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Turkish Journal of Mathematics

DOI

10.3906/mat-1011-535

Abstract

This paper investigates the structure theory of Z_d-central simple graded algebras and gives the complete decomposition into building block algebras. The results are also applied to generalized Clifford algebras, which are motivating examples of Z_d-central simple graded algebras.

Keywords

Central simple graded algebra, primitive d^{th} root of unity, \omega-Clifford algebra

First Page

560

Last Page

577

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