On the Semisimplicity Problem for Group Rings
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Wed, 21/10/2009 11:30 |
Peter Pappas (Vassar College) |
Algebra Kinderseminar |
ChCh, Tom Gate, Room 2 |
The semisimplicity problem is the long-standing conjecture that the group algebra of a -group over a field of characteristic has zero Jacobson radical. We will discuss recent advances in connection with this problem. |
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of a
-group
over a field
of characteristic
has zero Jacobson radical. We will discuss recent advances in connection with this problem.