Joint IAS/PU Arithmetic Geometry
Higher coherent cohomology in weight one
I will talk about a proof of local-global compatibility at p for higher coherent cohomology mod p in weight one for Hilbert modular varieties at an unramified prime, assuming we are not in middle degree. I will discuss some key ingredients to the proof, including a geometric Jacquet-Langlands transfer map to suitable quaternionic Shimura varieties, and a doubling map in this setting.
Date & Time
February 24, 2025 | 3:35pm – 4:35pm
Location
Simonyi 101 and Remote AccessSpeakers
Si-Ying Lee, Standford University
Event Series
Categories
Notes
Zoom Meeting ID: 842 7792 2534
Password hint: The Grothendieck prime in binary
Video link: https://www.ias.edu/video/higher-coherent-cohomology-weight-one