Rokhlin Dimension for Group Actions on C*-algebras

Abstract: Rokhlin Dimension was introduced by Hirshberg, Winterand Zacharias as a higher rank version of the Rokhlin property. It maybe thought of as a noncommutative analogue of a ‘free’ action of a group on a topological space. We discuss this idea, and what it means for the corresponding crossed product C*-algebra.

The talk is meant to be expository, and accessible to a large audience.

functional analysisK-theory and homologyoperator algebras

Audience: researchers in the topic

Webinars on Operator Theory and Operator Algebras