Ext classes and embeddings for -algebras of graphs with sinks.

Tomforde, Mark

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Displaying similar documents to “Ext classes and embeddings for $C^{*}$ -algebras of graphs with sinks.”

The $C^{*}$ -algebras of row-finite graphs.

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Ideal extensions of graph algebras

Karla Čipková (2006)

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Let $𝒜$ and $ℬ$ be graph algebras. In this paper we present the notion of an ideal in a graph algebra and prove that an ideal extension of $𝒜$ by $ℬ$ always exists. We describe (up to isomorphism) all such extensions.

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Simplicity of 2-graph algebras associated to dynamical systems.

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Unital extensions of $A F$ -algebras by purely infinite simple algebras

Junping Liu, Changguo Wei (2014)

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In this paper, we consider the classification of unital extensions of $A F$ -algebras by their six-term exact sequences in $K$ -theory. Using the classification theory of $C^{*}$ -algebras and the universal coefficient theorem for unital extensions, we give a complete characterization of isomorphisms between unital extensions of $A F$ -algebras by stable Cuntz algebras. Moreover, we also prove a classification theorem for certain unital extensions of $A F$ -algebras by stable purely infinite simple $C^{*}$ -algebras...

Displaying similar documents to “Ext classes and embeddings for C * -algebras of graphs with sinks.”

Displaying similar documents to “Ext classes and embeddings for $C^{*}$ -algebras of graphs with sinks.”