On graded polynomial identities with an
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K.I. Beidar; T.-S. Chen; Y. Fong; W.-F. Ke
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Article
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2002
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Elsevier Science
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English
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Let G be a commutative monoid with cancellation and let R be a strongly G-graded associative algebra with finite G-grading and with antiautomorphism. Suppose that R satisfies a graded polynomial identity with antiautomorphism. We show that R is a PI algebra.