| Orateur(s) | Pablo Cubides Kovacsics - Düsseldorf,
|
| Titre | Cohomology of algebraic varieties over non-archimedean fields |
| Date | 11/12/2020 |
| Horaire | 10:30 à 12:00 |
|
| Diffusion | |
| Résume | I will report on a joint work with Mário Edmundo and Jinhe Ye in
which we introduced a sheaf cohomology theory for algebraic
varieties over non-archimedean fields based on Hrushovski-Loeser
spaces. After informally framing our main results with respect to
classical statements, I will discuss some details of our
construction and the main difficulties arising in this new
context. If time allows, I will further explain how our results
allow us to recover results of V. Berkovich on the sheaf
cohomology of the analytification of an algebraic variety over a
rank 1 complete non-archimedean field. |
| Salle | salle Pierre Grisvard, IHP |
| Adresse | IHP |
