Mod $p$ representation theory of $p$-adic reductive groups.

Date: 
2018/01/24 Wed 15:00 - 16:00
Room: 
Room 110, Building No.3
Speaker: 
Noriyuki Abe
Affiliation: 
Hokkaido University
Abstract: 

(The group of valued points of) a reductive group ver $p$-adic field is
called p-adic reductive group. Motivated by the Langlands correspondence,
representations of $p$-adic reductive groups over the field of complex
numbers are studied for a long time. Recently, motivated by the $p$-adic
or mod $p$ Langlands correspondence, representations over a filed of
characteristic $p$ is studied. I will talk about a recent development of
this theory.