Peripatetic Seminar

Stacks were invented by Grothendieck in the sixties as a part of his program which revolutionized our understanding of spaces. . .

This talk will describe Adic Spaces, one of several different categories devised for doing nonarchimedean analysis.

This talk will describe Adic Spaces, one of several different categories
devised for doing nonarchimedean analysis.  

I'll show that objects in the manifold completion of a differential restriction category
have tangent bundles, a generalization of the usual tangent bundle notion
from differential geeometry.

Abstract: As a step toward proving:
             Total(Manifold(Join(Partial(CRing^{op},fgLocalisation)))) = Schemes
 I shall define the right-hand side. As such, this is a continuation of Geoff Crutwell's talk.