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- Quadratic_Jordan_algebra abstract "In mathematics, quadratic Jordan algebras are a generalization of Jordan algebras introduced by Kevin McCrimmon (1966). The fundamental identities of the quadratic representation of a linear Jordan algebra are used as axioms to define a quadratic Jordan algebra over a field of arbitrary characteristic. There is a uniform description of finite-dimensional simple quadratic Jordan algebras, independent of characteristic. If 2 is invertible in the field of coefficients, the theory of quadratic Jordan algebras reduces to that of linear Jordan algebras.".
- Quadratic_Jordan_algebra wikiPageExternalLink books?isbn=0387954473.
- Quadratic_Jordan_algebra wikiPageExternalLink irvine.pdf.
- Quadratic_Jordan_algebra wikiPageExternalLink 395.
- Quadratic_Jordan_algebra wikiPageExternalLink home.html.
- Quadratic_Jordan_algebra wikiPageExternalLink Meyberg(Reduced2).pdf.
- Quadratic_Jordan_algebra wikiPageExternalLink McCrimmon.
- Quadratic_Jordan_algebra wikiPageExternalLink icm1974.1.0325.0330.ocr.pdf.
- Quadratic_Jordan_algebra wikiPageID "39323582".
- Quadratic_Jordan_algebra wikiPageRevisionID "605931597".
- Quadratic_Jordan_algebra subject Category:Non-associative_algebras.
- Quadratic_Jordan_algebra comment "In mathematics, quadratic Jordan algebras are a generalization of Jordan algebras introduced by Kevin McCrimmon (1966). The fundamental identities of the quadratic representation of a linear Jordan algebra are used as axioms to define a quadratic Jordan algebra over a field of arbitrary characteristic. There is a uniform description of finite-dimensional simple quadratic Jordan algebras, independent of characteristic.".
- Quadratic_Jordan_algebra label "Quadratic Jordan algebra".
- Quadratic_Jordan_algebra sameAs m.0vpt206.
- Quadratic_Jordan_algebra sameAs Q17099687.
- Quadratic_Jordan_algebra sameAs Q17099687.
- Quadratic_Jordan_algebra wasDerivedFrom Quadratic_Jordan_algebra?oldid=605931597.
- Quadratic_Jordan_algebra isPrimaryTopicOf Quadratic_Jordan_algebra.