On a special polyadic of order n-p which can be derived from any p independent vectors in an n-dimensional space and which can be regarded as a generalization of the vector product
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On a special polyadic of order n-p which can be derived from any p independent vectors in an n-dimensional space and which can be regarded as a generalization of the vector product
- Publication date
- 1923
- Publisher
- Kristiania At commission by J. Dybwad
- Contributor
- Gerstein - University of Toronto
- Language
- English
14
- Addeddate
- 2007-11-13 17:35:07
- Call number
- AAY-4596
- Camera
- 1Ds
- External-identifier
- urn:oclc:record:667618415
- Foldoutcount
- 0
- Identifier
- onspecialpolyadi00naesuoft
- Identifier-ark
- ark:/13960/t4cn7256g
- Lcamid
- 330983
- Ocr_converted
- abbyy-to-hocr 1.1.37
- Ocr_module_version
- 0.0.21
- Openlibrary_edition
- OL7117676M
- Openlibrary_work
- OL7887921W
- Page_number_confidence
- 80
- Page_number_module_version
- 1.0.3
- Pages
- 66
- Pdf_module_version
- 0.0.23
- Possible copyright status
- NOT_IN_COPYRIGHT
- Ppi
- 500
- Rcamid
- 330834
- Scandate
- 20071115143756
- Scanner
- ias2
- Scanningcenter
- uoft
- Full catalog record
- MARCXML
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