• Lectures on the Langlands Program and Conformal Field Theory

Other references include:

• Tony Feng's notes on Geometric Class Field Theory 1 2 3
• Notes by Tony Feng on a Geometric Class Field Theory talk of Bhargav Bhatt
• Peter Toth's thesis on Geometric Class Field Theory

Local Systems, Perverse Sheaves, and More

• Notes by Brian Conrad on the classical Riemann-Hilbert Correspondence
• Geordie Williamson's Illustrated Guide to Perverse Sheaves
• Justin Campell's notes with examples of Perverse Sheaves as they related to D-Modules

The sections in the material covered below will refer to the notes unless otherwise specified. A proposed outline is filled in the table, with potential to change as the semester progresses.

Week	Speaker	Material Covered
1/28	Ricky M.	Overview of Class Field Theory
2/4	Ricky M.	Adelic Perspective of Class Field Theory
2/11	Angus M.	Global Function Fields & GCFT 1
2/18	Angus M.	GCFT 2
2/25	Ricky M.	Higher Dimensional Generalizations
3/4	NONE - AWS
3/11	NONE - SPRING BREAK
3/18	Xiao Z.	Perverse Sheaves & D-modules
3/25		Hecke Eigensheaves
4/1
4/8
4/15
4/22
4/29