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19 Kasım 2018, 13:40 
Bilkent Üniversitesi Topoloji SeminerleriTate cohomology and cohomologically trivial modules Muhammed Said Gündoğan
A G-module M is said to be cohomologically trivial if for any subgroup
H of G, all the Tate cohomology groups of H with coeeficients in M are zero.
We first define Tate cohomology using complete resolutions and discuss the
equivalent conditions for being cohomologically trivial stated in 8th
section of the chapter VI of Brown's book on Cohomology of Groups.
Topoloji İngilizce Mathematics Seminar Room, SA - 141. admin 20.03.2020 |
