Modules de Swan et courbes elliptiques à multiplication complexe

The purpose of this paper is the generalisation to wildly ramified extensions of Taylor's result [T] on the Galois module structure of the ring of integers in a tamely

— In the course of the proof of Theorem 1, the local root number will be seen to play a very special role (instead of using the local Galois Gauss sum which is the usual tool)..

Then we consider an example of a pair of permutation groups of degree 8 and order 16 whose cycle types and induced Haar measure on S 8 -conjugacy classes are equal.. We show how

Keywords: surface braid group, sphere braid group, projective plane braid group, configuration space, lower algebraic K-theory, conjugacy classes, virtually cyclic

In this section, we describe how a conjecture of Sakellaridis and Venkatesh on the L 2 spec- trum of symmetric varieties relates to the method we have used in this paper, in

the homology of the quotient spae in many ases of non-trivial lass group2. A ompletely dierent method to obtain

WEBER : Zur Théorie der elliptischen Functionen (îweùe Abhandiung) qui donne un grand nombre de résultats numé- riques pour les fonctions des modules dans la multiplication

When (c) holds, there is a one-to-one onto correspondence between primitive idempotents in KG and isomorphism classes of irreducible KG-modules with finite centralizer