For Spring 2023, we will be discussing p-adic Hodge theory. See the current syllabus.
For previous learning seminars, see below.
| Date | Topic | Speaker | Notes |
|---|---|---|---|
| 4/5/23 | Finite flat group schemes | Jacob Swenberg | |
| 4/12/23 | p-divisible groups | Spencer Martin | |
| 4/19/23 | Bridging formal groups and p-divisible groups | Zachary Baugher | |
| 4/26/23 | The Hodge-Tate Decomposition for the p-adic Tate Module | Jas Singh | |
| 5/3/23 | Delta rings, period rings, and the curve | Logan Hyslop | |
| 5/10/23 | The Grothendieck Mysterious Functor and Fontaine's Formalism | Zachary Baugher | |
| 5/17/23 | The Period Ring Formalism II | Jacob Swenberg | |
| 5/24/23 | A Primer on Crystalline Cohomology and Representations | Spencer Martin | |
| 5/31/23 | A Survey of 'THH and Integral p-adic Hodge Theory', Part 1: Motivation, Cotangent Complexes, and the Quasisyntomic Site | Zachary Baugher | |
| 6/7/23 | Topological Hochschild Homology and Integral p-adic Hodge Theory | Logan Hyslop |