 9 (230, 27). ad Olym-
pia proficisci Oic. 80 B 80 (604, 6).
'OAujairiKÖc; öTeqpavo«; 4,14 (26,11),
16, 2 (105, 8). Polemik gegen d. OL
Spiele Xenoph. 11 B 2 (45, 14 ff.):
HC 2.
Olympos, Emp. 21 B 44 (188, 11). Eur.
46 A 20» (298, 20). ApoUon. Rh.
66 B 16 (479, 39), s. Reg. III.
Olynthier 72, 1 (611, 2).
Omphaie 21 B 128 i209, 21).
Onatos, Pythag. 46 A (268, 32j.
Oneiros, Hom. 73 B 6 (613, 16). '0-
veipujv yi\ooc, Lucian. 80 A 7 (690, 33).
ONOMAKRrrOS.
Leben: Herk. 66 ß 11 (476, 8), 67
B 20» (488, 9). Lebenszeit 66 B 11
(476, 8). Schick». 67 ß 20» (488,
8 ff.). Wahrsager 67 B 20« (488. 9).
Fälscher 67 B 20* (488, 12'. Schrif-
ten 66 A 1 (469, 9 Anm., 14. 16), 1«»
(470,16), 66B11 (476,1.7), 67 A 6
(483, 32), 67 B 20* (488, 9), 68 B (493,
26 Anm.). S. 669 it. 49, 24).
Lehre: Prinzipien 66 A 1 (469,9
Anm.). Askese S. 492, 27 Anm.
OraiON, Orph. 66 B 16 (479, 38).
Ophioneus, Pherek. 77 A 11 (607,13),
71 B 4 (609, 6).
Ophioniden (8. Ophioneas) 71B4 (609,7).
Ops (Ennius) 13 B 62 (97, 17).
0P8IM08, Pythag. 34 (249—260).
Optjntifr 45 B 36 (277, 47).
Orciiomenos 68 A 1 (490, 31). Mivuai
'OpxoM€vioi 1 A 4 (7, 18).
Orcüs (Horat.) 35 A 3 (261, 22).
Oreithyia 73 B 36 (517, 10,.
Oresandros, Pythag. 45 A (269, 16).
Orestadas, Pythag. 10, 2 (33, 28), 45 A
,268, 35).
Orestes 66 B 22 (394, 19), 88, 3 (642, 4).
Orion, Sternbild 66 B 14, 3 (391,29),
68» B 7 (600, 27), 8 (601, 16).
Ormenos 73 B 41 (618, 6).
Oroites 9, 1 (32, 19), S. 656 (zu 32, 42).
Orpheotelestbn 66 A 16 (473, 22).
Oro8 (?) V. Mendes 66 (466, 33).
Orpheus 66 (469—482).
Existenz 5 (28,12), 66 B 11 (476,
3). Herk. 66 A 1 (469, 5), 4 (471, 2),
10 (471, 32), 14 472, 24), 66 B 6 (474,
10), 8 (476, 7), 11 (476, 4), 16 (478,
16), 16a (478, 22), 67 A 7 (484, 6), 76
B 25 (661, 31). Persönl. 66 A 2 (470,
19). Lebensz. 66 A 1 (469, 8. 9), 6
(471, 6. 7), 66 B 11 (476, 6) , 68 A 6
(492, 24 Anm.). Lehrer 66 A 1 (469,
8), 16 (478, 18). Schüler 25 B 2
(222, 6. T , 66 B 11 (476, 10) , 67 A 1
(482, 24), 7 (484, 7). Verehrer 13
A 6 (88, 5, 66 A 14» (472, 30).
Gegner 66 A 14»» (473,3). Benutzer
7» B 6 (584, 18). Sänger 1 B 1 (11,
8), 5 (28, 12), 55 B 16 i393, 18), 66 A
3. 4 (470, 20—471, 4), 6—9 (471, 10—
29). 12* (472 Anm.), 14 (472,24), 16
(473, 17) 66 B 6» (474, 31). Weihe-
priester 16, 1 104,37), 21 B 141 (214,
28), 66 A 10—11 (471, 31-472, 6), 16
(473, 19), 66 B 4-5 (474, 3-14), 9. 10
792
III. NAMENREGISTER.
(476, 15. 21), 13 477, 23), 14 (478, 12),
15-15^ (478,21-479,28), 17-21),
480, 7-482, 7), 67 A 8 (484, ö. 11), 68
A 6»- (493, 8), 71 B 1 (Ö07. 20 Anm.).
Phüosoph IBl (111,8). Sophiat
15, 1. (104, 84). einer d. 7 Weiseu
73», 1 (619, 18). Schriften 66 A 1
(469,9.10.11), 1» (470,13), 1» (470,
' 16), 66 B 1—22 (473-482), 67 A 7
(484,7), 67B14 (486,32), 19a (487.
27), 71 A 2 (606, 3). Stü 66 B 22
(482, 9). Theogonie 18 A 20 (108,
26), 66 A 12 (472, 8;, 66 B 1—2 (473,
24-32), 6 (474, 19. 28), 8-10 (475,
5—27), 12 (476, 11. 27), 13 (477, 3. 28),
14 (478, 11), 16 (479, 31. 38). Kos-
mol. 66 B 16 (479, 34). PBychol. 66
B 3 (473, 36), 11 (475, 33). Physiol.
66 B 10» (476, 30). Bearbeiter 6
(28, 14), 66 A 13* (472, 22), 66 B 11
(476,1), 16» (478,24), 22 (482,8).
Orpheus v. Kamarina 66 A 1 (470, 11).
— V. Kreton 66 A 1 (470. 8).
Orphiker (8. Orpheotelesten) , Weihe-
priester 66 A 16 (473, 21). Schrif-
ten 71 B 7 (509, 34). Mysterien 4,
1 (22, 16), 21 B 141 (214, 28). 66 B
15—16» (478, 16-28), 17-21 (480,
7—482, 7).
Orthomenes, V. d. Xenophanes 11 A 1
(34,4), 33 (41,22), 36 (42,22).
— , V. d. Ion V. Chios 25 A 1 (220, 30),
3 (221, 17).
OsiRis 11 A 13 (36, 27), 60 B 6 (460, 1 ,
7 (460, 16. 461, 1), 71 B 4 (609, 4).
OsTANES d, ältere, persischer Magier.
Lebenszeit 55 B 300, 13 (442,35).
16 (443, 38). Magier 56 B 300, 12
(442, 28. 30), 18 (444, 10). Schüler
56 B 300, 13 (442, 36. 39), 300, 16 (443,
32), 300,16 (443,38.40.42), 300,17
(444,1.4), Schrift 56 B 300, 13 (442,
34), 300, 13» (443, 20). Magie 56 B
300, 13» (443, 7). Bearbeiter 66 B
300,12 (442,23.28).
— d. jüngere. Lebenszeit 55 B 300, 13
(443, 4). Reisen 55 ß 300, 13 ,443, 6).
OsTEODES (Insel) S. 703 (zu 287,9).
j Paion (Heilgott) 46 D 8 (289, 7).
I Palamaon 67 B 12 (486, 20. 21).
I Palamedes 13 A 6b (88, 20), 19 A 1 (126,
20), 13 (129, 14)), 76 B 10» (668, 26),
14 (669, 29. 660, 12).
Pallas, Gigant 68 B 6 (496, 23).
Pamm£ne8, Alchemist 55 B 300, 16 (443,
41.43).
Pamphilos, Platoniker 62 A 4—6 (463,
6. 7. 14).
— , Glossograph 78 A 14 (575, 34).
Pamphos, h. Sänger 66 B 15» (479, 25).
Pamphylos, einer d. 7 Weisen 73» 1 (519,
8).
Pan 66B13 (477,22), 68 B 16 (496.
36. 37), '24 (498, 10 Anm.). Pani-
scher Schrecken (tö T7aviK6v) 68 B
24 (498, 13).
Panathenaia 18 A 5 (106, .38), 19 A 11
(128, 31), 71 B 5 (509, 22).
PandioxN 67 A 8 (484, 13).
Panionion 73» 1 (518, 19).
Pantheia V. Akragas 21 A 1 (152, 30,.
— -, M. d. Eumaios 55 B 24 (395, 3 .
Panthoide (= Euphorbus = Pythago-
ras) Horat. 36 A 3 (251, 22).
Paralos, S. d. Perikles 28,1 (228, 18),
74 A 11 (530, 11 , 74 B 9 (539, 18).
Parapanisos (Fluß) 60 B 2 (459, 8).
Paktion, Pythag. 46 A (269, 6).
Paris 48,3 (326,18) (s. Alexandros).
Parmenides V. Elea 18 (106—126).
Leben: Herk. 11 A »1 (40,24). 18
A 1 a06, 26), 2 (106, 17), 4 (106, 25.
29. 32), 6 (107,4), 7 (107, 10), 12 (107,
39), 22 (108, 41), 33 (110, 31), 61 (112,
38), 18 B 10 (122, 16 ff), 21 A 19
(156, 20). Lebenszeit 18 A 1 (106,
10), 6 (106,33.37.39.46.47., 11 (107,
30. 31. 34). Persönl. 18 A 1 (105,
81). 6 (106, 33. 40). Reisen 18 A 4
(106, 28), 6 (106, 38). Lehrer 11 A
30 (40, 16), 31 (40, 27), 18 A 1 (106,
26. 28. 29), 2 (106, 17), 4 (106, 24. 30.
32), 6 (107, 6), 7 (107, 10. 16), 12 (107,
39), 22 (108, 41), 44 (111, 46\ 18 B 1
(113, 26), 21 A 19 (166, 20), 45 A (268,
40), 64 A 4 (343, 36), S. 666 (zu 79,
III. NAMENREGISTER.
793
20). Schüler 3 A 2 (18, 1), 11 A ö
(34. 41), 18 A 2 (106, 19), 3 (106, 23),
4 (106, 28), 5 (106, 42. 107, 1. 4. 5\ 8
107,13), 9 (107,24), 10 (107,26). 19
A 2 (127, 14), 4 (127, 26), 7 (128, 7),
10 (128, 27). 15 {129, 28. 34), 21 (130,
24. 29), 23 (131, 5), 20 A 1 (135. J9\
9 (142. 7), 21 A 1 150, 31. 42), 2 (153,
44), 52, 3 (342, 8), 64 A 4 (343,
371, 56 A 1 1450, 17). Geliebter
18 A 5 (106, 48). Gegner 18 B 6
(117, 17 , 19 A 12 (129, 5), 21 (130, 29 .
23 .131, 6;, 21 B 4 il74, 10;. Poli-
tiker 18 A 1 (106, 13), 12 (107, 40. 41),
55 B 157 (413, m. Dichter 1 B 1
(11,8), IIA 25 (36,16, 26 (36,19.
26;, 18 A 1 106,3), 9 (107,25), 13—
21 107, 45—108, 37), 48 (112, 29), 18
B 7 (117, 24). Philosoph 11 A 26
(36, 20. 27), 18 A 2 (106, 17), 4 (106.
24, 5 106,36), 11 (107,30.33), 40
(111, 28), 19 A 4 (127, 31). Dialek-
tiker 19 A 10 (128, 27), 20 A 7 (141,
16). Gedicht 14 A 2 (100, 28), 18
A 2 (106, 20), 13. 14 (107, 45—108, 3),
30 (110,22), 18 B 1-19 (113-125).
Apophthegm. 19 A 7 (128, 8).
Schriften über ihn 18 A 1 (106,9,
vor 22 (108. 39), 30 (110, 22), 19 A 4
(127, 29).
Lehre: 'AXiiGeia (Ontologie; 11 A
28 (39, 978» 8), 31 (40,25), ISA 6
88, 2), 18 A 7 (107, 11), 8 (107, 21),
22—24 (108,41—109,10), 26-29 (109,
18-110,19), 49 (112, 31), 18 B 3-8
116, 11—121, 10), 19 A 12 129. 6), 16
(129,34), 21 (130,29.36.38), 23 (131,
5), 20 A 5 (139, 976* 6), 20 B 6 (144,
21. 25), 65 A 1 (351, 48), 76 B 1 (652,
7). Theol. 18 A 30-33 (110. 20—
32), 37 (111, 10. 16), 18 B 12 (123, 20),
13 (123, 24). Erkenntnistheor. 18
A 1 (106, 1), 34 (110, 33. 40), 18 B 1
113: 25), 2 116, 1), 19 (125, 5).
AöEa: Prinzipien 18 AI (106,33.
36), 7 (107, 14, 23 (109, 4), 24 (109,
12.16), 34 (110,43,, 36 (110,45.46.
111, 1)„ 37 (111, 20), 18 B 8. 9 (118,
29.32.34. 121,10-122,12), 13 (123.
24), 21B27 (183,17), 25 A 6 (221,
31), 65 A 42 (360. 26), 73 B 2 (513, 6).
Kosmolog. 18A23 (109,6), 36 111,
3). Bpez^ 3 A 13 (19, 34), 18 A 1
a05,32;, 3fr-44 (111,5-112.2), 18
B 10-15 (122, 13—124, 10), 20 (125,
19). Psychol. 11 A 49 (43, 44), 18
A 1 (106, 36. 106, 4. 8. 11. 14), 22 (108,
46), 46-49 (112, 3-32), 18 B 1 (113,
43), 16 (124,11), 19 AI (127,2).
Physiol. 14 A 13 102, 39), 18 A 1
(105,34), 50—54 (112,33—113,22),
18 B 10 (122,18), 12 (123, 14), 17—18
(124, 16-125, 4).
Parmenides. d. Redner 18 A 1 (106, 16).
Parmiskos (Panneni>ko8). Pythagoreer
10 (33).
Farmeniskos, Grammatiker 70 B 1 (602,
12).
Paron, Pythagoreer 16 (105).
Paros 11 A 33 (41, 36), 45 D 7 (286, 48),
81B44 (626,23). Bew. (n&pio<;)
4,6(23,8), 45 A (269,11), 45 D 7(286,
46), 74 A 26 (534, 26).
Parion, Bew. (TTapiav6^) 78 A 8 (574,27).
Patrai 51 C 4 (341,26).
Patroklos 66 A 4 (470, 24).
PAU8ANIA8 V. Akragas, Freund d. Em*
pedokles, Herk. 21 B 1 (173, 9), 166
(218,4.5). Pewönlichk. 21 AI (163,
1). Lehrer 21 A 1 (161, 20. 162,
20. 27. 28. 163, 1), 15 (166, 34), 21 B 3
(174, 4). Schiüer 21 A 3 (164, 23).
Arzt 21 A 3 (154, 22), 21 B 156 (218,
4.6.6). Anekd. 21 A 16 (166,27),
Adressat des Emp. Gedichtes 21 A 1
(161,22.23), 21B1— 111 (173,6-204,
20). Dialogpers. 21 A 1 (161, 20.
162, 20. 27. 36. 153, 1).
~ , Herakliteer 12 A 1 (56, 19).
— , Tragiker a. Athen b. Plato 76 C 1
(562, 18), 77 A 2 (563, 17).
Peiraieus 27,1 (227,12) 3 (227,44) 4
(228, 2 ff.), 6 (228, 11), 81 A 12 (611,
15).
Peiras, Gigant 68 B 6 (496, 24).
Pkben 73 B 12 (614, 12 .
794
III. NAMENREGISTEß.
Peirithoos, V. d. Alkmaion 14 A 1 (100,
23;, 2(100,27), 14 Bl (103,22).
— , S. d. Ixion 81 B 16 (617, 13 Anm.,
16), 20 (619, 19).
PEigANDBOS 73 B 26 (öl6, 3).
Peisianax V. Akragas (oder Syrakus) 21 A
1 (152,19.48).
Peisikrates, Pythagoreer 45 A f269, 5 .
Peisistratiden 66B11 (476,9), 67620»
(488, 8).
Peisistratos 66 A 1 (469, 19 Anm. 470, 8 ,
67 B 20» (488, 11) , 68 B 20 497, 17
Anm.).
Peitho 18B 4 (116, 22), 21 B 116 (207, 26,.
Pelasgos 73 B 11 (514, 10).
Pelasger 73 B 11 (514, 11).
Peleus 76B17 (560,27)
Peloponnesos 21 AI (152, 12.46. 153,4),
35 A 5(252,5), 46 AI (293,39), 42
(301, 46) , 72 i307, 20) , 73 B 11 (514,
10). cv'Axatai'n^iTTeXonoivvriaaKfit
4,16 (27, 1 «= 249, 40). Peloponne-
sischer Krieg (6 TTeXo-rrowriOiaKo^
Ti6\£no<; 29,1» (229,38), (TaTTeXoTrov-
vnöiaKct) 27,6 (228, 10), vgl. 18 A 11
(107,34), 46A17 (297,32), 55 B 300. 13
(443, 3), 78 B 3 (578. 4).
Pelops 1 A 1 (5, 8), 36 A 3 (251, 19).
Pelobis, sicüisches Kap 68 B 8 (501,16).
Penia, M. d. Eumaios 65 B 24 (395,3).
Perge, Bew. (nepYotoc;) 32 A 6 (234, 25).
Pergamon, Bew. {T\e(ifanr\v6c,] 55 A 1
(352, 42).
Periandros V. Korinth.
Herk. 11 A 27 (36, 31), 73» 3 623,
14). u. d. 7 Weisen 1 A 1 (4,89.
5. 3), 68 A4 (492, 1), 68B1 (493,31),
73» 1 (619, 4. 9. 13. 18). als Dichter
IIA 27 (36,31), Apophthegm. 73» 3
(523. 14). Dialogpers. 68 A 6 (492,
35).
Perikleidas V. Sparta 81 B 52 (628, 4
Anm.).
Pebikles V. Athen,
Fam. : 74 All (530, 11), 74 B 9 (639,
12). Persönl. 19 A 17 (129, 44), 46
A 13 (296,46). I^ehrer 19 A 4 (127,
30), 17 (129, 44), 20 A 3 (136, 18), 46
AI (294,32.42.44. 296,12), 3 (296,
21), 15 (297,10.13.15), 17 (297,36.37).
18 (297,46), 19 (298,7), 32 (299,36),
74 A 10 (529, 29), 11 (630, 11), 74 B 9
(539, 18), 76 A 1 (644, 16), 2 (545, 10).
I Gegner 46 A 1 (294, 34), 16 (297, 24.
i 30), 17 (297,33.36). Politiker u.
i Feldherr 19 A 4 (127, 23. 27), 20 A 2
i (135, 30) , 3 (135, 33. 39. 136, 5. 9. 13.
i 16), 16(297,31). Redner 46 A 15 (297,
i 6. 12), 19 (298, 7), 74 B 9 (539, 16), 81
A 17 (612, 3. 6). Philosoph 46 A 15
I (297, 7. 9. 11). Anekdoten 46 A 16
I (297, 22), 32 (299, 32), 74 B 9 (539, 16).
Periktione 81 A 2 (608, 16. 19;.
PERILAOS 71 A 1 (503, 12), 6 (506, 23;.
! Perinthos, Bew. (nepfvOio^) 66A1 (470.2).
! Peripatetiker 32 B 14 (245, 9), 45 B 21
j (274, 9) , 54 A 37 (349, 22) , 65 A 138
I (379, 23) , 55 B 15 (393, 12) , 66 B 12
! (476,11;, 72, 1» (511, 9), 80 A 4 (590, 9).
JPero 73B18 (514,31).
i Persaios, Stoiker (Theologie) 77B5 571.
I 13ff.).
Persephone 12 A 1 (56, 28), 59 A 1 (454,
I 25), 81 B 16 '617, 16). Paxmen. (?)
I 18 B 20 (125, 12. 14). Emped. (?)
21 B 166 (218, 7). Pythagoreer 45
C 2 (279,24). Orph. 66 A 4 (471,1),
66 B 12 (476, 36 Anm.) , 16 (478, 20;,
15a (478,31.479,1.18), 18 (480,20
Anm,). (Aeoiroiva) Orph. 66 B 18
(480,28). (Ocpoecpövem) Orph. 66
B 19 (481, 5), 20 (481, 13). Myste-
rien 18 B 20 (125,12). S. Proserpina.
Perseus 67 B 16 (487, 7).
Persiek (n€pö{<;) 65 A 1 (350, 26), 56 B
299 (439, 18), 300, 6 (440, 42), S. 659 (z.
61, 3). nepöiKTi ■{6Za 69 A 12 (457,
13), (uaföeuöi^ 74 A 2 (627,26), [ISi-
vai) 79 A 12 (682, 17), (<TToXn) S. 666
(z. 32, 42). TTcpoiKa Ged. d. Emped.
21 A 1 (161, 4) , Werk d. Zoroaster
B 300, 13» (443, 19). ncpffiKoi ßißXoi
Ö5B 300, 18 (444, 18). Bew. (ncponO
3 A 2 (18,3), 9,2 33, 7), 12 A3 (67,7),
3 b (57.15), 56 A 2 (352,48), 9 (353,
36, 55B118 (407,9), 300,4 (440,36),
HI. NAMENREGISTER.
795
300, 13 (442, 36}, 300, 16 (443, 39), 59
A 6 (4Ö6, 7), 60 A 2 ;458,26), 60 B 13
(461, 37), 68 A 5 (492, 19), 74 A 2 (627,
20.24), 76A1 (644,29), 76Böa(ö67,l),
78B4 (578,10), 81B31 (622,26 Anm.,
62.3,3), 83, 1 (636,26). 2 (639, 16), 6
<646, 15), S. 656 (z. 32, 42). Perser-
kriege (Tä T^epaiK& 13 A 1 (87, 11),
68 A 5 f492, 17) , (ra Mnömd) 27, 4
(228, 8;, Epochenjahr (= 480) 76 A 6
(646,26), S.668>.87,17).
Persinos V. Milet, Orphiker, Schrift 66
A 1 (469, 18).
Petasios, Afchemiat 47 B 2 (326, 38).
Petron V. Aigina, Arzt 32 A 28 (239,
20).
— V. Himera, Kosmologie 6 (28, 21 ff.).
Peuketie» 4, 12 (26, 29).
Phaeinos V. Atheu, Astronom, Herk. 70
AI (601, 27 ff,).
Phaethon, Pythag. Erklärang 29,10
(230,39), 46B37«' (278,44).
Phaiakis {= Oasis) 66 A 13* (472, 23).
Phaiaken, Abst. n. Akusil. 73 B 28 (616,
6 ff., vgl. Anm.).
Phaidon, Pythag. 45 A (269, 16).
Phaidros, Arzt (Embryologie) 21 A 79
(166, 30).
— bei Piaton 74 A 26 (534, 19), 76 B 14
(660, 8).
Phainekles, Pythagoreer 46 A (269,11).
Phaio (Hyade) Arat 68* B 6 (600,0).
Phaistios, V. d. Epimenid. (?) 68 AI
(489, 4 m. Anm.).
Phaistos (Stadt) 68 A 3 (491, 20) Bew.
(iDafartoc 68 A 4 (491,36), 68 B 11
(496, 18).
— , angebl. Vat. d. Epimenid. 68 A 2
(491,6).
PhAiSTLE 68» B 6 (500, 4).
Phalaris 19 A 8 (128. 18).
Phaleas V. Chalkedon 27, 1 (227, 4).
Phaleron 67 A 4 (483, 25), tö «DaXripi-
k6v ou6a^ 67 A4 (483,27). Bew.
(<t>oXnp€u^) 1 A 1 (3,8), 11 A 1 (34, 28\
12 A 1 (56, 16), 46 A 1 (293, 36), 46
A 1 (294,41), 61 A 1 (328,22;, 56 A 1
(361,5), 73a 3 (520,8).
Phanes (<l><ivii(;, M<Vf K. 'HpiKcnaloc;! Orph.
66 B 12 (476, 35. 36 Anm. 477, 1).
Phanos, Pythagoreer 45 E 1 (292, 18).
Phanton, Pythagoreer 40 (266, 26-29).
Phaow, Pythagoreer 46 E 1 i292, 17).
Pkarsalos , Bew. (0ap<JdXto<;) 74 A 10
(629, 28).
Pheidus V. Athen 28 A 1 (228, 16), 46
A J7 (287, 37), 74 A 8 629, 17).
Pheidippidbs (Aristoph.) 51 Cl (340,25,.
Pheidon V. Argo3 11 B 4 (47, 1).
Phbidostratos V. Athen 79 A 9 (581,19).
Phemonoe, ang. Erfinderin des fvöiOi
oauTÖv 1 A 1 (6, 38).
Pherektdes V. Syros 71 (503—610,.
Leben: Herk. 71 A 1 503,4), 2
(504,22), 3 (506,12), 6 ^606,16;, 10
(507, 9). Lebenszeit 71 A 1. 2 (604,
20. 23. 605, 3. 6) , 3 (605, 12) , 5 (505,
26). Reisen 46 A 10 (296, 11).
Lehrer 1 A 11 (8,41i, 46 A 10 (296,
11), 71 A 1 (603, 5), 2 (604, 26;, 71 B
2 (508,3), 4 (609,6). Schüler 4,7
(23,36), 16 (26,22), 26 B 4 (222,25),
71 A 1. 2 (504, 6. 7. 14. 25), 4 tö06, 13).
Verehrer 25 B 4 ('222, 21). Gegner
71 A 2 (504, 30). Tod 25 B 4 (222.
21), 71 AI ^503, 19, 2 (604,30), 4
(505, 21). Wundertäter 4, 7 (23, 34.
36), 71 AI (603,7), 6 (506,7).
Philosoph 1 A 11 (8, 40;, 25 B 4 (222,
24), 46 A lö (296, 11), 71 A 1 (604, 14),
5 (605, 25. 506, 2), 71 B 2 (508, 2), 73»
I (519, 16). Schriftst. 1 A 11 (8, 41 ),
71 A 1 (603, 6. 604, 17), 2 (504, 27. 604,
32), 11 (607, 11 j. Dialekt 41 B 9— 12
(610,5-14).
Lehre: Theogonie 71 A 7— 12(606,
25-507,16), 71 B 1-5 (507,19—
609,24;. angebl. Zahlenlehre 71 B
14 (610, 20). Küsmol. 71 B 6 (509
28). P8ychol.71A2 (504,29), 5(505,
24. 34), 6 (609, 25).
— V. Lero8 (Athen) (ö iaTopiofP^iipoc;)
II A 9 (36, 9) , 71 A 2 (605, 1 Anm.),
3 (506, 12]. Leben 71 A 2 (505,3),
S. Anm. z. 510, 10. 16.
Pheres 73 B 41 (6l8, 6).
796
III. NAMENREGISTER.
Philaretos, Adressat d. [Demokr.] 55
B 300, 18 (444, 33).
Phiua («DiXi'n), Emp. 14 A 13 (101,6),
21 A 1 (153, 31), 28 ff. (158, ö ff.), 21
B18 (179,14), 25 A 6 (221,30,, s.
PlIILOTES, GTeTHOSYNE, APHRODITE.
Philippos v. Opus, Kalender 55 B 14, 1
390,31), 14,4 (391,33), s. Reg. I.
Philistion, Arzt 21 A 3 (154, 22).
Philochgros, Traumdeuter 13 B 55
(98, 9. 12), 8. Reg. I.
Philouamos, Pythag. 45 A (269, 13).
Philoktetes 78 A 5 (574, 17j.
Philolaos, Pythag. 32 (233—249).
Leben: Herk. 32 A 1 (233,26.31),
4 (234,10), 6 (234,25), 24 (238,18),
27 (238, 45), 32 B 14 (245,2), 20 (246,
24), 22(248,16), 45 A (269, 1).
Lebenszeit 54 A 5 (343, 41). Per-
sönl. 4, 17 (27. 30). Reisen 32 B 15
(245, 25). Lehrer 4, 17 (27, 31) , 32
AI 233,26.27.41), 4" ^234, 11), 5
'234.21), 6 (234, 28j, 9 (234.45), 17
;237,27), 19(237,36), 20(237,42),
21 (237, 47), 22 (238, 1), 24 (238, 17),
26 (238,24), 32B14 (244,21), 21 (247,
13), 45 A 269,1), 54 A5 (343,40).
Schüler 4,17 (27,29), 32 A 1 (233,
27. 36. 39), 2-5 (234, 3. 5. 7. 10. 18.
21), 8 (234, 32. 39. 41), 32 B 15 (246,
22. 24), 33, 1 (249, 7), 35 A 5 252, 10;.
Benutzer 32 A 1 (233,36), 8 (234.
32), 13 (235,13). Freunde 21 A 1
(150, 24), S. 691 (z. 217, 28). Poli-
tiker 32 A 1 (233, 27. 31). Musiker
32 A 6 (234, 28). Mathematiker 32
A 6 (234, 22,. Schriftst. 4, 17 (27,
27), 21 A 1 (150, 32), 32 A 1 (233, 27.
35.41), 6 (234,25), 8 (234,30), 13
(235,16), 32 B (239—249), 35 A 5
[252, 10).
Lehre: Zahlenlehre 32 A 1 (233,
33), 9—13 (234,45-236,25), 32 B 1—
11 239,30—244,6), 20 (246,21), 22
(248,18), 23 (249,1), 35 A 20 (256,
46 . Theo!. 32 A 14 (236, 26), 32 B
15 (245,30}, 19 (246,13), 21 (248,7).
Kosmol. allg. 32 A 15 (237, 8), 32
B 12 (244,8), 17 (246,6), 21 (247,14).
spez. 32 A 1 233, 33) , 16-22 (237.
13 - 238, 3), 32 B 7 (242, 10), 18 (246,
11). Psychol. 32 A 23—26 (238,4-
43), 32 B 6 (241,14), 14- 16 (244,20—
246, 3), 22 (248, 17. 20). Erkenntnis-
theorie 32 A 29 (239, 22). Physiol.
32 A 27—28 (238, 44—239, 21), .32 B
13 (244,11).
Philomela 76 A 23 (550, 8).
Philon V. Byzantion, Ingenieur 35 B
(263, 26).
— , Schüler d. Pyrrhon 60 A 3 (468,29).
Philonides, Pythagoreer 46 A (269, 4).
Philoxenos, Schüler d. Anaxagoras 46
A 22 (298, 36).
Philtys, Pythagoreer 45 A (269, 31 .
Phineüs 67 B 13 (486, 25 Anm.).
Phintias, Pythagoreer 41, 1 (267, 3), 42
(267, 26 - 40), 45 A (269, 21) , 46 D 7
(285, 39 ff.), S. 701 (z. 269, 21).
Phleius, Bew. (<J)Xeidöio^, OXidoio^)
4,10 (25,22), 4,16 (27,7;, 32 A 4
(234, 9), 39, 1 266, 12), 40, 2. 3 (266,
28. 31. 33), 45 A (269, 24. 36), 60 A 3
(458, 30), 74 A 12 (630, 26).
Phlyos, S. d. Öe 67 B 20 (488, 2).
Phlye, att. Demos, Bew. (<l>Xu€<5c) 68
A 4 (491, 29).
Phoibos (Apollo) , Orac. 1 A 1 (4, 19.
6, 23). Eur. 66 A 7 (471, 21) , 10
(472, 3). (<Doi߀/ujv?> (puXXujv 21 B
140 (214, 18).
Phoinike (Phönikien) 1 A 1 (3, 10 , 11
B 44 (63,8). Bew. (<Dolvi5) lAl
(3,5.17), 2 (6,43), 8 (7,7), 4 (7,16),
11 .8, 31), 11 B 44 (63, 5 ff.), 55 A 16
(354, 3.3), 56 (362,11.22), 55 B 300,18
(444,21), 71 A 2 (504,27), 71 B 4
(509, 5) , 81 B 2 (614, 10). dpxoio-
XoT^a OotviKiKi^ Anm. z. S. 477, 3.
Phoinix, Magier 56 B 300, 13 (442, 44).
Phokaia, Bew, ( <t)u>Kai€ii;, ^ujKaeT^) 11
A 10 (36, 14), 18 A 12 (107, 38), 19
A 1 (126, 40).
Phokos, Astronom 1 A 1 (3, 13), 1 B 1
(11, 2), 69 (501), S. 662 (z. 11, 2).
III. NAMENREGISTER.
797
Phokylides, Zeit 11 A 9 ;35,10;, Metrik
11 A 27 (36, 31) . Inhalt 18 A 16
108, 9). i
Pholos 13 B 7 93, 17;. I
Phonos, Emp. 21 B 121 (208, 34). |
Phorkys 66 B 8 (476, 11), 73 B 8 (613, :
28.29), 27 (616,4 \
Phormis (Phormos^ , Komiker 13 A 1 1
(87, 8. 13). 1
l'HORONKUS 73 B 20 (516, 4. 6. 8) , 24 |
(515, 31). i
Phokye, Emp. 21 B 123 (209, 21).
Phosphoros 18 A 1 (106, 11. S. 672), s.
Hesperos.
Phrixos 68 B 12 (496, 23), 79 B 14 (586,
14).
Phrontidas, Pythagoreer 45 A (269,4).
Phrontis 68 B 12 (496, 26).
Phrygten (<fpuT(a) 66 A 16 (473,14).
<Dputio<; X&foc, 55 A 33 (358, 11), 65
B 299e (439, 24), vgl. 51 A 3 (328,
36). Bew. (<t)puH) 1 A 1 (3,35),
11 B 4 (47. 2) , 45 B 3 (270, 25) , 51
A 3 (328, 37).
Phrynichos, Pythagoreer 46 A (269,6).
— V. Athen 81 A 7 (610, 14).
Phrynion (?) S. 700 (z. 269,6).
PuTHiMENE, Emp. 21 B 123 (209, 19 .
Phykiadas, Pythagoreer 45 A (268, 30).
Phylb 81 A 1 (607,32), 12 (611, 9 f.).
Phybomachos, Pythag. 46 E 1 (292, 18).
Physis, Emp. (?) 21 B 27 (183, 12). S.
Reg. IIL
Physo, Emp. 21 B 123 (209, 19).
Phytios, Pythag. 45 A (269, 19).
PiEBiA 66 A 1 (469, 6).
PiEBis 73 B 17 (514, 28).
PiNDAROs, Lebenszeit 55 A 10» (353,44).
Schätzung 21 A 26 (157, 46), 25 A 4
(221 , 21 f.). Mythol. 73 B 41 (518, 4).
PisES (Quelle Pisa?) b. Olympia 11 B 2
(46, 16. 46, 13).
PisiBRHODE, Pythagoreerin 45 A (269,
36S
PisiRBHODOS, Pythagoreer 46 A (269, 7).
P18TI8 (die Dekai), Pythagoreer 32 A 13
(236, 21).
PiTTAKOS 1 A 1 (4, 43), 71 A 1 (503,6),
73» 1 (619,7. 13. 19), 2 (619,22. 52),
3 (522, 10), S. 652 (z. 6, 1).
Plataiai 9,1 (33,3).
Plathane 79 A 3 (579, 29. 580, 3. 7).
Platon V. Athen.
Namen 55 B 26 i395, 26). Familie
32 A 13 (236, 13, , 81 A 2 (608, 16 ff.
m. Anm), 81 B 75 (629, 22 m. Anm.).
Lebenszeit 46 A 42 (302, 16 .
Temperament 21 A 17 (156, 4).
Bildung 62, 3 (342, 1 ff.), 40, 4 ,266,
37). Reisen 1 A 11 (8,37;, 4,17
(27, 30), 32 A 1 (233, 27. 36. 38), 5
(234, 18), 36 A 1 (250, 26. 29), 2 (251,
4), vgl. 35'» 4 (264, 27 ff.), 35 A 5 (261,
32 ff.), 9 i253, 12;, 46 A 10 (296, 12),
55 A 13 (354,4), 55 B 299 (439,7),
300,13 442,42), vgl. S. 667 (z. 34,
30). Verhältnis zu d. Pythagoreem
4, 18 (27, 37-, 21 A 1 (150, 29. 34), 32
A 8 ,234, 41 , 32 B 10 [242, 21), 45 B
12-14 (272, 38 ff.), 28 ^276, 17), 32
.277, 15), zu den Abderiten 64 A 7
(344, 38 ff.) , 18 (346, 39) , 56 A 59
(363, 1 ff.), 60 .363,7), 136 (376, lOff.),
167 (383,41/, zu Epichavm 13 B
vor 1 (89,6 ff.s 5 (92,8), zu d. Vor-
sokratikern 18 A 19 (108, 19) , 41,2
(267,6), 55 AI (351,29,, zu den
Orphikem 66 B 4 ^474, 4 m. Anm.),
zu Protag. 77 A 1 (627, 5. 36,. An-
gebliche Diebstähle 21 A 1 (150, 29.
34), 32 A 8 (234,32 ff.), 40, 7 (266,37),
45 B 12 (272, 38j, 74 B 2 (537, 9), 5
(638, 4). Gegner 65 B 1 (386, 1),
73"» 1 (524, 17 ff.). Schüler 62 A 4
(463, 6), 8. Platoniker.
Lehre: Ideenlehre 13 B 2 ^90, 21),
45 B 23 (276, 2), Groß und Klein
36 A 23 (257, 9). Mathem. 32 B 19
(246,13), 35 A 15 (264,48), 45 B 1
(270, 6,1, S. 700 (z. 268, 6). Kosrool.
46 A 63 (306, 44). Meteorol. 3 A 14
(19, 43). Physiol. 55 B 124 (408, 9).
Sprache ^Kratylos) 55 B 142 (410, 4).
Erkenntnistheorie u.Psychol. 13 B 3
(91, 11) , 18 A 46 (112, 9; , 46 A 116
798
III. NAMENREÖKTER.
(318, 17), Ö5 A 106 (369, 46 , 136 (376,
Iff,), 67 A22 (462,30], 74 A 1 (526,
26). Ethik 65 A 167 (883, 41).
Magie 21 A 14 (155, 24). Alcheinie
47 B 2 (325, 38). Methode 18 A 28
(110, 13), 21 A Ö2 (162, 4). Schrift-
steller 18 A 28 (110. 113), 65 A 34
(358, 23. 27), 71 A 12 (507, lo), 78 B 1
(576, 10). Dialekt 81 A 18 (612,
12).
Platonikbr, Daimachos 1 A 1 (4, 42).
Aidianos 32 A 25 (238, 22). Pam-
philos 62 A 5 (4&3, 7 14).
PleiAdeN [Vcrgiiiae) 1 A 18 (9,42), 2, 20
(16, 5) , 45 C 2 i279. 23) 49, 5 (327,
17. 18), 65 A 17 (364, 38), 56 B 14, 3
(391, 9. 26), 55 C 1 *447 16), 67 B 18
(487, la 20). ;TT€X€ioi&€^) 68 ^^ B 1 -3
(499, 19 ff.).
Plemochorn 81 B 17 (618,13. 15 Anm.).
Pluton 45 E 3 (293, 5).
PoLEMARCHOs, Pythag. 45 A (269, 2).
-' b. Plato 78 A 10 (575, 13).
PoLEMOS, HeraM. 12 B 53 (69, 19j.
Parmen. 18 A 37 (111, 20).
PoLiADES, pythag. 45 A (269, 25).
POLLUX (Dioskur) 59 A 6 (456, 23|.
Polos v. Akragae, Schüler d. Ernped.
21 A 19 (156, 23), 76 A 2 (546, 10).
Genosse d, Goi^ias 76 A 4 (546, 17).
Gegner d. Herodikos 78 A 6 (574, 22).
Rhetorik 74 A 26 (586, 4. 6 Anm.).
PoLYARCHos :6 'Höimae»^!;) 35 A 9 (252,
32. 37. 38).
PoLYCHAUES V. Athen 81 A 9 (810, 23;.
PoLTGNOTOS, Unterweltsbild 66 A 4
(470,23). '
POLYKAON d. Leleger 67 B 20 (487, 31).
PoLYKLEiTOS, Bildhauer 28 (228 -229).
Sohne 28 A 1 (228, 18), 83,6 (646,5).
Schrift Kavu>v 28 A 2. 8 (228, 22 ff.),
28 B l; 2 (229, 1 ff.).
PoLYKTOR, Pythagoreer 45 A (269. 17).
PoLYMNASTOS, Pythagoreer 4,10 (25,22),
4, 16 (27, 7), 40 '266, 28;.
PoLYKRATEB V. Athen 76 A 7 (647, 2),
78 A 13 (576, 26) , 81 A 4 (609, 5
Anm.).
POLYKRATFS V. SamoB 2, 1 (12, 10), 4, 8
(24,15), 9,1 (32,18.33.38), 9,2(33,6),
11 A 10 (36, 13) , S. 654 (z. 18, 2. 3),
S. 656 (z. 32, 42;.
PoLYZEiiOS 74 A 1 (526, 24).
0. PoNTivs Heren NIU8 35 A 9 (283,9).
PoNTOS (Euxeinos) 61 A 18 (330,43).
PoNTOs (Land) 4, 2 {2ä, 20), 4ß A 86
(309, 19;, 65 (466,31). 'HpaKX€«ÖTai
Ol €v T&i TTövTuii 81 A 15 (611, 29).
Bew. (novTiK6(;) 4,8(24,22), 12 AI
^66, 18), 41.4 (267,16), 45 A (269, 29),
55 A 161 (382,34), 74 A 1 (625,14).
Porta vespeuis (Himmel) 46 A 20 (322,2),
S. 707,5 (z.321,9).
Poseidon 21 B 128 (210,28), {Neptimus,
'Evvoaifaioq, leicfixeujv) 2,28 (17,13),
( TTaTpoyevcio^) 2, 30 (17, 26). Heüig-
tum i. Delphoi 67 B 11 (486, 12 f.), i.
Peloris 68 a B 8 (501, 16). Sohn Rho-
dos 68 B 18 (497, 4). T. Euryale
68a B 7 (500, 28). Allegorien des
Theagen. 72,2 (511,23). Akusü.
73 B 18 (614, 31). Prodikos 77 B 5
(671, 28). V. Erdbeben 81 B 37
(626,6). S/i\ Töv rroö€i6il) 74 C 3
(543, 6).
PosEiDONiA (Paestum), Bew. (TTo<J€i6u)-
vKÜTTiq) 43.1 (268,2), 46 A (269, 14j.
45 D 7 (286, 46),
PosEiDONios V. Apamea, Mantik 11 A
52 !44, 8). Gestalt d. Erde 56 A 94
(367, 42). Quelle des Aetios S. 668
(z. 42, 45). Vgl. Reg. I.
Sp. Postumius 35 A 9 (253, 9).
Posides, Pythagoreer 46 D 7 (287, 10).
PoTHOS, Emp. 21 B 64 (192, 16).
PoTONE, M. d. Speusippos 32 A 13 (235,
13), 81 A 2(608, 16 m. Anm.).
Praxiades 2, 1 (11, 37), 2 (12, 16). 4 (12,
23), 9 (13,2), 11 (13,43), 14 (14,26).
Pratys 78 A 5 (574, 18. 19).
Praxagouas, Arzt 55 B 124 (408, 10).
PRAXirHANES, Peripatetiker 62 A 8 (463,
30), 72,1a' (511, 9}.
Presbon 68 B 12 (496, 27).
PriaMOs 73 BÄi (617,8,5). Priami-
den 73B31.C616,19-21}.
III. NAMENREOISTBR.
799
Vrtese 12 B 39 (68, 6). Bew. (TTptn-
v€tJ<;) 1 A 19 (10, 7), 73» 2 (519, 23),
3 (622,21).
Prodikos v. Keoa 77 (662— 673).
Leben: Herk. 77 A 1 (662, 25), 1»
(663,^1), 2 (563,14), 4 (663,29)u.ö.
Lebenszeit 77 A 1 (662, 26). Lehrer
74 A 3 (628,7), 77 A 1 (662,27 m.
Anm.). Schüler 46 A 22 (298, 36),
77 AI» (563,2), 2 (663,17), 3 (563,
16), 4» (664, 1). 4 b (564,4), 6 (664,13),
7 (564,16), 8 (584,20), 9 (664,22),
17 (566, 14), 77 B 2 (667, 17), 9 (672,
30,. Freunde 77 A 3 (663, 22),
Gegner 76 A 24 (550, 11), 77 A 4'»
(664,4), 6 (564,7.10). Tod 77
AI (562,28), 5 (564,11). Poli-
tiker 77 AI» (563,4), 3 (563,23).
Sophist 74 A 1 (626, 17), 76 A 24
(650, 12), 77 A 1 (662, 26), 1» (663,
6.6), 2(663,17.20), 3(563,25), 4
(563, 27. 29), 4» (564, 2. 3), 4?» (664, 6),
8 (664,21), 10 (564,28). 11 (664,35),
12 (665,6), 17 (666,15), 77 B 2 (667,
15. 16), 8. 9 (672, 12-673, 2). Philo-
soph 77 AI (662,26), 1» (563,1), 5
(664,8), 7 (564,17), 10 (564,29.31),
77 B 3. 4 (570, 30—571, 11) . Schrif-
ten 77 A 1» (663,8), 77 B (567-673).
Apophthegm. 77 B 10 (573, 4).
Lehre: Thcol. 74 A 12 (530, 19),
77 B 6 (671, 13). Phyeiol. 77 B 4
(671, 2), 11 (673, 6). Ethik 77 A 4
(663, 27), 10 (664, 28), 77 B 1. 2 (667,
8-570,29), 7 (572,8). Rhetorik
77 A 12 (666, 3), 20 (567, 3), 77 B 2
(670, 28). Synonymik 77 A 9 (664,
26), 11 (564, 33). 13—19 (566, 8-567,
5), 77 B 4 (671, 2). Bearbeiter 77
A 1 » (663, 8), 77 B 2 (567, 16-670, 29).
- r. Samos 66 A 1»» (470, 18).
Peoitidek 73 B 14 (514, 15).
Proklbs, Pythagoreer 45 A (288,38).
Prokonnesos, Bew. (TTpoKowi^öioi;) 76
A 34 (651, 31) , Proconnensiiis d. i.
Aristeas 65 B 300, 13 (442,38),
Prometheus b. Heaiod 73 K 6 618, 25),
33 (616, 30), bei AkusU 73 B 33
Dlels.'Fragm. d. Vorsokr. III.
(616, 32). Frotag. 74 C 1 (640,
29 ff.).
Prometheus, Thessaler 81 A 10 (610,33).
Pronoe 73 B 33 (516,31).
Proros V, Kyrene, Pythagoreer 32 B 20
(247, 1), 41 (267, 2-24), 46 A (269, 26),
46 D 7 (286, 41. 43).
Proserpina (Ennius) 13 B 54 (98, 4).
PROTAGORAS V. Abdera 74 (625—543).
Leben: Herk. 74 A 1 (626,12.16),
2 (267, 18.21), 74 A 3 (628, 3), 21 (632,
26), 23 (633, 27. 36) u, 8. Lebens-
zeit 74 AI (627,9), 3 (628,10.11) 4
(628,13.16), 6 (628,22.23), 8 (629,
19.20), 9 (629,23), 11 (629,33. 630,
7. 11^. PersÖnl. 56 A 9 (363, 31), 74
AI (626,13), 2 (527,21), 3 (528,4).
Reisen 74 A 2 (527,29), 9 (629,26), 11
(630, 1. 7. 12). Lehrer 19 A 29 (132,
28), 31, 4 (233, 18. 19), 65 A 9 (353, 31 ;
vgl. 362,1), 8 (363,28), B 166 (413.6),
66 AI (460,18), 67 AI 450,34),
74 A 1 (625, 19. 626, 14), 2 (627, 19.
23. 26), 3 (628, 4), 4 (628, 16), 74 B 3
(637,21), 4 (437,25). Schüler 74
A 1 (526, 21. 23. 627, 12) , 8 (628, 7),
4 (528,17), 11 (680,17), 24 (634,3.7),
74 B 6 (638, 13) , 77 A 1 (662, 27).
Freunde 74 A 10 (529,29), 11 (630,
11), 74 B 9 (539, 16). Vergl. m. and.
Phüos. 58, 2 (454, 4), 76 B 8 (652, 13).
Nachahmer 74 B 6 (538, 2)?, 0 (640,
24—543, 27). Gegner 74 A 1 (625,
16), 6 (528,30), 11 (630,7.14.17), 79
A 7 (680, 28) Verbannung 48 A 18
(297, 46) , 74 A 1 (625, 28. 628, 24), 2
(627,29), 8 (628,7), 4 (528,14), 12
(630,23.30. 631,1), 23 (633,30).
Tod 74 A 1 (627, ö), 3 (628, 10), 13
(630, 26). Politiker 74 A 1 (626, 1 ö) .
Sophist 74 A 1 (626, 17. 626, 1. 52v.
10), 2 (627, 19. 33), 3 (628, 5. a 11), 4
(628, 13. 16), 6 (S28, 18. 529, 3), 6 (529,
7), 8 (529,16.18.21), 12 (630,28), 28^
(633,28), 66 A0 (363,34). Philo-
soph 74 A3 (528,4), 31 (630,16), 77
B 3 (570,36). Schriften 74 AI (625,
24. 26. 28. 29. 628, SO. 26), 3 (528, 8),
30
800
III. NAMENEEGISTER.
4 (528,14), 12 (530,30), 23 (633,30),
24 (634, 9) , 74 B (636—540) , 77 B 3
(570,36). Anekd. 74 A 1 (527,12),
4 (628. 17).
Lehre: Theol. 74 A 1 (525,27), 2
(627,25), 12 (530,19.31), 23 (533,
24), 74 B 4 (5.37,24). ErkenntniB-
theor. 13 A6 {88, 1), 56 A 113 (371,
1), 66 B 156 (413, 6. 8), 57 A 22 (452,
30), 24 (452,38), 57 Bl (453,7), 74
A 1 (525, 24. 25), 13 -19 (631, 3-532,
17) 21» (632, 30. 36), 22 (633,16), 74
Bl— 2 (536,5-637,15), 76 B 3 (662,
14). Rhetorik 74 AI (626,22), 2
(527,36). 8 (529,12), 20—22 (532,18
—28), 79 C 1 (687, 8). Def. d. Wei-
sen 74 A 21 (633, 2). Dialektik 74
A 1 (626, 2. 4. 7) , 3 (528, 5) , 74 B 6
(638,10), 7-8 (638,18-639,6).
Grammatik 74 AI (526,3.15), 24 (634,
6), 26 (534, 11. 16;, 26 (535, 7), 27—29
(635, 16— 26), 30 (535, 28). Ethik 74
A6 (528,24.27.30.629,1.6. Ma-
thematik 74 A 6 (528, 27. 28), 74 B 7
(638, 24). Mechanik 74 A 1 (526, 11).
Dialogpers. 74 A 1 (527,5), 2 (527,
36), 3 (528, 9), 5—7 (628, 19^-529, 15),
11 (529, 33), 22 (533, 15), 25 (634, 11),
77 A 13 (565, 14), 79 C 1 (587, 4. 6. 8).
Protagoras, Astrolog, Fr. d. Euphorion
74 AI (527,16).
-, Stoiker 74 A 1 (527, 17).
Peoteüs 73 B 8 (513, 28), 40 (518, 1 Anm.),
Protogonos, Orph. 66 B 13 (477, 21).
Proxenos V. Poseidonia, Pythagoreer
45 A (269.6).
— V. Sybariö, Pythagoreer 45 A (269, 9).
— d. Boioter 76 A 6 (546, 22).
PsTLLiaf (yuXXoi) 66 B 300, 7 (441, 19. 20).
Pterf-laos 73 B 36 (617, 18j.
Ptolemaios, Pythagoreer 46 A (269, 10).
— Soter 60 B 12 (461,32. 462,4).
— Philadelphofi 64,2 (466,21).
PüBLioüs Syküs S. 669 (z. S. 89, 1),
Pyres 11 A 2 (34, 34). 31 (40, 24), 18 A
1 (105,26), 3 (106,17), 6 (107,4), 7
(107,10), 19 AI (126,13),
Pybkon 67 B 11 (486,14. 17i.
Ptrrha 73 B 38 (617, 29).
Pyrrhon V. Elis.
Herk. 59 A 2 (454,35). Reisen
69 A 2 (464, 36. 38. 466, 1). Lehrer
19 B 4 (135,6). 56 AI (460,19), 57
A 1 (450, 36. 451, 1), 69 A 2 (464, 36.
36. 37. 465, 3). Schüler 19 B 4 (136,
6), 67 A 1 (450, 36), 60 A 3 (458. 29),
62 A 2 (462, 36. 38) , 62 A 3 (463, 3),
7 (463, 17). Skepsis 67 B 1 (453, 16],
59 A 15 (457, 26). Dialektik 62 A 2
(462,35). Ethik 62 A 2 (462,34).
Anekd. 69 A 2 (455, 3).
— V. Metapont, Pythag. 46 A (268, 39).
Pyrrhos V. Delos 4, 8 (24, 35—37).
Pythagoras V, Samos 4 (22—28).
Leben: Herk. 4,2 ^22, 21), 4 (22,
39), 6 (23,17.22), 7(23,35), 8(24,
5.9), 13 125,30.32), 19(27,43), 7,
1 (29,3.6), 21 AI (160, 24), 2(153,
45), 21 B 155 (217, 25. 28), 3öa, 2 (264,
20), 44, 3 (268, 16) u. ö., 46 B 16 (273,
11), S. 700 (z. 268, 6). Titeivignette
Bd. L Lebenszeit 2, 1 (12, 10], 4, 6
(23,14), 7 (23,31), 8 (24,13), 10 (25,
19), 11 A 10 (35, 15), 19 A 2 (127, 12),
45 0 4 (280, 30), 64 A 6 (343, 41).
Reisen 4,4 (22,39), 8 (24,16), 13
(25,31.39), 16 (26,21.34; vgl. 27,12),
21 A 14 (156, 26), 55 A 13 (354,4), 71
A 1 (604, 6.7), ^1 505, 15. 21). Lehrer
I A 11 (8, 41 40), 4, 1 (22,8.12), 3 (22,
37), 4 (22,39), 7 (23,36), 8 (24,12),
II (26,25). 16 (26,22), 9,2 (33,15.17),
26 B 2 (222, 5. 7), 4 (222, 22.25), 29, 7
(230, 15) , 32 A 24 (238, 16) , 46 A 10
(296,12), Ö5B299 (439, 7), 71 AI (504,
6. 7. 8 Anm. 14), 2 (504,25), 4 (505,
13). SchiUer 4,2 (22,23.26), 4 (22,
45), 6 (23,6), 12 (26,28), 7,1 (29,2.4),
8, 10 (.31, 6), 9, 2 (33, 11), 13 A 3 (87,
18), 8 (88, 28), 14 A 1 (100, 19), 21 A
1 (150,28. 30; vgl. auch 211,6), 31
(169,1), 21 B 115 (207,6), 141 (214,
20) , 155 (217, 26) , 32 A 8 (234, 41),
35 A 6 (252, 8), 39, 2 (266, 18), 46 D 7
(286, 42. 287, 6), 64 A 6 (343, 40),
S. 697 (z. 251, 9). Ereuude 1 A 11
III, NAMENflEöIST];R.
801
(8, 46„ 3 A 1 (17, 44). Gegner 4, 16
—16 (26, 18—27,22), 19 (27. 42.
28,8), 8,2 (29,34), 11 A 1 (34,12),
11 B 7 (47, 16) , 12 B 40 (68, 8,', 46
A20 (298,10). Politiker 4,8 ;24,
14), 14 (26,4), 13B65 (100,9).
Wundertäter 4,4 (22,41), 7 i23,32.
33. 24,1), 8 (24,17.21), 8,4 (30,14),
21 A13 (155,4), 14 (155,22.24), 21
A31 1169,1;, 21 B 129 211,8), 55
B 300, 2 (440, 13), 300,6 (440,41), 300,
10 (441, 43), 300, 12 (442, 30), 71 A 1
(503, 17,', 6 (506, 7), S. 700 (z. 268,6).
Mathematiker 4,6» ^23, 27), 7 (23,36),
12 (26, 26), 18 A 48 (112, 28), 45 B 3
(270, 23). Philosoph 1 A 11 (8, 40),
4, 2 (22, 25), 4 (22, 40), 5 (23, 6. 8), 6»
(23.30), 9 (24,48), 14 (26,4), 25 B 4
(222,25.30), 45 B 15 (273, 11), 46 A 10
(296,13), 56 B 14,1 (390,27), 26^(396,
18), 73*1 (519, 6. 15. 20), 45 C 4 (280,
30), 73b 1 (524. 10). Lehrweiae
8,2 (29,31.36.37), 4 (30,4.14.20, 21
B 141 (21 f, 24) , 32 A 8 ,234, 42) , 35
A 13 (263, 86), 45, D 6 (285, 25), 45 D
8 (289, 48), 9 (290, 29). Bedeutung
21 A 19 (166, 22), 45 D 1 (282, 35).
Angebliche Schriften 1 A 11 (8, 41),
4 Verb. (22,2), 17—19(27,24-28,9),
5 (28, 16), 8, 4 (90, 14. 19), 13 A 4 (87,
34), 21 A 1 (160, 29), 32 A 8 (234, 42),
32 B 22 (248, 14), 34, 2 (250, 7), 65 B
300, 6 (440, 41), S. 666 (z. 80, 16).
Sprache 13 A 8 (88, 31).
Lehre: Prinzipien 35A13 (253, 36),
45 B 2 (270, 11), 45 B 15 (273, 11).
Theol. 21 A 14 (155, 23), 32 B 19 (246,
18), 46 D 2 283, 1). Kosmol. 32 A
16 '237, 8), 38, 3 (266, 1), 45 B 1 (269,
46). Spez. 18 A 1 (106, 11. 12. 13),
42(111,33), 44(111,38), 21 B 129
(211,5), 29,7 (230,14), 29,9 (230,34),
80, 5 (232, 32. 36) , 45 B 33 (277, 19],
S. 672 (z. 106, 12), Mathem. 1 A
1 (3,33.34), 29,7 (230,15), 45 B 3
(270, 26), 19 (273, 46). Psychol. 4, 1
(22,8.12), 2 (22,26), 8 (24,17.22),
[vgl. 1 A 1 (3, 85), 46 B 3 (270, 26), 68
A 1 (490,24 Anm), 71 B8 (510, 1 Anm.)],
4. 9 (24, 39), 8, 16 (32, 9), 9, 2 (33, 11),
11 A 49 (44, 2), 11 B 7 (47, 16. 20), 18
A 48 (112, 28), 21 A 31 (169, 1), 45 B
116(207,3.6), 186(213,6.10), 136
(213, 20), 25 B 4 (222,30)^ 32A23 (238,
4), 24 (238, 15), 46 B 19 (273, 29), 46
A93 (311,6. 7). Physiol. 35^^, 2 (264,
19). Ethik 45 B 4 (271, 4), 45 D 8
(289, 46), 9(290, 28), Lebensführung
4. 10 (25, 14), 44, 3 (268, 16), 45 D »
(284, 47). Grammatik 65B26 (395,9.
11. 18). Schriften üb. P. 4, 6 (23, 11.
12), 7 (23,32. 24,2), 8 (24, 6. 9. 11. 14.
19) , 9 (24, 46. 25, 4. 6. 9) , 11 (25, 24),
12 (26,27.28), 16 (27,9), 18 (27,34),
9,2 (33,9.10), 36,1'» (265,9), 39,2
(266, 19), 44, 3 (268, 16), 46 B 30 (276,
42), 45 D (282—291), 66A33 (357,
14), 56 B 0» (384,26), 71 A 1 (504,4),
71 B 7 (509, 32). S. Panthoidk.
Pythagoree» (TTu6aTÖp€ioi, TTueoTopi-
Ko(, TTu6aTopt(JTa(, 'iToXof, '\rak\Kol,
IraXuöTai, oi ii€pt tt^v 'ItoXiov) 46
(268-293).
Katalog 4,8 (24,17.18), 9 (26,10),
10 (26,21.2.3), 13 (25,34), 14 (26,7),
16 (26, 39. 41. 47 ff.) , 17 (27, 31) , 19
(28,1 ff.), &-10 (28,10-33,43), 13
-19 (87, 5-136, 16), 21-44 (149, 33
—268, 24) , 45 A (268, 27—269, 38),
46 D 1 (282, 40. 42), 7 (286, 39 ff. 286,
41 ff. 287, 2ff.), 46 El (296, 5. 17 ff.),
52, 3 (342, 1) , 56 A 1 (351, 10), 65 B
300, 1 (440, 4), 65 0 7 (449, 5), S. 666
(z. 79, 20), S. 669 (z. 89,1), S. 692 (a.
223, 5).
Lehre anonymer Pythagoreer :
Prinzipien (Zahlenlehre) 8,4 (30,10,
18», 14 A 3 (100,31. 101, 2), 32 A 11
(235,5), 26(238,26), 32 B 10 (242, 21),
32 B 20 (247, 3. 6), 34, 4 (250, 14), 38,
2(265,38), 45 ß 2 (270,12), 4—17
(270, 31—273, 37), 45 Ci2 (279,27), 8.694
(z. 229,26). Theol. 32 A 14 (236,
26.40. 237,2), 8219 (246,16).
Kosmol. 8, 4 (30, 16), 18 A 44 (111,
46), 21 B 96 (199, 7), 32 A 26 (238,
30*
802
m. NAMENREGISTER.
26), 30*3 (264,23), 46 B 4 (270,40),
22-34(274,19-277,27). Spez. 2,
19 (16,1), 29,10 (230,37), 30,6 (232,
12), 82 A 20 (237, 42) , 46 B 4 (270.
44.271,2), 86-38 (277,28—279,3).
Mathem. 46 B 1 (270,43), 3 (270,22),
19-21 (278, 43-274, 18). Psychol.
8, 11 (31, 11), 21 B 136 (213, 20),
137 (213,31), 32A24 (238,17), 35 A
17 (266,38. 256,16), 36*6 (264,36),
46 B 16 (273,29), 18 (273, 88), 39-42
(279,4-16), 66 A 120 (371, 44), S.700
(z.268,6). Physiol. 46B43 (279,
16), 35» 2 (264,19). Erkenntnia-
theorie 32 A 29 (239, 22).
Pythagoreischer Bund: Eiuteil. 8,
2 (29, 81), 8, 11 (31, 14) , 46 E (291,
33). Dauer d. Schule 4,10 (26,20).
Verhaltn. z. Lehrer 8, 4 (30, 4), 45 C
4 (280, 9), 45 D 1 (282, 4), 6 (285, 26),
8 (489,48). aeheimhaltung 4,17
(27, 26), 8, 4 (80, 1 ff.), 21 AI (160, 29.
32), 21 B 3 (174, 4), 32 A 1 (233, 41),
8 (334, 42). Gegner 46 E (291, 30
—293, 12). Untergang 4, 15—16 (26,
20-27,22), 32 A 4'' (234, 11). Po-
Utiker 4,7 (23,42), 14 (26,4), 4,16
(26, 37. 39. 43. 27, 16), 8, 6 (30,29), 35
A4 (261,29), 36,1 (266,2), 46 Dl
(282, 38. 89) , 8 (283, 31) , 4 (283, 36),
6 (284, 87). Rhetoren u. Dialekti-
ker 21 A 19 (166,20.22), 46 Dl (282,
88), 46 £ 8 (292, 41). Mediziner 46
Dl (282,4.6.46), S. 669 (z. 89,1).
Mathematiker 8,4 (30,6.8). Musi-
ker 32 A 7 (234, 28), 36 A 16 (266,8),
36 ß 1 (261, 3), 46 D 1 (282, 4.14. 46).
Bedeutg. 46 Dl (282,36). Sym-
bole u. Akusmata 32 All (236,7),
44,2 (268,12), 46B37 (278,16.31.
32), 46 0 (279, 18—881, 47), S. 666 (z.
80, 16). ReUgion 4, 13 (26, 32. 38.
40), 7,1 (28,36), 46 D 2,3 (283,1-31),
46 £ 3 (292, 47. 293, 2). Mystik 4,
1 (22, 14), 46 0 3 (279,30ff.), 46 D 1
(288, 4. 13). Ethik 7, 1 (29, 2), 41, 3
(267,9), 4 (267,16), 42 (267,26), 46
C8 (279,31-281,47), 46 D 1 (282,
42), 4 (283,44), 6-11 (284,6—291,
29) , vgl. S. 700 (z. 268, 6). Lebens-
wdse 4,9 (24,40 &), 10 (25,17). 16
(26,28. 27,8), 21 B 137 (213,31), 46
C 3 (279, 31. 41), 45 E (291, 31), 1-2
(291,36-292,38), 3 (292,48. 293,9).
Mnemotechnik 46 D 1 (282, 16).
Sehr. üb. sie 4, 7 (23,32), 21 A 1 (163,
10), 32 A 13 (236, 13), 44, 8 (268, 16),
46 B (269,41), 46 0 6 (281,19.20.26),
45 D (282-291), S. 702 z. S. 282, 1.
PYTHAia S. 700 (3. 268,6).
Pythia 10, 3 (33, 33), 68 A 1 (489, 16;.
Pythios 1 A 1 (4, 37. 39), 21 A 26 (167,
28), 3. Apollon,
Pythien 81 B 61 (628, 2. 3).
Pytho 68B11 (496,17).
Ptthodoros V. Athen, S. d. Isolochos
19 A 4 (127, 24. 28), 19 A 11 (128,30.
36.41), S. 672 (z. 106,38).
— V. Athen, S.d.Polyzelos 74 A 1 (526,
24).
— V. KyzikoB 39, 1 (266, 13), 45 A (269, 27).
QüiKTüs, Arzt vor Galen 81 B39 (625, 20).
Rhadamanthys 68 A 1 (490, 10).
Rhamnus (Attica), Bew. ('Paiuvouaioq) 76
A 6 (546, 25), 78 A 13 (575, 25), 79 A
13 (682, 27) , 80 A 2 (588, 6. 6. 12), 6
(690,29), 9(691,9), 80 B 3 (692, 18
Anm.), 7 (692,26), 93 (606, 16 Anm.),
81A16 (612,1).
Rhea 32 A 14 (236, 37, 48. 237, 6j, 46 C
2 (279, 23), 60 B 7 (460, 43. 48), 66 B
8 (475,11.12), 16 (480,1), 67 B 8 (486,
18), 68 B 6 (495, 21), 71 B 9 (610, 6).
Rhegion 4, 16 (27, 4), 68 B 7*(496, 27) (?),
79 B 1 (683, 19). Bew. ('Pnfh'oiö 4,
6 (23, 16. 28, 27), 26 A 1 (223, 18), 8
(223,27), 6 (223,36), 34,6 (260,18),
46 A (269, 19), 66 A 1 (361, 14), 72,1
(610, 26), 2 (611, 28), 80 A 6 (690,27).
Rhesus 86 A 10 (471,32).
Rhexibios, Pythagoreer 46 A (268,39).
Rhodippos, Pythagoreer 46 A (268, 81).
Rhodos, Gründung 27, 8 (228, 10,12.13).
Asklepiaden21 A3 (164, 21). Schrift
III. NAMENREGISTER.
803
über Rh. 68 A 1 (491, 4). Bew. ('P6-
bioq) 1 A I (4, ö), 63, 1 (342, 23), 66
B 29 (397, 8), 60 B 6 (469, 36), 78 B 4
(678, 7 Anm.)
Rhodos, T. d. Poseidon ii. d. Aphrodite
68 B 18 (497, 6).
Rhoikos 31, 3 (233, 6).
Rom. Pythagoreer 4,12 (26,29), 13 B
65 (100, 9), S. 671 (z. 100, 7). Sta-
tue d. EmpedoklcB 21 A 1 (153,9).
populus Botnmius 35 A 9 (263, 11).
Bew. (PiufMloc,) 4,12 (25,29), 12 A
3» (57,10), 21 A 24 (167, 19), 65 B 14,
6 (391, 42).
Rotes Meer ('EpuSpä e<iXaa<ra) 55 A 1
(360, 26). ( 'Epuepd) 66 A 1 » (470, 14),
Salamis : Bew. (ZoXaMtvioq) 45 C 4 i280,
22), 67 B 21 (488, 16), 68 A 4 (491, 33).
Sallustiüs, Empedoclea (Cic.) 21 A 27
(158, 3).
Salamoxis s. Zalmoxts.
Samniten 36 A 9 (263, 9).
Samos 2, 1 (12, 11), 4, 2 (22, 20), 9, 1 (32,
39), 9,2 (33,7), 20 A3 (135,34), 47
A 3 (323, 42), 62 A 6 (463, 14), 71 A
1 (603,8. 604,8Ai»iö.), 4 (505,21), 6
(606, 21), S. 662 (z. 11,2). Bew. (Id-
MioO 1A3 (3,13), 4 (22—28), HA
31 (40,23), 13 AI (87,10), 20 (135
—149), 26 A 1 (223, 16. 17), 27, 4 (228, 9),
31, 3 (233, 6) , 32 A 6 (234, 25), 35» 2
(264, 20), 44, 3 (268,15), 45 A (269,22),
45B15 (273,11), 46 A 10 (296, 12),
65 B 14, 1 (390, 28), 66 A 1 b (470, 18),
69 (501, 21), S. 666 (z. 32, 42), S. 700
(z. 268,6).
Samothbake 55 A 1 (352, 42) , 66 A 15
(473, 18).
Sasapion 4, 19 (28, 3), 21 A 1 (151, 6).
Sardes 3A1 (17,40), 2 (18,3), 9,1 (32,^22).
Satyrn 69 A 7 (456, 29),
Seirenbn b. Plato 21 B 116 (207,22),
Icipi^vuiv ^T6T€ux€t (Alcx. Aet. 46 A
21 (298,30).
Seirios [Canü], Anaxag. 46B 20 (321,
14 ff.).
Seisichthon 2,28 (17,14).
Sekis, M. d. Epicharm 13 A 1 (87, 7).
Selene, M. d. Musaios 66 B 5 (474, 10),
67 A 1 (482, 24), 6 (484, 1), 7 (484,6),
^ Epimenid. 68 B 2 (494, 22). Motpat
xi\<i r€X»^VT)q Orph. 66 B 22 (482,12),
8. Reg. in.
Seuitontios, Pythag. 46 A (269, 21).
Selinus, Bew. (leXivoijvrto?) 21 AI
(162,38.42).
Seltmbria, Bew. (£r)Xvtnßptav6^ ZrjXu-
ßpiavö(;) 15, 1 (105,3), 65 A 10 (363, 39).
Semele 73 B 16 (614, 26).
Semnai, Heiligtum in Athen 68 A 1
(490, 11).
Serapion, Empiriker 62 B (463, 44).
Serviüs TÜLLIU8 71 A 6 (605, 26).
Sibylle v. Erythrai 1 A 8 (8, 12). b.
Heraklit 12 B 92 (75, 13). b. Pau-
san. 67 B 22 (488, 25).
SiDON, Bew. (IibiJ&vioO 56 A5Ö (362,18),
65 B 24 (395, 4).
Sigeiön, Bew. (ZtYeieuO 66 B 16 (393,5).
SlKANEB 13 A 1 (87, 8).
SiKYON 73 B 20 (616, 5). Bew. (Ziku-
«jövioO 1 A 1 (6, 22), 13 A 10 (88, 43),
28 A 2 (228, 20), 45 A (269, 25).
SiLAs (Fluß) 65 A 12 (354, 1).
SiMMiAS V. Theben 32 B 15 (246, 22).
Schrift TTcpi ä\Y\Qda<; (Diog. II 124)
74 Bl (536, 11 Anm.).
SiMOKiDES V. Keos, Lebenszeit 46 A 11
(296,17). Gegner 11 B 21 (60,1).
Sophist 15,1 (104,34), 16 (105,18).
üb. d. Zeit 16 (105, 18. 20). Erklä-
rung 8. Gedichte 74 A 25 (634, 15),
77 A 14 (565, 27. 32).
SiMOS der Harmoniker 43 (268,2—7),
8.700 (z. 268,6).
SisYPHOS 81 B 25 (620, 13).
SieYMBEiNos 73» 1 (619, 16).
Sizilien (ZiKfXfa) 6 (28,25), HAI (34,7).
8 (35,3), 13 AI (87,10.11), 2 (87,
14. 16), 3 (87, 19), 7 (88, 25), 21 A 1
(150,26), 3 (164,11), 29 aö8,21), 21 B
112 (205,3), 32 AI (233,36), 8 (234,
39), 36 A 5 (251,39. 41. 252,8), 45 D 7
(285,34), 51 C 4 (341,26), 69 A 6 (456^
22), 60 B 1 (459,3), 6 r469. 19), 66 B
804
ni. NAMENKEÖISTllR.
16» (479. 4), 71 A 6 (Ö06, 21), 74 A t
(ß27, 6;, 3 (528, 10), 9 (529, 25), 76 A 1
(544,3). 4 (545,30), 79 A 7 (580,28),
81 B 2 (613, 28. 614, 1 f.), 83, 2 (639, 2).
Bew. (IiKeXö.;, Sieulus) 13 A 9 (88,
34. 36), 21 A 16 (155, 46), 19 (156,16),
32 B 14 (245, 2), 76 A 13 (548, 7), 14
(548, 14), 81 B 2 (613. 29). IikcXikoI
79 A 2 (579, 23).
Skabras 73 A 1 (512, 4), 73» 1 (519, 10).
Skamandros 72, 2 (511, 23).
3KELI0S 81 A 6 (610, 8).
Skiapoden 80 B 45 (598, 1).
Skepsis, Bew. (iKnijjioc;) 25 A 1 (220,33).
Skiton, Sklave des Demokedes (Autor
Herodots?) 9,1 (32,32).
Skopaden 81 B 8 (616, 14).
Skorpios (Sternbild) 68 B (499. 16 Anm.).
Sktlla 73 B27 (516,4), 76 B 3 (554,22).
Skythien 60 B 2 (459, 8). Bew. (Ikö--
Gn?) 68 B 1 (494, 1), 83, 2 (639, 6).
Smichias, Pythagoreer 46 A (269,6).
Smikrion 52, 1 (341, 38).
Sminthes, Verf. v, 0aivö|ueva 70 A 3
(602, 6).
Smyrna, Bew. (Zjiupvaloi) 57 A 1 (450,
36), 57 B 6 (453,31), 68,2(454,3),
69 AI (454,8).
SoKRATES V. Athen.
Herkunft 81 A 1 (607, 20). Le-
benszeit 18 A 5 (106, 34. 45. 47) , 11
(107, 35), 46 A 4'' (295, 30), 47 A 3
(323, 42;, 62, 1 (341, 34), 55 A 1 (350,
36. 351, 45. 352, 1) , 65 A 2 (352, 45),
74 A 6 (628; 23m. Anm.), 76 A 14
(548,17), 76 B 2 (562,10.11), 4 (555,
27). Persönl. 47 A 3 (323, 35) , 81
A 1 (607, 22). Reisen 47 A 3 (323,
42). Lehrer 31, 4 (233, 11), 46 A 7
(296, 2), 26 (298, 47), 47 A 1 (323, 10.
14), 2 (323,30), 3 (323,36.40.42), 5
(324,27), 7 (324,36), S. £556 (z. 34,9).
Schüler 32 A 5 (234, 19), 35 B (264, 4),
62, 6 (342, 16) , 77 A 4^ (664, 4) , 78
B 1 (576, 10), 80 A 3 (688,26), 81 A 1
(607, 20;, 4 (609, 5 ff.), 81 A 22 (612,
35). Freunde 12 A 1 (56, 1), 4 (57,
47), 77 A 3 (563, 22). Gegner 4, 15
(26, 18), 24 (220, 24), 51 G 1 (340,10),
74 C 3 (642,35), 77 A 5 (664, 9), 81
A 4 (609? 33). Tod 36 A 5 (252> 7),
40, 3 (266, 32), 74 A 12 (531, 2), 77 A 1
(662, 28 Anm.) . 'Sophist' 61 C 1 (340,
10), 731» 1 (524, 12), 74 C 3 (642, 36),
77 A 5 (564, 9). ohne Schriflen 4, 18
(27, 36). Apophthegm. 1 A 1 (6, 25).
Lehre: Physik 14 A 11 (102,12),
46 A 35 (300, 18). Tbeol 32 B 16
(246, 29), 55 B 142 (410, 2), PsychoL
14 A 11 (102, 16). Skepsis 46 A 98
(311, 16), 77 B 9 (572, 22). Begriffs-
philosophie 65 A 36 (359, 3). Dia-
lektik 74 A 1 (626, 7), 79 A 8 (581,6),
79 C 1 (687, 6). Ethik 21 A 17 (156,
4), 47 A 1 (323, 12. 14), 81 A 4 (609,
19. 24). Urteil üb. and. Phüosoph.
12 A 1 (56, 1), 4 (57, 47), 18 A 5 (106,
33), 19 A 4 (127, 24). Schriften üb.
ihn 12 A 1 (56, 16), 61 A 1 (328, 23),
55 A 1 (351, 1).
Dialogperson bei Piato 14 A 11
(102, 12), 18 A 5 (106, 33, 47), 19 A 4
(127, 24), b. Xenophon 79 A 14 (582,
29 ff.). 80 A 3 (588, 24 ff.), b. Aristoph.
51 C 1 (340, 11.26), 74 C 3 (542, 35 ff.),
77 A 5 (564, 9).
Sokratiker 32 A 5 (234, 19), 35 B
(264,4), 77 A4b (664,4), 78 B 1 (676,10).
SoLOl i. Sizilien, Bew. (loXeu*;) 69 A 9
(456, 40) , 60 B 6 (459, 37) , 68 » A 2
(499, 11).
SoLON V. Athen.
Herk. u. Fam. 73» 3 (521,4), 81 A 2
(608, 17. 22. 23). Freunde 1 A 1 (6,
40), 68 AI (490,15), 2 (491,15), 4
(492, 5) , 6 (492, 28. 37) , 81 A 3 (608,
30). Poliiiker 68 A 2 (491,16), 4
(491,26. 492,6), 79 All (681,36), 81
A 1 (607, 18). einer d. 7 Weisen 1 A 1
(4,21), 73^1 (519,7.12.18), 2 (519,
23), 81 A 3 (608,80). 'Sophist' 73'' 1
(524, 9). Physiologie 14 A 15 (103,
3). Schriften 68 A 2 (491, 15).
Dichter 81 A 2 (608, 22). Versbau
11 A 27 (36, 31). Apophth. 46 A 1
(294,39), 73*3 (521,4), a. Reg. I.
III. NAMENREGISTER.
Ö05
SoPE (= Ziumn), Emp. 21 B 123 (209,21).
Sophisten 74 fi". (626, 10 flf.).
SoPHTSTiK, ältere, Namen u. Begr. 73 *>
(524—525).
Sophokles d. Tragiker, Politiker 20 A 2
(135, 31). Wundertat. 21 A 14 (155,
20). Dichter 18 A 16 (108, 10] , 25
A 4 (221, 21. 23). Stil 21 B 161 (216,
10). Versbau 47 A 5» (324, 31).
SoPHRONisKOS 81 A 1 (607, 20).
SOPHROSYNE, Kritias 81 B 6 (615,31).
SosiBios, Nebenbuhler des Anaxagoras
46 A 25 (298, 44).
SosiKLEs b. Plutarch 21B35 (185,23).
SosisTRATOS, Pythagoreer 45 A (269,14).
Sossios b. Plutarch 60 A 5 (453, 35).
SosTHENES, Pythagoreer 45 A (269, 25).
SosTEATE 74 C 3 (543, 14).
Sphaieos, Erkl. des Heraklit 12 A 1
(56, 18).
— (Welteinhait dea Emped.) 21 A 32
(169, 7), 41 (160, 24;, 52 (162, 2), 21 B
27 (183, 20. ü5), 28 (184, 4), 29 (184, 9),
31 (184. 22), 55 A (358, 39).
Spakta (s. Lakedaimon), adl. Bew.
(ZtrapTKÜTri«;) 1 A 1 (4, 46), 81 B 37
(624, 32. 625, 8), 52 (628, 4 Anm.).
Späetoi (Volksstamm) 79 B 2 (583, 28).
Sparton, S. d. Phoroneus 73 B 24 (515,
30).
SpEXJSippos, Familie 81 A 2 (608,16
Anm.).
Lehre: tö K(iAXi<JTov lufj ev dpxfli
cTvai 45 B 11 (272, 35), s. Reg. I
Spintharos, Pythagoreer aus Tarent,
Vater d. Aristoxenos 35 A 7 (252, 15),
39, 3 (266, 23), 45 D 6 (285, 12).
Stephancs (Sternbild) 68 B 25 (498,17).
Stergpes, Hekatoncheir 66 B 13 (478,6).
Stesichoros, Dichter 4,6« (23^26. 655),
79 B 12 (585, 9).
StesimbrüTOS V. Thasos, Homererklärer
48, 1 (326> 7), 72, 1 (511, 1).
Sthenonidas, Pj^thag. 45 A (269, 14).
Stilpon, Vejrwerfung der Sinneewahr-
nehmung 11 A 49 (43, 47). Lehrer
des .Pyrrhon (?) 59 A 2 (454, 36),
des Alkimos S. 668 (z. 89, 1).
Stoa (Poikile in Athen), o\ dtrö Tf|?
ZToa<; (Weltperioden) 3 A 11 (19, 31),
(Unterscheidung der Synonyma) 77
A19 (566,34).
Daher Stoiker (Ztuj»k6<;) 11 A 1
(34, 29), 12 A 1 (56,18), 55 A 65 (362,
20), 65 A 94 (367, 43), 74 A 1 (527,17).
Vorsehung 55 A 139 r379,32), Schick-
sal 46 A 06 (306,7), Mantik 12 A 20
(61, 8). Ekpyrosis 21 A 31 (158, 4ö),
S. 662 (z. 66, 14). Meteorol. 21 A 66
(163, 16). Physiol. 12 A 18 (60, 41),
14 A 13 (102, 39). Sprache 55 A 127
(372, 21). Psychol. 3 A 23 (20, 44),
81 B 39 625, 18). Erkl. d. HerakUt
S. 665 (z. 77, 4), d. Emped. S. 681
(z. 169, 10).
Stbabo 98, 12 (Druckfeliler, 1. Straio).
SrRA'fios, Pythagoreer 45 A (269, 26).
Straton V. Lampsakos, Kosmol. 18 A 38
(111, 23), 63, 1 (466, 3). Physiol. 66
A 140 (379, 35J. Traumwesen 13
B 66 (98, 12; s. Berichtigung 11).
Strepsiades b. Aiistoph. 61 C 1 (340,
12.24), 74 C 3 (542, 85 ff.).
Styra, Bew. (ZTupe»i<;) 19 A 14 (129,23)
Styx 1A12 (9,12), 66 BIO (475,24),
68 B 6 (495, 23), 71 B 7 (509, 35).
SüSA 67 B 20a (438, 10).
Sybarts, Bew, (ZußapiTai) 4,14 (25,43ff.1,
8, 2 (29,30), 22, 1 (213,24), 45 A (269,
• a 36), 71 A 6 (506, 22), S. 656 (z. 32,42).
Syllos, Pythagoreer 45 A (268, 30).
Syrien (lupfa), Bew. {Zi5poi), Entst. d.
Menschengeschlechts 2,30 (17,26).
Syros {Ivpoq,, IiSpa) 71 A 1 (504, 18),
2 (504, 23) , 6 (606, 20). ZOpo^ (so
aco. Strabo) 71 A 3 (505, 11). Bew.
(ZupioO 1 All (8,41), 4,8 (24,8),
4, 16 (26, 23) , 46 A 10 (296, 12) , 71
(603 ff.).
Syrakhs (ZupÄKOuaäi, ZupdtKouöoai) 11
A 33 (41, 35), 13 A 1 (87, 8. 12), 3 (87,
19. 32), 5 (87, 39), G» (88, 13), 21 A 1
(150, 11), 35 A 5 (251, 33), S. 680 (z.
152,48). Bew. (ZopaKo>5öiO!;, Zupa-
KÖöio?, Syracusanus) 4, 17 (27, 29), 13 A
1 (87,7), 3 (87, 26), 5 (87, 41),. 13 B 60
806
III. NAMENREGISTER.
(99, 12), 21 A 1 {162, 48), 32 A 1 (233,
34), 37,1 (265,20), 88 (260-266), 46
A (269,21), 66 AI (469,17), 73» 1
(518, 16), 76 A 4 (646, 31. 32), 77 A 7
(564, 17).
TaKAgka, Bew. (TavaTpatoc;) 74 All
(630,4).
TAKAia 60 A 2 (458,28;.
TANTALoa 46 A 1 (298, 39), 20» (298, 13.
21), 77 A 2 (663, 13).
Tarent (T<4pa?) 4, 16 (26, 48), 9, 1 (32,
43). 16,2 a06,10), 34,1 (249,39), 35
AÖ (261,37.42. 262,1), 9 (252,41.
263, 13). Bew. (Tapavttvo^ 4, 10
(26, 23), 16 (26, 47. 27, 6), 19 (28, 1),
16, Iff. (106, 2ff.), 32 A 3 (234, 6), 4
(234, 10), 6 (234. 26), 24 (238, 18), 32
B 20 (246, 24), 22 (248, 18), 33, 1 (249,
11), 34, 1 (249, 39), 3 (250, 11), 35 (260
—264), 36a 2 (264, 21), 40, 3 (266, 81),
41, 3 (267, 9), 44, 1 (268, 9), 46 A (269,
1. 36. 36), 45 B 1 (270, 7), 46 D 6 (285,
13), 7 (286,41).
TaetaEob, Pythag. 46 C 1 (279, 20).
Orph. 66A12 (472,8.13), 66B12
(478, 24). Musaios 67 B 14 (486,
27, 31). Epimenides 68 B 5 (496,
16). Akusü. 73 B 10 (614, 6).
Taricmt Hör. 36 A 3 (261, 22).
Tatgbtos 2, 6» (12, 34).
TscHNAKTis, Ägypter 60 B 10 (461, 16).
Teikesias 74 € 4 (643, 16 ff.).
Teisias V. Syrakus.
Leben: Herk. 21 A 19 (166, 16).
Lebrer 21 A 19 (168, 22). Schüler
77 A 7 (664, 15). Nebenbuhler 76
A 14 (548, 14. 17). PoUtiker 76 A 7
(646, 34). Sophist 21 A 19 (156, 17),
77 A 7 (664, 17). Techne 21 A 19
{166,14). Probabiliemus 74 A 26
(584, 31).
TeläüöEs 21 A 1 (160, 24. 36. 163, 28),
2 (153, 46), 8 (164, 36), 21 B 156 (217,
25.28).
Tblcetnen 18 B 24 (126, 6), s. Tklchis.
ThüCHis 73B20 (515,6).
TiojBPHOs 78 B 34 (617, 1).
Tjeleutagobas 18 A 6 (107,4), 19 AI
(126, 12), 2 a27, 12).
Telys 4, 14 (26, 43. 46).
Tenedos 1 A 8 (8, 12. 14), 70 A 1 (601,
27), 2 (502, 3), 81 Bll (616, 23), S. 852
(z. 8, 14). Bew. (TcvlöiO(;) 70 A 4
(602, 10), 70 B 1 (602, 15), 3 (602, 22),
4 (602,25).
Tenos 78 B 19 (516, 2).
Teos 1 A 4 (7, 16), 81 B 1 (613, 16).
Bew. (Tiiio<;) 19A14 (129,23), 60
A2 (468, 24 ff.), 62 A3 (463,4), 74
AI (526,16.17).
TebeTs 73 B 17 (514, 29).
Terpandros 66 A 13 (472, 18 Anm.),
Unechtheit der Fragia. S. 666 (z. 79,
20).
Tethys 1 A 12 (9, 11), 66 B 2 (473, 29.
32), 8 (475, 10), 10 (475, 23), 12 (476,
16.17), 68 B 5 (496,19.20), 73 B 18
(614,30), 21 (515,15).
Teükros V. Karthago 35 A 1 (250, 35).
Teütameos (Teutamides), V. d. Blas 12
B39 (68,6), 73*3 (522,21).
Thalatta ». Megalr und Rotes Meer.
Thales V. Miiet 1 (3—11).
Leben: Herk. 1 AI (3,3.9.39. 4,
1. 30. 5, 36), 2 (6, 42), 3 (7, 6), 4 (7,
15.18). 5 (7, 23 ff.), 13(9,16), 2,12
(14,21), 73^3 (521,31). Lebenszeit
1 A 1 (3, 7. 6, 16), 2 (6, 43), 5 (7, 20),
7 (8, 1), 8 (8, 10). Persönl. 1 A 1
4,13), 11 (8,36). Lehrer lA 1 (8,
31. 4, 11), 11 (8, 33. 38. 42. 46. 48;.
Schüler 1 A 19 (10, 6), 2, 2 (12, 16),
4 (12,23), 6 (12,36.39), 9 (13,3), 10
(13,29), 11 (13,42), 17 (16,23).
Freunde 1 A 11 (8, 46), 71 A 1 (504,
21), 2 (604, 30). Tod 1 A 1 (6, 26),
2 (6,46), 3 (7, 12),7ÖA1 (501, 27 Anm.).
Politiker 1 A 1 (3, 11. 36), 4 (7, 15).
Mathematiker 1 A 11 (8, 33), 71 A 6
(505, 33). Astronora 1 A 1 (3, 19.
6, 29. 31), 46 A 6 (285, 44). Tech-
niker 1 A 8 (7, 39). »ngebl. Dichter
IBl (11,8.12), 68» 3 (499,14).
Phüosoph 1 A 1 (3, 6 7. 11. 28. 4, 16.
6,^), 2(7,1), 3 (7,7),7(8,2), il(8,
UI. NAMENEEGISTEE.
807
40), 12 (9,3), 1 B 1 (11,3), 55 B 14,
I (390, 27), 73» 1 (518, 1§, 519, 7. 13.
19), 2 (619, 22). angebl. Schriften 1
AI (3, 12. 18. 5, 34. 38. 6,40), 2 (6; 46),
II (8, 43), 1 B (11, 1—36). Apophth.
u. Anekd. 1 A 1 (4, 2. 6. o, 25. 28. 43.
6, 37), 2 (7, 2), 3 (7, 12), 9-10 (8, 16
—29), 73» 3 (621,31).
Lehre: Prinzip 1 A 1 (4, 8), 3 (7,
10!, 11 (8,39), 12—13 (9,2-22), 23
(10, 44), 1 B 2 (11, 16), 2, 17 (15, 18),
3 A 4 (la 7), 11 A 32 (41, 8), 36 (42,
33), 26 A 6 {223, 37), 60 (327, 42), 71
A 6 (505, 30). Theol. 1 A 1 (3, 80.
4, 8 , 3 (7, 9. 11), 22-23 (10, 30-44),
71 A 5 (606, 32). Kosmol. 88, 3
(266, 1). Spez. 1 A 1 (3, 14. 19. 24.
4,9), 2 (7,a5) 3 (7,7), 5 (7,20), 14
—19 (9,23—10,11), 1B1.3 (11,3.
24), 11 A 47 (43, 36), 18 A 42 (111,
33), 37, 2 (265, 25), 67 B 18 (487, 12).
Mathematik 1 AI (3,31. 4,12), 20
—21 (10, 12-29). Psychologie 1 A
1 (3, 23. 29), 2 (7, 5), 3 (7, % 14 A 12
(102,23). Andere Philo«, über ihn
1 A 1 (3, 21), 11 A 1 (34, 12), 46 A 30
(299,14).
THALETA3 S. 652 (z. 6, 44).
Thamyros 66 B 6* (474, 31).
Thänatos 55 A 1 (352, 20).
Thakoelia 79 B 4 (684,0.8 m. Ana.).
THÄ808 81 B 44 (626) 24). Bew. (06-
öioc) 36 A 6 (262, 12), 46 B 1 (270, 7),
48, i (326, 7), 72, 1 (511, 1), 79 B 20
(586,3), 81B33 (623,17).
Theagenes V. Ehegion 72 (610—611).
Theagenides, athen. Archont 46 A 11
(296, 19).
Theages V. Kroton 8,5 (30,27), 9,1
(33, 3).
Theaitetos V. Athen, Mathematiker
46 B 1 (270, 8), b. Plato 31, 4 (233,
10 ff.), 74 B 1 (636, 14 ff.), S. 695 (z.
233, 12).
Thbano 7, 1 (28, 34.37. 29, 3), 21 B 156
(217. 26. 28), 27, 1 (227, 39), 46 A (269,
34).
Theben (ef^ßon) in Boiotien 4,16 (27, 1),
19 (28, 2), 18 B 23 (125, 26), 32 B 16
(246, 25), 34, 1 (250, 1), 3 (250, 11), 46
B 27 (275, 36), 76 B 24 (516,29).
Gi^ßri Kritias 81 B 2 ^614, 11). Bew.
(enßaTo(;) 69 A 6 (456,11), 67 A4
(483,23), 77 AI» (563, 1 Anm ), 81
A15 (611,28), 83,1 (637,1), 8.655
(z. 27,2).
Theben i. Ägypten 60 B 10 (461,23), 12
(461, 32).
Theliden 1 A 1 (3, 5).
Tbemis 21 C 2 (219, 17), 59 A3 (466, 16),
67 B 8 (485, 18).
Themkon, Awt 65 B 300, 10 (442, 7).
Thbmibtokleia 4,3 (22,38).
Thbmistoklss, d. S. d. Neokle«, ang.
Schüler d. Ancxag. 20 A 3 (138, 15 ff.),
Bereicherang 81 B 45 (627, 1).
Theosokos v. Byzanz 74 A 26 (534, 24),
76A30 (551,14), 76B14 (660,14),
78 A 2 (673, 19).
— V. Kyrene 31 (233, 1—22). Heric
31,1 (233,2), 2 (233,6), 3 (233, 7ff.).
Lehrer 31, 1 (233, 2). Schüler 81, 3
(233,7), 4 (233,10.11.18), 32 A 6
(234, 20). Mathematiker 31, 2 (233,
4), 3 (233,7), 4 (233.9.10), 5 (2B3,
21), 32 A 5 (234, 20).
Lehre: Theol. 2CA8 (224,1), 74
A 12 (630, 20). Mathematik 31, 4
(233, 12. 16}. Dialogpew. lAd (8,
15), 31,4 (233,8).
— V. Samos 31,3 (235,6).
— V. Tarent, Pytbag. 45 A (269, 2).
Theodotos 74 A 1 (626, 23).
THEoesETOs d. Thesaaler 66 A 1 (46»,
13).
Theognis V. Megara. Metrik 11 A 27
(36, 31), 18 A 15 (108, 6), Sammlung
S. 669 (z. 89, 1).
Theokbitos, V. d. Metrodoros 67 A 3
(461,4.5).
Theophrastos (nrsp. T^rtsmoB) 55 B
26 (395,26).
— , Goldmacher 47 B2 {^6, 38), s. Eeg. L
THE0PHRI8, Pythag. 45 A (289, 31).
TctEos, s. MsaAi.01 Teeoi.
THERAXENEa 4SA22 (298,3^, 77 A«
808
III. NAMENREGISTER.
(564,14), 7 (564,18), 81 A 10 (610,
24. 27. 28. 30), 17 (612, 4. 5), 81 B
(623, 6 Anm.), S. 666 (z. 34, 9).
Thersites 11 A 23 (36, 11).
Thessalien 76 A 7 (647, 1), 18 (548, 31);
32 (651, 24), 81 A 1 (607, 14. 24), 4
(609, 20), 10 (610. 32). Qtaaoi\iK6<;
epövo; 81 B 2 (614, 6). Bew. [Geö-
aaK6q) 5 (28, 18), 66 A 1 (469, 13),
76 A 1» (545, 4), 19 (549, 6. 12), 81 A
1 (607,22.24.31), 81 B 31 (622,25
Anm. 26), 33 (623, 18), 83, 2 (638, 28).
Thesetjs 46 A 33 (299, 45), 66 A 8 (471,
23), 67 AI (482,23), 81 B 16 (617,
18. 21), 20 (619, 18).
Thesmophosia 55A28 (356, 28), 29 (366,
38), 66 B 21 (482, 6 Anm.).
Thesproten (e€0Ttpu)Tot) 67 B 6 .'485,
JO).
Thestor, Pythag. 46 D 7 (286, 46).
Thoosa, Emp. 21 B 122 (209, 11),
Thoth 46 B 2 (270, 15).
Theakien (0p<iiKri) 4,10 (25,21), 16
(27, 7), 32 A 4 (234, 8), 39, 1 (266, 10.
12), 48 All (296,22), 65 A 2 (352,
46), 55 B 14, 7 (391,46), 300,17 (443,
47), 66 AI (469, 5), 73 B 35 (517, 14),
74 A 2 (627, 22). 0p(iiKio<; (tioAi?)
60 A 2 (458, 25). i■niQ^^a 66 A 4
(471, 4). Gpqöcra (aavlt;) Eur. 66 A
7 (471,19). Bew. (GpäiS, Gpf^iH) 4,
2 (22, 23. 24. 30. 32), 9, 2 (33, 16), 11
B16 (49,12), 55A65 (362,22), 66
Bll (476,3.4), 83,2 (639,6).
GpÖiTTO 1 A 9 (8, 16), 47 B 1 (325,
24).
Thbaseos, Pytbag. 45 A (268, 37).
Thkastbulos V. Milet 1 A 1 (4, 14. 5, 3).
-. V. Athen 78 A 6 (674, 21), 81 A 1
(607,32), 12 (611,9.14).
Thbasydamos, Pythag. 45 A (269, 17).
Thkasymachos V. Ohalkedon 78 (573—
679).
Leben: Herk. 78 A 1 (573,11), 8
(675,4), 18 (675,25}, 78 Bl (576,6)
u. ö. Lebenszeit 78 A 3 (674. 3).
Persönl. 78 A 10 (575, 8). Schüler
78 B 1 (676; 8), [vgl. 78 A 1 (673» 13)],
81 B 75 (629, 19). Tod 78 A 7 (574,
24), 8 (575, 1). Sophist 78 A 1 (673,
11), 2 (573, 16), 8 (675, 4). Physiker
78 A 9 (576, 5). Schriften 78 A 1
(573,14), 9 (57ö,6), 76 B 14 (560, 14).
Lehre: Theo).. 78 B 8 (678,32),
Dialektik 74 B 6 (538, 16) , 78 B 6
(678; 14). Politik 78 B 1 (578, 17),
2 (577, 26). Ethik 78 A 10 (675; 15).
Rhetorik 78 A 1 (573,12), 13 (576,
23.29), 78B3— 7 (578,1—29), 76 B
5a (5.56. 20), 14 (.560, 14). Stillehre
76 A 30 (561, 13), 76 A 32 (551, 18),
76 B 6» (656,23), 78 A 1 (573,12),
3 (574,1), 13 (576,23.27), 7S B 1
(676, 4). Philologie 78 A 4—6 (674,
8—20). Schrift über ihn 78 A 14
(075,35). Dialogperson 78 A 10
(576, 8).
Thea8ymed.es, Pythag. 45 A (268, 33).
Thurydides, Oloros' S.
Lehrer 76 A 1 (544,16), 77 A 9
(564,22), 80 A 2 (588,4), 81 A 17
(612, 8). Rhetor 81 A 17 (612, 4).
Stil 77 A 9 (564,22), 78 A 12 (675,
21), 79 BIO (585,5), 80 A 2 (588,7),
81 A 17 (612, 7), 18 (612,11), 20 (612,
27), 82 (629, 23 Anm.). Schrift üb.
ihn 73 A 5 (512, 18), 78 A 14 (575, 35),
s. Reg. L
— , d. Melesias S. 46 A 1 (294,34), 16
(297,25.30).
Thurioi 21 AI (160,6), S.628,14x\.nm.
Bew. (Goupio?) 27, 4 (228, 9), 74 A 1
(526, 15). GoupioKÖ^ (= Goupiog
27, 3 (227, 46).
Thyella 71 B 5 (509, 19).
Thyestes, GueöTeia öeiirva 29, 10 (230,
43).
Thymaridas, Pythagoreer 45 A (269,12),
45 D 7 (286, 46).
Thyrion 1 A i (4, 32).
Thyrsos 13 A 8 (88,28).
Timainetos, Maler 67 A 5 (483, 30).
Timaios V. Lokroi 36 (266, 1—18).
Herk. 32 A 24 (238, 18), 35 A5
(262, 9), 36, 1 a (265, 8), 45 A (269, 12).
Leiirer 30,1 {265,2}, U (265,8), 3
III. NAMENHEGISTIIR.
809
(266,16), 4ÖA (269,12). Schüler
35 A 5 (252, 9), 40, 4 (266, 37j. Be-
nutzer 35» 6 (264,38), 36,4 (266,17).
Politiker 36,1 (266,4). Philosoph
36. 1 (266, 6). angebliche Schriften
36, 1» (265,8), 4 (265,18). Schriften
über ihn 36, 2 (266, 10).
TiMAios V. Kroton (identisch m. d. vor. ?)
45 A (268, 31).
— V. Tauromenion, Inhalt d. xiii., xiv.
B. S. 680 (z. 152, 48). Polemik
gegen Herakleides Pontikos S. 679
(z. 149, 36), s. Reg. I.
Timares, Pythagoreer 46 A (269, 14).
TiMASios, Pythagoreer 46 A (269,10).
TiMESiANAX, Pythagoreer 45 A (269, 12).
TiMOCHAETS, Astronom 1 B 1 (11, 11).
TiMOKLBS V. Syrakus 66 AI (469,17).
TiMOKKEON V. Rhodos 78 B 4 (678,7
Anm.).
TiMON d. Sillograph 11 B 41 (62, 20).
Schüler d. Pyrrhon 60 A 3 (458, 30),
62 A3 (463,3).
TiMosTHENES, Pythag. 45 A (269,17),
64. 2 (466, 20).
TiMOTHEOS, Gegner d. Dem. 27,4 (228,1).
— V. Müet S. 693, 2 (z. 223, 5).
TiMtcHA, Pythagoreer 46 A (269, 30).
Titanen 11 B 1 (45,9), 21 B 27 (183,12),
123 (809, 13). Orph. 66 B 13 (478,
7. 9), 16 (480, 2). Mus. 67 B 8 (486,
24.32). Epimen. 68 B 24 (498,11.
18). Pherek. 71 B 4 (509, 2. 8).
Aku8. 73 B 4 (513, 13). TiTovfös?
(ders.) 73 B 4 (513, 14). Titov MQ^,
Emp. 21 B 38 (187, 2).
TiTANOMACHiA 67 B 14 (486, 29).
TiTHONüs, Horat. 35 A 3 (251, 20).
Titteos 13 A 1 (87, 7).
Tlepolemos 73 B 41 (618, 7).
TNEPUACHTHoa 60 B 10 (461, 15).
ToxoTES fßtembild) 66 B 14, 3 ^91, 14),
14, 8 (392, 47).
TkajEIS (Fluß iu Unteritalien, Tpäet?,
T€Tp<5€i^) 4, 14 (26, 16).
Tbiptolrmos 66 B 15» (479, 20), 67 A 3
(483, 13), 67 B 10 (486, 8) , 68 A 8
(483, 16).
Teiton 68 B 24 (498, 5 Anm.).
Teoqlodyten 80 B 47 (698, 6).
TßoiA 4,8 (24,34), 79 A 2 (679,17), 9
' (681, 14), 10 (681, 22). TpujiKoUp6-
voi 66 A 56 (362, 18). Troiana tem-
pora Hör. 35 A 3 (261, 23). rä
TpiuiK(i (Trojanischer Krieg. 11 A 10
(36, 12), 66 Ä 1 (469,8), 72, 1» (611,7),
79 B 9 (Ö84, 28). Bew. (Tpuj(j) 36» 4
(264, 34) , 65 B 23 (394, 24y , 73 B 31
(516,20.23), 83,1 (636,28).
Teoizen (TpoiZi^v, TpoZi^v), Bew< (Tpoi-
Zli^vio^) 21 A 1 (153, 24).
Trophonion 66 B 17 (480, 12 Anm.).
Trophonios 10, 3 (33, 31).
TUBERO S. AeLIUS.
Tuskee (OoOöKoi, gew. ToOaKoi) 65 B
14, 6 (391, 41).
Tyche 1 A 1 (6, 27). Emped. 21 B 103
(202, 11). plur. Orph. 66 B 21 (481,
19).
Tydeus, ath. Stratege 67 B 22 (488, 23).
Typhon 32 A 14 (237, 3. 4. 7), 68 B 8
(495,29.496,1), 71 B 4 (609,3), 73 B6
(513, 23), 37 (517, 27).
TvEOS, Bew. (Tupioc;) 4,8 (24,8), 63,1
(466,2).
Tyerhenia 4, 7 (23, 42), 45 D 7 (287,6).
Tupanvii (pidAri 81 B 2 (614,8).
Bew. (TuppT]v6(;) 4,8(24,8.10), 45 A
(269, 28), 45 D 7 (287, 6. 6). köXito?
Tuppr^viKÖ? (Tyrrhenisches Meer) 26
B 1 (225, 42).
Tyesenis 46 A (269, 36).
TYH8ENOS 46 A (269, 10).
Tyrtaios (?) 21 A 25 (167, 26).
Ttrtamos (= Theophrastos) 65 B 26
(396,26).
Ubanionen 66 B 13 (478, 8).
Up^nob. 13 B 62» (97, 22), 46 B 36 (2'?7,
42), 66 A 12 (472, 9. 16), 66 B 8 (476,
10), 9 (476,19), 12 (476, 38 Anm.),
13 (478, 1. 3. 10), 17 (480, 14), 73 B 28
(616,7.10).
Vaero, Reatinus, Vox'f. e. Ged. de rervrn
natura 21 A 24 (167, 19). über
810
in. NAMENEEÖISTER.
Gestimaufgänge 65 B 14, 6 (391, 42).
Quelle Oensorins 3ö» 2 (2G4, 20. 699).
0. Velleius b. Cic. ö4 A 11 (346, 34).
T. Vetumüs Calvinus b. Cic. 36 A 9
{230, 10).
"Wassekmann s. Hydrochoos.
Weise, sieben 73» (618—624).
Katalog 1 A 1 (3, 6. 4, 21. 26 ff. 36.
40. 43. 46. 47. 6, 7. 16), 73» 1 (618, 22.
519,1), 2 (619,22.32), 3 (620,10.
621, 4. 17. 31. 622, 10. 21. 623, 14), 81
A 3 (608, 30), 81 B 7 (616, 8). Zeit
1 A 1 (3, 8). Gesch. v. Dreifuß 1 A 1
(4, 16). Zusammeakünfte 73» 1 (518,
16), 2 (619,28). Dichter 73» 1 (618,
13). PoHtiker 73» 1 (518,16), 2
(619, 21. 25). Apophth. 73» 1 (618,
20) , 2 (619, 27. 29. 34. 620, 5 Anm.),
3 (620, 8) , 81 B 7 (616, 7). Bedeu-
tung 73» 1 (618, 10), 73b 1 (524, 11).
Schrift über sie 1 A 1 (4, 45).
Widder b. Keios.
Xanthippos, S. d. Periklea 28 A 1 (228,
18), 74 A 11 (630, 11), 74 B 9 (539, 18).
Xantbos (= Skamander 74 A 30 (536,29).
Xenudes 76 (643, 23. 27).
Xenokades, Pythag. 45 A (268, 36).
XenOkrates V. Chalkedon, Akademiker
32 A 13 (236, 14). Prinzipien 19 A
22 (130, 47), 21 A 43 (160, 36), 32 A
13 (236, 14). Psychol. 8, 11 (31, 12),
66 A 79 (366, 9). Satirenschreiber (?)
11 A 21 (36, 6).
Xenon v. Akragas, V. d. Akron 21 A 3
(164, 12).
— V. Lokroi, Pythag. 45 A (269, 13).
Xenophanes V. Koiophon 11 (34—64).
Leben: Herk. 11 A 1 (34,3.7), 6
(34,44), 7 (36,1), 8 (36,2.7) u. o.,
33 (41, 22), 36 (42, 22). Lebenszeit
11 AI (34,10.13.27), 4 (34,39), 6
(34, 46), 7 (35, 1), 8 (35, 3. 7), 9 (36,8),
10 (36, 11. 14), 11 B 8 (48, 1), 22 (50, 6).
Reisen 11 A 1 (34, 7), 13 (35, 24), 11
B 8 (48, 4). Lehrer 11 A 1 (34, 8),
2 (34, 36), 6 (34, 44), 18 AI (106, 27).
Schüler 11 A 2 (34, 34), 5 (34, 41), 8
(36,2), 29 (40,6), 30 (40,16), 31 (40,
27), .36 (42,23), 12 A 1 (64,39), 1»
(66,46), 18 AI (105,28.32), 2 (108,
17), 7 (107,10), 22 (108,41), 18 B 1
(113, 26) , 19 A 2 (127, 14), 64 A 4
(343,36). Nachahmer 11 C (63,16
—64, 10). Tod 11 A 1 (34, 29).
Politiker 11 A 1 (34, 7), 11 B 2 (45,
13), 3 (46, 16). Dichter 1 B 1 (11,
10), 11 A 1 (34,10), 5 (34,42), 18-27
(36, 46-36, 34), 18 A 19 (108, 20).
Rhapsode 11 A 1 (34, 12). PhUo-
soph 11 A 1 (34,8), 9 (36, 10), 10 (36,
12), 13 (36, 30), 20 (36, 4), 66 B 14, 1
(390, 27). Schriften 11 A 1 (34, 10.
26), 20 (36,4), 22 (36,8), 23 (36,10),
36 (42,4), 36 (43,28), IIB (44,13-
63, 16) , 66 B 14, 1 (390, 28). Apo-
phthegm. u. Anekd. 11 A 1 (34,21.
22. 30), 12-17 (35, 19-44).
Lehre: Theol. 11 A 1 (34, 15. 17.
21), 4 (34, 39), 24 (36, 14. 19), 28-36
(36, 36-42, 36), 62 (44, 9), 11 B 14—
16 (49,1—12), 23-27 (60,13-26),
18 A 8 (107, 20), 74 A 12 (630, 28
Anm.), 76 (643,27). Kosmol. aUg.
2,17 (16,30), 11 AI (34,16.19), 32
(41, 14), 33 (41, 38), 37 (42, 37). 8p<jz.
11 A 1 (34,16), 32 (41, 16. 19), 33
(41,28), 38-48 (42.39—43,43), IIB
28-32 (61,1—18), 20 A 6 (140,976»
32). Psychol. 11 A 1 (34, 20. 24),
24 (36,14), 25(36,17), 32 (41,13),
49-62 (43,44—44,12), 11 B 18 (49,
16), 34-36(61,21—62,6). Physiol.
11 B 33 (61, 20). Skepsis 19 B 4
(136, 6). Urteile über and. Dichter
und Philos. 11 A 1 (34, 6. 11. 12), 11
(36, 17), 19 (36, 1), 22 (36, 7), 36 (42,
13. 18), 11 E 1 (46, 9) , 6 (47, 11), 7
(47,16), 10—13 (48,10-24), 19. 20
(49, 19. 23), 21 (60, 1). Urteüe and.
Philos. üb. ihn 11 A 1 (34, 29), 20 A 7
(141, 16). Schrift üb. ihn H A 28
(36, 36).
Xenophanes v. Lesbos HAI (34, 33}.
Xenophantes, Pythag. 46 A (268. 37).
III. NAMENREGISTER.
811
XENOPHHiOS V. ChalkiB, Pythag. 4,9
(26,10;, 39 (266,9-24)
— V. KyzikoB, Pythag. 46 A (269, 27),
vgl. S. 266, 13.
Xenophok t. Athen, ang. Schüler des
ProdikoB 77 A 1^ (663, 2 m. Anm.).
Verf. d. OikonomikoB 36 B (264, 4).
Autor eines Apophth. 46 A 1 (294,
40;. Schrift über ihn 80 A 4 (590,
16). versprengte Notiz über sein
Leben S. 666 (z. 34, 9). Verdorbe-
ner Name 11 B 43 (63, 1. 6)?
— V. Lampsakos S. 660 (z. 63,6).
Xentas, Pythag. 45 A (269, 24).
Xebxes 18 A 11 (107, 34), 21 A 1 (161,
2), 46 A 1 (293, 31), 65 A 1 (350, 16), 9
(353, 36), B 300, 13 (442, 36), 60 B 6
(469, 40), 74 A 2 (627, 20, 22), 70 B 4
(602, 27 Anm.), 76 B 5» (667, 1).
XxjTHOs 23 (220, 13-19), 26 A 1 (220,
80), 3 (221, 18).
Zaleukos, Pythag. 45 A (269, 14).
Zamolxis (Salmozis) 4,2 (22, 20 ff.), 66
A 66 (362,23).
Zaukle 11 A 1 (34, 7).
Zasatas (ZarathuBtra, Zoroastres) 4,11
(26,26), 66 B 300, 13 (442,37), 13»
(443, 18), S. 656 (z. 25, 25).
Zenodotos, Mathematiker 29,12 (231,8).
^ arammatiker 26 B 1 (225, 39). Z^vo-
ÖÖTöo^ 46 AI (296,16).
Zenon V. Elea 19 (126—136).
Leben: Herk. 19 A 1 (126, 11. 12),
2 (127,12), 4 (127,26), 8 (128, 15 ff.).
Lebenszeit 18 A 11 (107,32.36), 19
A 1 (127, 10), 2 (127, 12), 3 (127, 20), 11
a28,33), 20 A 2 (135, 29), 21 A 1 (160,
42), 29,1« (229,38), 56 AI (351,48),
Persönl. 19 A 1 (126, 17. 38), 11 (128,
34). Reisen 18 A 4 (106, 28), 19 A
11 (128, 31). Lehrer 18 A 2 (106,
19j, 4 (106,29.31.32), 12 a07,39),
19 A 1 (126, 12. 17), 2 (127,14), 4 (121,
26), 7 (128, 7), 10 (128, 27), 11 (128,
84. 44), 12 a29, 6), 15 (129, 29. 34. 37),
21 (130, 24. 29), 21 A 1 (150,42), 21
A19 (156,20.22), 64 A4 (343,37),
5 (343,38), 10 (346,22), 56 AI (450,
17). Schüler 19 A 4 (127, 24. 28. 29.
31), 64 A 1 (342, 33), 4 (343, 37), 66
A 1 (450, 17). Gegner 19 A 1 (127,
14), 69 A 13 (457, 17). Tod 19 A 1
(126,23), 2 (127,17), 6 (127,34).
PoUtiker 18 A 12 (107, 39) , 19 A 1
(126,22.24), 2(127,17), 4 (127,27),
6 (127, 34), 6—9 (127, 37-128,
24), 16 (129, 31). Dialektiker
19 A 1 (126, 14. 20), 2 (127,16), 4 (127,
32), 9 (128,20) 10 (128,' 26. 27), 13
(129,14), 14 (129,17.22), 16 (129,29.
36. 88), 29 (132, 25 28). Phüosoph
19 A 1 (126, 22), 4 (127, 27. 31), 19 B
4 (135, 5) , 21 A 1 (160, 43), 65 A 1
(361,48). Schriften 19 A 1 (126, 22),
2 (127,14), 11—16 (128,30—129,40).
Apophth, 19 AI (127,7), 16—20(120,
41—121,8). Verwechslung la. Em-
ped. S. 680 (z. 163, 44).
Lehre: Prinzip 11 A 28 (40, 1), 19
A '1(127, 2. 3), 12 (129, 7), 13 (129, 16),
14 (129,17), 16 (129, 26. 34. 37^, 16
(129,43), 21—29 (180,12—132,37),
19 B (133, 1-136, 16), 20 A 6 (140,
976» 26), 76 B 1 (682, 4). TheoL
19 A 30 (132, 28), Kosmol. 19 A 1
(127, 3). Psychol. 11 A 49 (43, 46),
19 A 1 (127, 6). Phyaiol. 19 A 1
(127, 6). Skepsis 19 B 4 (136, 5), 69
A16 (457,25).
Zenon v. Kition. Lebenaz. 19 A 1 (127,
10). Dialektik 19 A 16 {129, 28).
Kosmol. 18 A 38 (111, 23), 46 A 63
(306, 44). Psychol. 12 B 13 (64, 8).
Zepbtros 73 B so (516, 16 ff.).
Zetbs 73 B 19 (614,33), 86 (617, 6).
Zeus Ammon 60 B (7 460, 4), 8 (461, 4),
DiktaioB 68 Bl (494,16), Kronion
26 Bl (225,31), Olympios 66B21
(482, 6), 74 B 9 (639,16), vgl. 11 B 2
(46,16). =a Heüoe lAl (6,33),
= ecpiu^v 18 A 20 a08, 31), 21 A 23
(167,14), r= aiei^p 21 B 6 (176,9),
S. 669 (2. 61, 3) , 46 A 112 (812, 39).
= wOp 66 B 21 (481, 17), «* Kcpouvöc
S. 663 (z. 71, 16), =« a«^p 61 A 8 (829,
812
III. NAMENREGISTER.
84 , 61 C 2 (341, 7), 4 (341, 23), 55 B
SO (397, 20) , = ttveOMö 60 B 7 (460,
31) =;:dvaTKn «pi5ö€uj(; 51 C 2 (341,
9), »= voö<; 48,6 (326,34), 51 C 2 (341,
7). Lenker d. Kosmos 60 B 7 (461,
1), 66 B 13 (477, 21).
b. Homer 12 (48, 21), 21 A 1 (153,
32), 68 B 21 (495, 21), 73 B 5 (513, 16),
79 B 20 (586, 10), Heeiod 68»B6 vöOO,
10 ff.), 7 (501, 8), Archü. 12 A 16 60,
68), Orph. 66B.6 (474,28), 8 (475,
12), 9(476,19), 12 (476, 36 Anm), 14
(478,13), 18» (478, 28 ff.), 16 (480,3.
6), 18 (480, 20 Anm.), 21(481,17), 22
(482, 11), Muaaios 67 B 8 (485, 17 ff),
12 (486, 18 ff.), 15 (487, 5), 16 (487,6),
Epimenid. 68 A 1 (490, 29) , 68 R 8
(4e6,30ff.), 14 (496,31), 16 (496,85 ff.),
23 (498, 2), 24 (498, 10. 14). Pherekyd.
(Z(4(;) 71 A 7 (506, 27), 8 (506, 29. 31),
9 (507,2.6,8), U (507,12), 71 B 1
(507, 20 ff.), 2 (606, 8. 12. Anm,), 3 (508,
17), 4 (509, 8), 6 (609 12. 19), 13 (510,
16), AkusilaoB 73 B 9 (513,31), 10
(614,6.7), U (514,8.5), 16 (514,21),
16 (514,25), Iß (614,31), 26 (516,1),
36 (517,19), 41.(518,7?), HerakL 12
ß 32 (67,12), 120 (78, 18), 12 P 1(81,
16, 17), 3, 1 (86,16), S.663 (z. 71, 15),
EpiCham. Enni 62» (97,22), 63 (97,
24 ff.), Emp8d. 31 A 23 (157,11. 14),
33 (159,18.16.24).. 21 B 6 (175,9),
128 (210, 28), 142 (215, 7), Philol. 32
A 14 i236, 38. 39. 237, 6), IG ,2S?,14),
32B20 (247,3),. Pythagorcfci- 45 B
37 (278, 16.31. 32),Metrodor v.Lamps.
48,3 (326,15), Anaxagoreer 48,6
(326,34), Diogenes v. Apoll. 61 A
8 (329, 33J, Eurip. 46 A 112 (312,39),
51 C 2 (341; 9), Arifitoph. 61 G 1 (340,
24), Demokr. . 65 B 30 (397, 21), 142
(410, 6), 165 (416, 10), Protag. 74 C 1
(541, 8 ff.), Gorg. 76 8 6» (667,2), 6
557,26), Eritias81B16(617,14. 618,
7.9), Arat 68B21 (497,21), Kleanth.
12 0 4 (86, 87), ApoUon. Rhod. 55 B
14,6 (391,36), Horat. 36 A3 (261,
21 ff).
Parhedroi Dike u. Themis 59 A
3 (455,15), 5 (466,42). Verwaftd-
lung der T«lcbinen 18 B 34 (126, 3).
Vater Ales. d. Gr. 69 A 4 (455,28),
7 (466,28). iv AiÖj CA-uJRentbalt d.
Seligen) 59 A 1 (454, 23), vgl. 21 B
142 (215, 7). Schwur ^a Aia 13 B 1
(89, 20), 62 B (463, 44). Tempel in
Theben (Aeg.) 60 B 10 (461, 23).
Planet 56 A 92 (387, 26).
ZoiLOSi Homeromastix 78 A 13 (675,26,
31).
ZoPYBOs V. Heraklea, Orphiker 66 A 1
(469,19. 470,3), 1^ (470,17).
— V. Tarent, Pythägoreer 45 A (269,3).
ZOROASTEK S. ZaRATAS.
o
•■WIB^ ^ IWUW
! B
Diels, Hermann (ed)
^f^
Die Fragmente der Vorso-
m
kratiker
1922
k Aufl.
Bd.3
>
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