De Rham stacks in analytic geometry
Juan Esteban Rodriguez Camargo
Columbia University
https://blogs.cuit.columbia.edu/jr4460/main-page/
Date(s) : 11/06/2024 iCal
14h00 - 15h00
The recent introduction of analytic geometry of Clausen and Scholze has made possible a new study to the theory of D-modules from the stacky approach of Simpson, Drinfeld, and Bhatt-Lurie. In this talk I will introduce different versions of de Rham stacks related with different theories of D-modules in analytic and algebraic geometry. In particular I shall explain how some of these stacks produce very general six functor formalisms of D-modules not just for finite dimensional varieties but also much bigger spaces such as perfectoid spaces or compact Hausdorff spaces. This is based in different joint works in progress and conversations with Anschütz, Aoki, Bosco, Le Bras, Scholze and Zavyalov.
Emplacement
I2M Luminy - TPR2, Salle de Séminaire 304-306 (3ème étage)
Catégories
