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Problems in the Calculation of Group Cohomology
Let p be a prime number, and let G be a p‐group which is not elementary abelian. For every mod‐p cohomology class ξ of G which restricts trivially to all proper subgroups, we show that ξp = 0. This gives upper bounds for nilpotency degrees of such classes of G and of nilpotent mod‐p cohomology classes of finite groups. 1991 Mathematics Subject Classification 20J06.
Bulletin of the London Mathematical Society – Wiley
Published: May 1, 2000
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