Aims of the  conference

Foster the systematic study of Galois module structure by means of tools and methods developed in arithmetic algebraic geometry. This conference is aimed   at researchers in the field whom it  offers an  overview of the subject and an opportunity to meet and  at researchers in nearby fields to whom  it offers potential  applications of techniques they are acquainted with.

There will be two kinds of lectures :

        - mini-courses or morning tlak series, which summarize results and techniques that lay at the foundation of  recent approaches (see below)

        -  individual lectures on the state-of-the-art (see the on-line programme  below for the complete  list)

Morning Talk Series

 A    Beilinson's conjectures

                    Four Lectures byJ. Nekovar (Cambridge, UK)

 B    I wasawa Theory Applicable to the Subject

        a) Iwasawa theory and cohomology

                    Three Lectures by C. Greither (Munich, D)

        b) Iwasawa theory and special values of L-functions

                    Three Lectures byD. Benois (Bordeaux, F)

 C     Recent results in Galois Module Structure

         a) Coherent Euler characteristics and Galois module structure

                       Three Lectures by T. Chinburg (Penn, Philadelphia, USA)

          b) Application of the Deligne-Riemann-Roch theorem

                         One Lecture by M. J. Taylor (UMIST, UK)
 

Afternoon Talks
 

A  Around Stickelberger: J. Lee,  C. Popescu, V.  Snaith

B  Explicit Structures:  J. Fowler, G. Elder, N. Byott, H. Gangl

C  Iwasawa or p-adic representations  in play:  A. Agboola, J. Ritter, A. Weiss

D  Equivariant Bloch-Kato and Riemann-Roch:  N. Borne, W. Bley, M. Flach
 
 
 
 
 

The GaMAG  leaflet

C. Greither's talk series

T. Chinburg's talk 1
T. Chinburg's talk 2
T. Chinburg's talk 3

M. Taylor's talk
 
 
 
 

This event is  jointly organized by the universities of Bordeaux I , Lille I andValenciennes with the financial support of

• GDR de Théorie des Nombres
•  A2X  de  Université  Bordeaux 1
• AGAT de Université Lille 1
•  Lamath de  l'Université Valenciennes
• Journal de Théorie des Nombres de Bordeaux
• GTEM European Network

Philippe Cassou-Noguès (Bordeaux 1)phcassou@math.u-bordeaux.fr
Boas Erez (Bordeaux 1) erez@math.u-bordeaux.fr
Alexis Michel (Bordeaux 1) michel@math.u-bordeaux.fr
 

This page will be regularly updated
Last update  July, 15 2001
A. M.  anno fecit MMI