DOIAbstract
AbstractWe show that simple C∗-algebras with an infinite element contain nontrivial projections. We also prove that various apparently different hypotheses purely infinite on simple C∗-algebras are all equivalent
AbstractWe show that simple C∗-algebras with an infinite element contain nontrivial projections. We also prove that various apparently different hypotheses purely infinite on simple C∗-algebras are all equivalent
AbstractGiven a separated graph (E,C), there are two different C∗-algebras associated to it: the ful...
We give a characterization of finiteness of projections in the multiplier algebra of a σ-unital C∗-...
We give necessary and sufficient conditions for simplicity of Cuntz-Krieger algebras corresponding t...
ABSTRACT. In this paper we study the problem of when the corona algebra of a non-unital C∗-algebra i...
ABSTRACT. In this paper we study the problem of when the corona algebra of a non-unital C∗-algebra i...
AbstractLocal and global definitions of pure infiniteness for a C∗-algebra A are compared, and equiv...
A la Fina. ABSTRACT. We give a characterization of finiteness of projections in the multiplier algeb...
. Certain reduced free products of C --algebras with respect to faithful states are simple and pu...
We develop some tools for manipulating and constructing projections in C*-algebras. These are then a...
In this note, we study the notion of purely infinite simple ring in the case of nonunital rings, and...
AbstractThis paper derives relations between the following properties of a C∗-algebra: (i) it has th...
Abstract. We give an overview of the development over the last 15 years of the theory of simple C∗-a...
Abstract. We give an overview of the development over the last 15 years of the theory of simple C∗-a...
AbstractThis is the final one in the series of papers where we introduce and study the C∗-algebras a...
Abstract. Any non-zero quotient of a properly infinite C∗-algebra is properly in-finite. We show tha...
AbstractGiven a separated graph (E,C), there are two different C∗-algebras associated to it: the ful...
We give a characterization of finiteness of projections in the multiplier algebra of a σ-unital C∗-...
We give necessary and sufficient conditions for simplicity of Cuntz-Krieger algebras corresponding t...
ABSTRACT. In this paper we study the problem of when the corona algebra of a non-unital C∗-algebra i...
ABSTRACT. In this paper we study the problem of when the corona algebra of a non-unital C∗-algebra i...
AbstractLocal and global definitions of pure infiniteness for a C∗-algebra A are compared, and equiv...
A la Fina. ABSTRACT. We give a characterization of finiteness of projections in the multiplier algeb...
. Certain reduced free products of C --algebras with respect to faithful states are simple and pu...
We develop some tools for manipulating and constructing projections in C*-algebras. These are then a...
In this note, we study the notion of purely infinite simple ring in the case of nonunital rings, and...
AbstractThis paper derives relations between the following properties of a C∗-algebra: (i) it has th...
Abstract. We give an overview of the development over the last 15 years of the theory of simple C∗-a...
Abstract. We give an overview of the development over the last 15 years of the theory of simple C∗-a...
AbstractThis is the final one in the series of papers where we introduce and study the C∗-algebras a...
Abstract. Any non-zero quotient of a properly infinite C∗-algebra is properly in-finite. We show tha...
AbstractGiven a separated graph (E,C), there are two different C∗-algebras associated to it: the ful...
We give a characterization of finiteness of projections in the multiplier algebra of a σ-unital C∗-...
We give necessary and sufficient conditions for simplicity of Cuntz-Krieger algebras corresponding t...
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