Recent developments in Elliott's classification program are the culmination of a burst of
activity in the area of simple nuclear C*-algebras. These breakthroughs have been driven by …

Let A be a separable, unital, simple, Z-stable, nuclear C⁎-algebra, and let α: G→ Aut (A) be
an action of a discrete, countable, amenable group. Suppose that the orbits of the action of G …

Rokhlin dimension for actions of residually finite groups Page 1 Ergod. Th. & Dynam. Sys. (2019),
39, 2248–2304 doi:10.1017/etds.2017.113 c Cambridge University Press, 2017 Rokhlin …

We study compact group actions with finite Rokhlin dimension, particularly in relation to
crossed products. For example, we characterize the duals of such actions, generalizing …

In this paper, we show that every separable simple tracially approximately divisible C∗ C^*‐
algebra has strict comparison, and it is either purely infinite or has stable rank one. As a …

We establish finite nuclear dimension for crossed product C*-algebras arising from various
classes of possibly non-free topological actions, including arbitrary actions of finitely …

Exotic circle actions on classifiable C⁎-algebras - ScienceDirect Skip to main contentSkip to
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We provide the rigorous foundations for a categorical approach to the classification of C⁎-
dynamics up to cocycle conjugacy. Given a locally compact group G, we consider a category …

Let $\mathcal D $ be a strongly self-absorbing $\mathrm {C}^* $-algebra. Given any
separable $\mathrm {C}^* $-algebra $ A $, our two main results assert the following. If $ A …

This is a continuation of the study of strongly self-absorbing actions of locally compact
groups on C-algebras. Given a strongly self-absorbing action WG Õ D, we establish …