Definitions from Wiktionary (Clifford algebra)
▸ noun: (algebra, mathematical physics) A unital associative algebra which generalizes the algebra of quaternions but which is not necessarily a division algebra; it is generated by a set of γᵢ (with i ranging from, say, 1 to n) such that the square of each γᵢ is fixed to be either +1 or −1, depending on each i, and such that any product γᵢγⱼ anticommutes when its factors are distinct (i.e., when i ne j).
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▸ noun: (algebra, mathematical physics) A unital associative algebra which generalizes the algebra of quaternions but which is not necessarily a division algebra; it is generated by a set of γᵢ (with i ranging from, say, 1 to n) such that the square of each γᵢ is fixed to be either +1 or −1, depending on each i, and such that any product γᵢγⱼ anticommutes when its factors are distinct (i.e., when i ne j).
Similar:
Clifford module,
linear algebra,
hyperbolic quaternion,
composition algebra,
Jordan algebra,
division algebra,
non-associative algebra,
Albert algebra,
quasigroup,
coalgebra,
more...
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▸ Words similar to Clifford algebra
▸ Usage examples for Clifford algebra
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▸ Wikipedia articles (New!)
▸ Words that often appear near Clifford algebra
▸ Rhymes of Clifford algebra
▸ Invented words related to Clifford algebra