Essential dimension via prismatic cohomology
Jesse Wolfson (UC Irvine)
29-Jun-2021, 18:15-19:05 (5 years ago)
Abstract: Let A be a complex abelian variety. Using prismatic cohomology, we show that for all but finitely many primes p, the multiplication-by-p cover p:A\to A is p-incompressible, as conjectured by Brosnan. As an application, we obtain new p-incompressibility results for congruence covers of Shimura varieties, extending previous work of Farb-Kisin-W, Brosnan-Fakhruddin, and Fakhruddin-Saini. This is joint work with Benson Farb and Mark Kisin.
algebraic geometrygroup theorynumber theoryrepresentation theory
Audience: researchers in the topic
Algebraic groups and algebraic geometry: in honor of Zinovy Reichstein's 60th birthday
| Organizers: | Alexander Duncan*, Patrick Brosnan, Angelo Vistoli |
| *contact for this listing |
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