Noncommutative Jordan algebra
id:
noncommutative-jordan-algebra-298-6843431
title:
Noncommutative Jordan algebra
text:
In algebra, a noncommutative Jordan algebra is an algebra, usually over a field of characteristic not 2, such that the four operations of left and right multiplication by x and x2 all commute with each other. Examples include associative algebras and Jordan algebras. Over fields of characteristic not 2, noncommutative Jordan algebras are the same as flexible Jordan-admissible algebras, where a Jordan-admissible algebra – introduced by Albert (1948) and named after Pascual Jordan – is a algebra t
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encyclopedia
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https://en.wikipedia.org/wiki/Noncommutative_Jordan_algebra
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date modified:
2022-01-16T23:11:44Z
main entity:
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