This is the page of a reading seminar for graduate or undergraduate students organized by me, aiming to thoroughly understand some basic results in $p$-adic Hodge theory. The textbook is Brian Conrad’s book.
Main References
- Brian Conrad, CMI SUMMER SCHOOL NOTES ON $p$-ADIC HODGE THEORY
- Ouyang Yi and Jean-Marc Fontaine, Theory of $p$-adic Galois Representations
- Serin Hong, Notes on $p$-adic Hodge theory
Location and Time
Thursday and Sunday 8:00pm, online.
Notes
The overleaf link is here.
Schedule
| Topic | Speaker | Date |
|---|---|---|
| Motivation | Fan Pu | 11 July |
| Hodge-Tate representations | Fan Pu | 14 July |
| Étale $\varphi$-modules | Fan Pu | 18 July |
| Refinement of the period rings | Fan Pu | |
| Admissibility and de Rham representations | Fan Pu | 28 July |
| Fan Pu | ||
| Isocrystals, filtered $(\phi,N)$-modules and admissibility | Fan Pu | 4 August |