Topics in p-adic Hodge theory

Time：Mon./Wed., 9:50-11:25am, Sept.14-Dec.19,2022

Venue：Ning Zhai W11

Speaker：Koji Shimizu

Description：

The first half of this course gives a general introduction to p-adic Hodge theory. The second part discusses recent topics, including the Fargues-Fontaine curve and p-adic period domains.

Prerequisite：

Algebraic number theory and algebraic geometry

Reference：

Laurent Fargues and Jean-Marc Fontaine. Courbes et fibrés vectoriels en théorie de Hodge p-adique. Astérisque (406).

Jean-François Dat, Sascha Orlik, and Michael Rapoport. Period Domains over Finite and p-adic Fields. Cambridge Tracts in Mathematics (183).

DATEAugust 29, 2022

Related News

0
Mod p Representations of some p-adic groups
Time：2022.2.21~6.10 (Fri.) 9:50-12:15 + 9:50-12:15 13:30-16:35, June 17,2022Venue：近春西楼第三会议室 Conference Room 3；Tencent Meeting ID: 337-4653-4241 PW: 1212Speaker：王浩然
1
Eigenvarieties, families of Galois representations, p-adic L-functions
PrerequisiteBasic commutative algebra, algebraic geometry, algebraic number theoryAbstractThis course is intended to give a gentle introduction to p-adic families of modular forms and p-adic L-functions. We roughly cover the contents of "The Eigenbook" by Belliache. We will start by introducing a general construction of eigenvariety, and discuss modular symbols and their connection to modular f...