2 citations · 5 across the 5 of their papers we have counts for
6 papers
Compact Operators and Nest Representations of Limit Algebras
Elias Katsoulis, Justin R. Peters
In this paper we study the nest representations of a strongly maximal TAF algebra, whose ranges contain non-zero compact operators. We introduce a particular class of such represen…
Subalgebras of the Cuntz C^*-Algebra
Alan Hopenwasser, Justin R. Peters
In this paper we exploit the fact that a Cuntz C-algebra is a groupoid C-algebra to facilitate the study of non-self-adjoint subalgebras of . The Cuntz groupoid is not…
Partial dynamical systems and AF C*-algebras
Justin R. Peters, Ryan J. Zerr
We obtain a characterization in terms of dynamical systems of those r-discrete groupoids for which the groupoid C*-algebra is approximately finite-dimensional (AF). These ideas are…
Semicrossed products generated by two commuting automorphisms
Mohammed Ridha Alaimia, Justin R. Peters
We study the semicrossed product of a finite dimensional C^*-algebra by two types of commuting automorphisms, and identify them with matrix algebras of analytic functions in two va…
Meet Irreducible Ideals and Representations of Limit Algebras
Kenneth R. Davidson, Elias Katsoulis, Justin Peters
In this paper we give a criterion for an ideal of a TAF algebra to be meet irreducible. We show that an ideal of is meet irreducile if and only if the C-envelope of the…
Nest Representations of TAF Algebras
Alan Hopenwasser, Justin R. Peters, Stephen C. Power
A nest representation of a strongly maximal TAF algebra is a representation for which A$ is t…