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Monday, May 23, 2022
08:00
09:00
10:00
11:00
12:00
13:00
14:00
15:00
16:00
›8:30 (30min)
›9:00 (1h)
›10:00 (30min)
›10:30 (1h)
›11:30 (1h30)
›13:00 (1h30)
Mini-course
Giada Grossi : "Higher Hida Theory, part 1 of 3". The goal of higher Hida theory is to define an “ordinary part” of higher coherent cohomology of Shimura varieties and interpolate it p-adically in the weight. We will define some higher coherent cohomological analogs of ordinary p-adic modular forms and prove control theorems comparing them to classical cohomology. These objects will be defined as some cohomologies with support conditions. One major source of technical difficulties is that we do not have well understood integral models of the Hecke correspondences arising in the theory. In the first lecture we will introduce some of the ideas in the simplest case of the modular curve, and in the subsequent lectures we will explain some developments in the Siegel and Hilbert cases.
›14:30 (30min)
›15:00 (1h)
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