Title: The Toms-Winter regularity conjecture
Speaker: Jorge Castillejos（National Autonomous University of Mexico）
Time: Wednesday, June 15, 2022, 19:30-21:00 (UTC+8).
Location: Room 201, Ming De Building.
Online access: Zoom Meeting ID: 824 7045 6491, Password: 123399, link: https://zoom.us/j/82470456491?pwd=dGswU3d3RGd1L1d4a3ZvSXdnakVkUT09
Abstract：The classification programme of simple nuclear C*-algebras asserts one can classify such C*-algebras in terms of an inviariant constructed out of K-theory and tracial information. However, in order to be able to use these classifications results, one must verify a topological type regularity property first. The Toms-Winter conjecture predicts that this regularity condition is equivalent to other type of regularity properties which might be easier to verify. In this talk, I will present an overview of this conjecture.
The Toms-Winter regularity conjecture.pdf
More information about the Functional Analysis Seminar can be found here.
