Speaker:
Robert Kurinczuk
- Imperial College London
Wednesday, March 27, 2019
at
2:30 PM
Sala Riunioni II floor
For general linear groups over a p-adic field, local Langlands in families (established recently by Helm-Moss) provides a description of the integral Bernstein centre in terms of rings of functions on moduli spaces of Galois representations. I will describe a conjectural generalisation of this picture to all split reductive p-adic groups and, at the end of the talk, I will discuss recent progress towards proving this conjecture in different special cases. This is joint work with Jean-François Dat, David Helm, and Gil Moss.
