- Patrick Daniels, University of Michigan
- Canonical integral models for Shimura varieties defined by tori
- 09/26/2022
- 3:00 PM - 4:00 PM
- C304 Wells Hall
- Georgios Pappas (pappasg@msu.edu)
Pappas and Rapoport have recently conjectured the existence of canonical integral models for Shimura varieties with parahoric level structure, which are characterized using Scholze's theory of p-adic shtukas. We will illustrate the conjecture using the example of Shimura varieties defined by tori, where (surprisingly) the theory is already nontrivial. Along the way we will explain a connection with the Bhatt-Scholze theory of prismatic F-crystals.
