Identities and central polynomials of real graded division algebras (1701.01436v1)

Published 5 Jan 2017 in math.RA

Abstract: Let $A$ be a finite dimensional real algebra with a division grading by a finite abelian group $G$. In this paper we provide finite basis for the $T_G$-ideal of graded identities and for the $T_G$-space of graded central polynomials for $A$.

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