Definitions from Wiktionary (Jordan algebra)
▸ noun: (mathematics) A non-associative algebra over a field whose product satisfies the axioms (i) xy=yx (the commutative law) and (ii) (xy)(xx)=x(y(xx)) (the Jordan identity).
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▸ noun: (mathematics) A non-associative algebra over a field whose product satisfies the axioms (i) xy=yx (the commutative law) and (ii) (xy)(xx)=x(y(xx)) (the Jordan identity).
Similar:
Albert algebra,
linear algebra,
associative algebra,
alternative algebra,
composition algebra,
Abelian algebra,
matrix algebra,
Boolean algebra,
associator,
Jordan matrix,
more...
Phrases:
▸ Words similar to Jordan algebra
▸ Usage examples for Jordan algebra
▸ Idioms related to Jordan algebra
▸ Wikipedia articles (New!)
▸ Words that often appear near Jordan algebra
▸ Rhymes of Jordan algebra
▸ Invented words related to Jordan algebra