Arithmetic Geometry

Date:
Feb
23
2026

Joint IAS/PU Arithmetic Geometry

Moduli Stack of Isocrystals and Counting Local Systems
Gyujin Oh
3:30pm|Simonyi 101 and Remote Access

For any smooth projective curve over a finite field, we construct the p-adic analytic moduli stack of isocrystals and study its geometry. This is the crystalline analogue of the moduli of integrable connections. Notably, even though it is a...

Mar
30
2026

Joint IAS/PU Arithmetic Geometry

A Classifying Space for the Handlebody Group
3:30pm|Princeton University, Fine Hall 224

We use Teichmüller theory to construct a new geometric model for the classifying space of the mapping class group of a three-dimensional handlebody. Two consequences are obtained: (i) Chan-Galatius-Payne have shown that the homology of Kontsevich's...