This seminar's topic is the local Langlands conjecture for GL(n) over a p-adic field. More information can be found in the syllabus. Below you will find information about where the seminar meets, a schedule of talks for the seminar and relevant reading for each talk.

Location:

MCS B21

Dates:

Monday

2:30pm-4:00pm

Friday

3:00pm-4:30pm

Participants in the seminar should click here to find files relevant to the seminar.

Date

Speaker

Topic(s)

Jan 17

Jared

Overview and motivation

Jan 20

Jan 24

Hudson

Number theoretic background

Jan 27

Ben

L-functions of Galois representations

Jan 31

Aditya

Local ε-factors

Feb 3

David C.

Introduction to representation theory of p-adic groups

Feb 7

James

Induction

Feb 10

Dylan

Supercuspidals and Bernstein-Zelevinsky

Feb 14

Ben

Local Whittaker models

Feb 17

Feb 21

Feb 24

Hudson

Local L- and ε-factors

Feb 28

Mar 4

Aditya

Explicit instances of the correspondence

Mar 7

John

Characterization of the correspondence

Mar 10

Mar 14

Mar 17

David R.

Global theory for GL(2), I

Mar 21

Jared

Global theory for GL(2), II

Mar 24

James

Global theory for GL(n), I

Mar 28

Mar 31

Ben

Global theory for GL(n), II

Apr 4

Hudson

L-functions for GL(n)

Apr 7

Aditya

Functoriality

Apr 11

John

Galois representations

Apr 14

Isabel Vogt

Henniart's proof, I

Apr 18

Hudson

Equality of L- and ε-factors almost everywhere vs. everywhere

Apr 21

Apr 25

Aditya

Harris' non-Galois automorphic induction

Apr 28

David C.

Henniart's proof II