Math in Paris 2020-2021
Description
- Understand p-adic Hodge Theory
Important Links
- Presentation of T. Gee of his article with M. Emerton on the moduli stack of phi-gamma modules. Access Passcode: 4hHe9cM*
his survey of a class given by Toby Gee at Bonn last year
I attended a video recorded lecture of Gee at Paris-London number theory seminar on this topic.
- we can try and follow these nice looking notes (which prove the crystalline comparaison theorem ) + we can do some preliminary work on classic results in p-adic Hodge theory & cristalline cohomology
- I found this seminar on p-adic hodge theory
- Notes by Caruso on p-adic Period Rings
- Arizona Winter School 2017 Page
- Can I make this public? Mohamed Moakher notes on HT Decomposition of p-div groups
- Colmez's exposition of Fontaine's work
- There is an ongoing course on p-adic Hodge Theory in Tel Aviv
- P. Scholze's lecture on the categorical form of Fargues' conjecture