412 名前：ry”. The inspiration of perfectoid spaces come from the reunion of a classical result of Fontaine and Wintenberger in Galois theory, the theories of analytic geometry over non-archimedean spaces as given by Huber adic spaces, Berkovich spaces and the rigid-analytic geometry of Tate, and Faltings “almost mathematics” developped by Gaber and Ramero.
The goal of the workshop is to provide an introduction to the theory of perfectoid spaces and see it in application with the construction of a Siegel perfectoid space and a Hodge-Tate period map following Scholze. The classical GIT-construction of a fine moduli space for abelian varieties with level structure will be presented. program for a description of talks and a list of references. (deleted an unsolicited ad) []
