Equivariant Z-stability for actions of amenable groups KU Leuven
The main goal of this PhD was to investigate which actions of countable amenable groups on nuclear, simple, separable, Jiang-Su stable C*-algebras are equivariantly Jiang-Su stable. In summary, we obtained two types of positive results regarding this problem:
For unital separable, simple, nuclear, Jiang-Su stable C*-algebras of which the tracial state simplex is sufficiently well-behaved, namely a Bauer simplex with finite-dimensional ...