07/12/2006, 15:00 — 16:00 — Room P3.10, Mathematics Building Mario Edmundo, CMAF e Universidade Aberta
Cohomology in -minimal and real algebraic geometry
-minimal geometry is a model theoretic (logic) generalization of real algebraic and subanalytic geometry. -minimality introduces new tools and provides a uniform treatment of these classical theories. In this talk we will explain how to generalize Delf’s sheaf cohomology in real algebraic geometry to arbitrary -minimal structures.
