“School of Mathematics”
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| Paper IPM / M / 14996 | ||||||||||||||||
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We prove that the Tate cohomology groups H^n(G/Phi(G), Z(Phi(G))) are non-trivial, whenever G is a finite p-group of class 3, or the pth term of the upper central series of G contains Z(Phi(G)). This confirms a conjecture of Schmid for these groups.
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