5 citations · 10 across the 8 of their papers we have counts for
8 papers
Cartan subalgebras in self-similar graph -algebras
Dawn Archey, Anna Duwenig, Shanshan Hua +3
For a self-similar graph , we find a distinguished subgroupoid of the associated path groupoid -- the symmetric cycline subgroupoid $\mathcal{S}_{\text{…
Pureness of Certain Crossed Product C*-Algebras
Dawn Archey, Julian Buck, Javad Mohammadkarimi +2
We establish comparison and divisibility properties for crossed product C*-algebras arising from automorphisms of algebras C (X, D) which lie over minimal homeomorphisms, from acti…
-algebras associated to homeomorphisms twisted by vector bundles over finite dimensional spaces
Maria Stella Adamo, Dawn E. Archey, Marzieh Forough +4
In this paper we study Cuntz--Pimsner algebras associated to -correspondences over commutative -algebras from the point of view of the -al…
The structure of crossed products by automorphisms of
Dawn Archey, Julian Buck, N. Christopher Phillips
We construct centrally large subalgebras in crossed products of by automorphisms in which is simple, is compact metrizable, the automorphism induces a minimal ho…
Centrally Large Subalgebras and Tracial -Absorption
Dawn Archey, Julian Buck, N. Christopher Phillips
Let be a simple infinite dimensional stably finite unital C*-algebra, and let be a centrally large subalgebra of . We prove that if is tracially -abso…
Permanence of stable rank one for centrally large subalgebras and crossed products by minimal homeomorphisms
Dawn Archey, N. Christopher Phillips
We define centrally large subalgebras of simple unital C*-algebras, strengthening the definition of large subalgebras in previous work. We prove that if A is any infinite dimension…
Crossed product C*-algebras by finite group actions with the projection free tracial Rokhlin property
Dawn Archey
In this paper we introduce an analog of the tracial Rokhlin property, called the {\emph {projection free tracial Rokhlin property}}, for -algebras which may not have any nontr…
Crossed product C*-algebras by finite group actions with the tracial Rokhlin property
Dawn Archey
Let be a stably finite simple unital -algebra and suppose is an action of a finite group with the tracial Rokhlin property. Suppose further has real rank zero…