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- Title
Tensor products of Clifford algebras.
- Authors
Marchuk, N.
- Abstract
The article discusses the study on the tensor product of Clifford algebras and notes its unique canonical reductive representation. It tackles isomorphisms, canonical reductive representations of Clifford algebras, Finite tensor products and the commutativity of the Clifford algebra. The construction of an associative unital algebra is noted as well as the tensor product of an arbitrary finite number. It also investigates the Clifford multiplication rule and mentions the use of the field of real numbers.
- Subjects
CLIFFORD algebras; ASSOCIATIVE algebras; ISOMORPHISM (Mathematics); TENSOR algebra; REAL numbers; MODULES (Algebra)
- Publication
Doklady Mathematics, 2013, Vol 87, Issue 2, p185
- ISSN
1064-5624
- Publication type
Article
- DOI
10.1134/S1064562413020208