Computations of Witt Groups of Finite Groups.
The structure of the 2-Sylow-subgroup of K2(...), I.
Quadratic Forms and Artin's Reciprocity Law.
General symbols and presentations of elementary linear groups.
An idelic approach to the wild kernel.
Galois co-descent for étale wild kernels and capitulation
Let be a number field with ring of integers . For a fixed prime number and the étale wild kernels are defined as kernels of certain localization maps on the -fold twist of the -adic étale cohomology groups of . These groups are finite and coincide for with the -part of the classical wild kernel . They play a role similar to the -part of the -class group of . For class groups, Galois co-descent in a cyclic extension is described by the ambiguous class formula given by genus theory....
Page 1