Program and videos

Abstracts of the lectures

Main themes

p-adic Hodge theory; Ramification of étale l-adic sheaves and epsilon factors;
Homotopical algebra techniques and applications to motives;
Geometric aspects of Shimura varieties

Courses (3 hours each)

Ahmed Abbes (CNRS & IHÉS), Yifeng Liu (Institute of Advanced Study in Mathematics, Zhejiang University),
Akhil Mathew (University of Chicago), Takeshi Saito (University of Tokyo).

Lectures (1 hour each)

Ana Caraiani (Imperial College London), Quentin Guignard (Université de Paris), Tongmu He (IHES & Université Paris-Saclay),
Teruhisa Koshikawa (RIMS), Wieslawa Niziol (CNRS & Sorbonne Université), Lue Pan (Princeton University),
Alexander Petrov (Harvard), Will Sawin (Columbia University), Daichi Takeuchi (Riken),
Takeshi Tsuji (The University of Tokyo), Daxin Xu (Chinese Academy of Sciences).

Organizers

Ahmed Abbes (CNRS & IHÉS), Ana Caraiani (Imperial College London ), Ariane Mézard (Sorbonne Université),
Takeshi Saito (University of Tokyo), Takeshi Tsuji (The University of Tokyo),
Daxin Xu (Chinese Academy of Sciences), Weizhe Zheng (Chinese Academy of Sciences).