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Number theory group

Number theory group of UMPA.

The research subjects of the members of the Number Theory group are in the domain of arithmetic geometry, going from number theory to algebraic geometry. They cover several branches of arithmetic geometry, such as Galois representations, p-adic problems such as the p-adic Langlands program and p-adic cohomologies, and also motivic aspects that include K-theory and L-functions.

 

Group members

 

Permanent members

 

  • Laurent Berger (in charge of the group)
  • François Brunault
  • Gabriel Dospinescu
  • Sophie Morel
  • Wieslawa Niziol
  • Vincent Pilloni
  • Sandra Rozensztajn
  • Olivier Taïbi

 

PhD students, post-docs, visitors

 

  • George Boxer
  • Sally Gilles
  • Auguste Hébert
  • Damien Junger
  • Benoit Loisel
  • Manh-Tu Nguyen
  • Joaquín Rodrigues Jacinto
  • Juan Esteban Rodriguez Camargo
  • Weijia Wang

 

The seminar

 

Our seminar, the "Séminaire d'Arithmétique à Lyon", takes place on Thursdays at 2pm. It is a joint seminar with the number theory group of the ICJ. The organizers are George Boxer and Joaquín Rodrigues Jacinto.