Existence of the Matui-Sato tracial Rokhlin property

Michael Sun  (University of Muenster)

10:40 am to 11:40 am, Mar 26th, 2015   A1510, Science Building

Abstract:

We study this property of group actions on C*-algebras and the corresponding crossed product C*-algebras through looking at examples. In particular, we see that examples are abundant and naturally exist for all nuclear tracially approximately divisible C*-algebras. We also look at some more specific examples of these actions on UHF-algebras.

About the speaker:

Michael Sun is currently a postdoc at University of Muenster.

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