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Mini-Workshop: Computations in the Cohomology of Arithmetic Groups

, 2017
Explicit calculations play an important role in the theoretical development of the cohomology of groups and its applications. It is becoming more common for such calculations to be derived with the aid of a computer. This mini-workshop assembled together
E. Bayer-Fluckiger   +2 more
semanticscholar   +1 more source

Eisenstein series, cohomology of arithmetic groups, andautomorphic L-functions at half integral arguments

, 2014
The automorphic cohomology of a reductive Q–group G, defined in terms of the automorphic spectrum of G, captures essential analytic aspects of the arithmetic subgroups of G and their cohomology. The subspace spanned by all possible residues and principal
Neven Grbac, J. Schwermer
semanticscholar   +1 more source

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