Explicit Methods in Number Theory
In honour of Henri Cohen

Bordeaux, France - October 2007, monday 15th - friday 19th

PRESENTATION

PICTURES FROM THE MEETING (courtesy J. Buchmann)


«Explicit methods» cover all effective, concrete, aspects of number theory. Besides algorithmic number theory proper, we include all researches in arithmetic using experiments or computations on digital computers, or simply motivated by complexity theory. Bordeaux is a huge number theory center, which historically was created around these algorithmic and experimental themes.

Henri Cohen has been the driving force behind these themes (creating with his team the computer algebra system Pari/GP). On the occasion of his retirement, we are organizing an international conference in Bordeaux around those explicit arithmetic subjects dear to Henri's heart.

Adress for the conference:

Institut de Mathématiques de Bordeaux
Université Bordeaux I
351, cours de la Libération
33405 Talence

Scientific Comittee:

Manjul Bhargava (Princeton), Noam D. Elkies (Harvard), Hendrik Lenstra Jr. (Leiden), Don Zagier (Collège de France & MPIM Bonn).

Organizers:

Karim Belabas (Bordeaux), Jean-Marc Couveignes (Toulouse), Denis Simon (Caen).


Funding is gratefully acknowledged from the following institutions:
  • Ministère de l'Éducation Nationale,
  • CNRS,
  • ANR (ARITHMATRICS project),
  • GDR 2251 (Réseau de Théorie des Nombres),
  • région Aquitaine,
  • Bordeaux 1 university,
  • the Institut de Mathématiques de Bordeaux,
  • the Journal de Théorie des Nombres de Bordeaux.

Page last modified: 30/11/2007, 16:29:28 Contact : emnt2007-org@math.u-bordeaux1.fr

GDR 2251