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On the covariant isomorphism of crossed-product \(C^ *\)-algebras of the form \({\mathcal K}(l^ 2(\mathbb{Z}^ 2_ +))\times_{\alpha_ \theta}\mathbb{Z}\). - MaRDI portal

On the covariant isomorphism of crossed-product \(C^ *\)-algebras of the form \({\mathcal K}(l^ 2(\mathbb{Z}^ 2_ +))\times_{\alpha_ \theta}\mathbb{Z}\). (Q2767281)

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scientific article; zbMATH DE number 1697302
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English
On the covariant isomorphism of crossed-product \(C^ *\)-algebras of the form \({\mathcal K}(l^ 2(\mathbb{Z}^ 2_ +))\times_{\alpha_ \theta}\mathbb{Z}\).
scientific article; zbMATH DE number 1697302

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    29 January 2002
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    \(C^*\)-algebra
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    crossed-product
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    covariant isomorphism
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    On the covariant isomorphism of crossed-product \(C^ *\)-algebras of the form \({\mathcal K}(l^ 2(\mathbb{Z}^ 2_ +))\times_{\alpha_ \theta}\mathbb{Z}\). (English)
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