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DTSTART:19700329T010000
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UID:1214
SUMMARY:Pure Mathematics Seminar: Markus Linckelmann
DESCRIPTION:Quotients of finite group algebras over p-local rings\n\nIt is easy to see that over a p-adic ring a finite group algebra has only finitely many quotient algebras which are free over the base ring. We investigate connections between the finite group structure and the algebra structure of these quotients. In particular, we consider the question which of these quotients are symmetric algebras, and show that this property has some arithmetic implications for decomposition numbers. This is based on work with Radha Kessar and Shigeo Koshitani.
DTSTART:20131204T150000
DTEND:20131204T160000
LOCATION:A54, Postgraduate Statistics Centre Lecture Theatre
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