| Orateur(s) | Christopher Voll - Bielefeld,
|
| Titre | Uniform analytic properties of representation zeta functions of groups |
| Date | 09/12/2016 |
| Horaire | 16:00 à 17:30 |
|
| Diffusion | |
| Résume | Representation zeta functions of groups are Dirichlet-type generating functions enumerating the groups' finite-dimensional irreducible complex representations, possibly up to suitable equivalence relations. Under favourable conditions, these zeta functions satisfy Euler products whose factors are indexed by the places of number fields. I will discuss how p-adic integrals can be used to study these Euler products and how this sometimes allows us to capture some key analytic properties of representation zeta functions of groups.
|
| Salle | salle Pierre Grisvard, IHP |
| Adresse | IHP |
