|
|
|
| Status | Confirmed |
| Seminar Series | MATH-IHES |
| Subjects | hep-th |
| Date | Wednesday 6 June 2018 |
| Time | 10:30 |
| Institute | IHES |
| Seminar Room | Centre de conférences Marilyn et James Simons |
| Speaker's Last Name | Templier |
| Speaker's First Name | Nicolas |
| Speaker's Email Address | |
| Speaker's Institution | Cornell University |
| Title | On the Ramanujan conjecture for automorphic forms over function fields |
| Abstract | Let G be a reductive group over a function field of large enough characteristic. We prove the temperedness at unramified places of automorphic representations of G, subject to a local assumption at one place, stronger than supercuspidality. Such an assumption is necessary, as was first shown by Saito-Kurokawa and Howe-Piatetskii-Shapiro in the 70's. Our method relies on the l-adic geometry of Bun_G, and on trace formulas. Work with Will Sawin. |
| arXiv Preprint Number | |
| Comments | Séminaire de Géométrie Arithmétique Paris-Pékin-Tokyo |
| Attachments |
To Generate a poster for this seminar : [ Postscript | PDF ]
|
|
[ English version ] |