The aim of this workshop is to provide an overview of recent developments in theory of p-adic L-functions associated to automorphic representations, covering both the construction of p-adic L-functions, and their relations to Euler systems in Galois cohomology via regulator maps. The workshop will consist of mini-courses, aimed at younger researchers, and more specialised individual lectures.
There will be three mini-courses, each consisting of four lectures, on the following topics:
- Construction of p-adic L-functions for automorphic forms on GL(2n), using the automorphic modular symbols introduced in work of Dimitrov
- Triple product p-adic periods and class field theory
- Construction of p-adic L-functions for GSp(4), using Pilloni’s higher Hida theory
The other talks will explore connections of these topics with other related areas of current research, such as Iwasawa theory, the theory of Hecke varieties and the theory of L-invariants.
|Baskar Balasubramanyam (IISER Pune, India)||Daniel Barrera (Universidad de Santiago, Chile)|
|Amnon Besser (Ben-Gurion University, Israel)||Antonio Cauchi (Université Laval, Canada)|
|Henri Darmon (McGill University, Canada)||Ellen Eischen (University of Oregon, USA)|
|Harald Grobner (University of Vienna, Austria)||Michael Harris (Columbia University, USA)|
|Andrei Jorza (University of Notre Dame, USA)||Francesco Lemma (Université Paris Diderot,France)|
|David Loeffler (University of Warwick, UK)||Vincent Pilloni (ENS Lyon, CNRS, France)|
|Alice Pozzi (University College London, UK)||Giovanni Rosso (Concordia University, Canada)|
|Eric Urban (Columbia University, USA)||Jan Vonk (University of Oxford, UK)|
|Christopher Williams (Imperial College London, UK)||Sarah Zerbes (University College London, UK)|
|Mladen Dimitrov (Lille, France)||David Loeffler (Warwick, UK)||Sarah Zerbes (London, UK)|
How to come? Click here for directions to the Laboratoire Paul Painlevé.
Accommodation: Use the registration form to request a room at the residence Reeflex or at a hotel downtown.
A list of hotels is available here.