Title: Whittaker sheaf, commuting scheme and Geometric Langlands conjecture
2019.06.07 |
| Date | Wed 03 Jul |
| Time | 11:15 — 12:15 |
| Location | 1531-215 (Aud-D3) |
It is an long standing open problem that whether the scheme of commuting matrices is reduced. We suggest a way to tackle this problem via Langlands duality. In the introductory talk, we briefly recall the definition of commuting scheme, and how it is related to Ben-Zvi-Nadler's Betti Geometric Langlands (BGL) conjecture. In the research talk, we summarize recent progresses on BGL conjecture, and sketch a proof of reduceness of invariant function on commuting schemes, based on the conjecture in genus 1. This work is partially joint with David Nadler.
