Reid Barton:
Homotopy theory via o-minimal geometry
Time and place
Friday, 11.11.22, 10:30-11:30, Hörsaal II, Albertstr. 23b
Abstract
O-minimality is a branch of model theory, with roots in real algebraic geometry, that provides a setting for "tame topology". This talk will describe the construction of a homotopy theory of spaces based on a given o-minimal structure, and give a taste of how algebraic topology can be developed in this framework.