In this seminar, we want to understand Heuer's proof of the p-adic Simpson correspondence as in [1], while also covering some of his previous work and necessary prerequisites.
this is the first semester of a two semester effort to learn more about the p-adic simpson correspondence, with the interpretation in terms of moduli spaces as in [2] deferred to the summer.
Organizers: Magnus Carlson, Ruth Wild
Location: tba, Robert-Mayer Straße 6-10 (📍)
Time: tba
So far, the program covers the first 6 talks. We will add the remaining talks as we go along.
Schedule
(updated on 10/07)
| 0 | tba | Magnus & Ruth | Introduction | |
| 1 | tba | tba | Rigid and perfectoid spaces | |
| 2 | tba | tba | v-topology and diamonds | |
| 3 | tba | tba | classical p-adic Hodge-Tate decomposition | |
| 4 | tba | tba | Hodge-Tate spectral sequences for Gm | |
| 5 | tba | tba | Relative Picard varieties | |
| 6 | tba | tba | Hodge-Tate sequences for relative Picard varieties |