Add to ORKGIn this paper we study the C∗-algebras associated to continuous fields over locally compact metrizable zero-dimensional spaces whose fibers are Kirchberg C∗-algebras satisfying the UCT. We show that these algebras are inductive limits of finite direct sums of Kirchberg algebras and they are classified up to isomorphism by topological invariants
Abstract. We show that the Dixmier-Douady theory of continuous field C∗-algebras with compact operat...
Abstract. Parallel to the first two authors ’ earlier classification of separable unital one-paramet...
Abstract. We study in this article a class of unital continuous C∗-bundles the fibres of which are a...
AbstractIn this paper we study the C*-algebras associated to continuous fields over locally compact ...
Abstract. In this paper we study the C*-algebras associated to continuous fields over locally compac...
Abstract. Let X be a finite dimensional compact metrizable space. We study a technique which employs...
Abstract: We prove that all unital separable continuous fields of C*-algebras over [0, 1] with fiber...
Abstract. Let A and B be separable nuclear continuous C(X)-algebras over a fi-nite dimensional compa...
AbstractLet X be a compact connected space and (Ai)i = 1∞, a sequence of finite-dimensional C∗-algeb...
grantor: University of TorontoIn this paper we shall use the fact that a certain family of...
AbstractLet X be a finite dimensional compact metrizable space. We study a technique which employs s...
Abstract. Let A and B be separable nuclear continuous C(X)-algebras over a fi-nite dimensional compa...
Abstract. We show that separable continuous fields over the unit inter-val whose fibers are stable K...
AbstractThis is the final one in the series of papers where we introduce and study the C∗-algebras a...
Abstract. Any unital separable continuous C(X)-algebra with properly infinite fi-bres is properly in...
Abstract. We show that the Dixmier-Douady theory of continuous field C∗-algebras with compact operat...
Abstract. Parallel to the first two authors ’ earlier classification of separable unital one-paramet...
Abstract. We study in this article a class of unital continuous C∗-bundles the fibres of which are a...
AbstractIn this paper we study the C*-algebras associated to continuous fields over locally compact ...
Abstract. In this paper we study the C*-algebras associated to continuous fields over locally compac...
Abstract. Let X be a finite dimensional compact metrizable space. We study a technique which employs...
Abstract: We prove that all unital separable continuous fields of C*-algebras over [0, 1] with fiber...
Abstract. Let A and B be separable nuclear continuous C(X)-algebras over a fi-nite dimensional compa...
AbstractLet X be a compact connected space and (Ai)i = 1∞, a sequence of finite-dimensional C∗-algeb...
grantor: University of TorontoIn this paper we shall use the fact that a certain family of...
AbstractLet X be a finite dimensional compact metrizable space. We study a technique which employs s...
Abstract. Let A and B be separable nuclear continuous C(X)-algebras over a fi-nite dimensional compa...
Abstract. We show that separable continuous fields over the unit inter-val whose fibers are stable K...
AbstractThis is the final one in the series of papers where we introduce and study the C∗-algebras a...
Abstract. Any unital separable continuous C(X)-algebra with properly infinite fi-bres is properly in...
Abstract. We show that the Dixmier-Douady theory of continuous field C∗-algebras with compact operat...
Abstract. Parallel to the first two authors ’ earlier classification of separable unital one-paramet...
Abstract. We study in this article a class of unital continuous C∗-bundles the fibres of which are a...