Résume | This is the first in a series of talks describing the recent
proof of the geometric Langlands conjecture (global, unramified, in
characteristic 0) for general split reductive groups. We will begin by
describing some of the setup (definitions of the most important objects)
and then turn to the proof that the tempered geometric Langlands functor
is conservative (which we proved jointly with Faergeman).
This overall series of talks will describe work that is joint with
Arinkin, Beraldo, Campbell, Chen, Faergeman, Gaitsgory, Lin, and
Rozenblyum. |