Tame topology and algebraic geometry (part 1)
Bruno Klingler (Humboldt-Universitaet zu Berlin)
Aula Beltrami - Thursday, March 14, 2019 h.16:00
Abstract. In "Esquisse d'un programme" Grothendieck argues that general topology, which was developed for the needs of analysis, should be replaced by a "tame topology" if one wants to study the topological properties of natural geometric forms. Such a tame topology has been developed by model theorists under the name "o-minimal structures". The goal of this lecture will be to explain in simple topological terms the notion of o-minimal structure and its applications in algebraic geometry, in particular for studying periods of algebraic varieties.
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