Nilpotent elements in integral representation rings of Hopf-algebra orders in group algebras of prime order

Jensen, A.L

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Publication date

December 1983

DOI

10.1016/0021-8693(83)90105-9

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Published by Elsevier Inc.

ISSN

0021-8693

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Abstract

AbstractIn this paper we shall find necessary and sufficient conditions for integral representation rings of Hopf-algebra orders to have non-zero nilpotent elements, when the order is a module over a discrete valuation ring, and an order in a group of prime order

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Nilpotent elements in integral representation rings of Hopf-algebra orders in group algebras of prime order

Abstract

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Nilpotent elements in integral representation rings of Hopf-algebra orders in group algebras of prime order

Abstract

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