On graded polynomial identities with an antiautomorphism

Authors: Beidar K.I.; Chen T.-S.; Fong Y.; Ke W.-F.

Source: Journal of Algebra, Volume 256, Number 2, October 2002 , pp. 542-555(14)

Publisher: Academic Press

Abstract:

Let G be a commutative monoid with cancellation and let Rbe a strongly G-graded associative algebra with finite G-grading and with antiautomorphism. Suppose that Rsatisfies a graded polynomial identity with antiautomorphism. We show thatR is a PI algebra.

© 2002 Elsevier Science (USA)

Language: English

Document Type: Research article

DOI: http://dx.doi.org/10.1016/S0021-8693(02)00140-0

Publication date: 2002-10-01

• In this: publication
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• In this Subject: Mathematics and Statistics
• By this author: Beidar K.I. ;  Chen T.-S. ;  Fong Y. ;  Ke W.-F.

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