Výsledky vyhledávání - $\mathrm{C}^{*}$-algebra

The Calkin algebra, Kazhdan's property (T), and strongly self‐absorbing C∗$\mathrm{C}^$‐algebras Autor Farah, Ilijas

“…It is well known that the relative commutant of every separable nuclear C∗$\mathrm{C}^*$‐subalgebra of the Calkin algebra has a unital copy of Cuntz algebra O…”
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Weighted homomorphisms between $\mathrm{C}^{}$-algebras Autor Gardella, Eusebio, Thiel, Hannes

“…We show that a bounded, linear map between \mathrm{C}^{*} -algebras is a weighted \ast -homomorphism…”
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Nuclear dimension of simple $$\mathrm {C}^$$-algebras Autor Castillejos, Jorge, Evington, Samuel, Tikuisis, Aaron, White, Stuart, Winter, Wilhelm

“…We compute the nuclear dimension of separable, simple, unital, nuclear, $${\mathcal {Z}}$$ Z -stable $$\mathrm {C}^*$$ C ∗ -algebras. This makes classification accessible…”
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mathrm{C}^{}$ -algebras hereditarily containing nonzero, square-zero elements Autor Amini, Massoud, Elliott, George A., Rouzbehani, Mohammad

“…We introduce and study the weak Glimm property for $\mathrm{C}^{*}$ -algebras, and also a property we shall call (HS $_0…”
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RANKS OF SOFT OPERATORS IN NOWHERE SCATTERED $\mathrm {C}^$ -ALGEBRAS Autor Asadi-Vasfi, M. Ali, Thiel, Hannes, Vilalta, Eduard

“…We show that for $\mathrm {C}^*$ -algebras with the global Glimm property, the rank of every operator can be realized as the rank of a soft operator, that is, an element whose hereditary sub- $\mathrm {C…”
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Compact quantum group structures on type-I $\mathrm{C}^$-algebras Autor Chirvasitu, Alexandru, Krajczok, Jacek, Sołtan, Piotr

“…We prove a number of results having to do with equipping type-I \mathrm{C}^* -algebras with compact quantum group structures, the two main ones being that such a compact quantum group is necessarily co-amenable, and that if the \mathrm{C…”
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On the classification of simple amenable $\mathrm{C}^{}$-algebras with finite decomposition rank, II Autor Elliott, George A., Gong, Guihua, Lin, Huaxin, Niu, Zhuang

“…We prove that every unital simple separable \mathrm{C}^{*} -algebra A with finite decomposition rank which satisfies the UCT has the property…”
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Model Theory of $ Mathrm {C}^$-Algebras Autor Farah, Ilijas, Hart, Bradd, Lupini, Martino

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(\mathrm{C}^{}\)-algebras hereditarily containing nonzero, square-zero elements Autor Amini, Massoud, Elliott, George A, Rouzbehani, Mohammad

“…We introduce and study the weak Glimm property for \(\mathrm{C}^{*}\)-algebras, and also a property we shall call (HS\(_0…”
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The Classification of Rokhlin Flows on $$\mathrm {C}^{}$$-algebras Autor Szabó, Gábor

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mathrm C^$-algebras of Boolean inverse monoids – traces and invariant means Autor Starling, Charles

“…To a Boolean inverse monoid S we associate a universal C*-algebra C^*_{B}(S) and show that it is equal to Exel's tight C*-algebra…”
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Non-commutative measure theory: Henkin and analytic functionals on $$\mathrm {C}^$$-algebras Autor Clouâtre, Raphaël, Timko, Edward J.

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Quantum $\mathrm{SU}(3)$ as the $C^{}$-algebra of a $2$-graph Autor Giselsson, Olof

“…We show that, for q\in(0,1) , the C^{*} -algebra \mathrm{SU}_{q}(3) is isomorphic to a rank 2 graph C^{*} -algebra…”
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mathrm{C^} -algebras, groupoids and covers of shift spaces Autor Brix, Kevin Aguyar, Carlsen, Toke Meier

“…To every one-sided shift space \mathsf{X} we associate a cover \widetilde{\mathsf{X}}, a groupoid \mathcal{G}_{\mathsf{X}} and a \mathrm{C}^*-algebra \mathcal{O}_{\mathsf{X}}. We characterize one-sided conjugacy, eventual conjugacy…”
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Crossed products and $\mathrm{C}^{}$-covers of semi-Dirichlet operator algebras Autor Humeniuk, Adam, Katsoulis, Elias G., Ramsey, Christopher

“…In this paper, we show that the semi-Dirichlet \mathrm{C}^{*} -covers of a semi-Dirichlet operator algebra form a complete lattice, establishing that there is a maximal semi-Dirichlet \mathrm{C}^{*} -cover…”
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KMS states for generalized gauge actions on $\mathrm {C}^{\ast }$ -algebras associated with self-similar sets Autor DE CASTRO, GILLES G.

“… $H=\{h_{i}:K\to \mathbb {R}\}_{i=1}^{d}$ satisfying suitable conditions, we define a generalized gauge action on Kajiwara–Watatani algebras $\mathcal {O}_{\Gamma…”
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Actions of certain torsion-free elementary amenable groups on strongly self-absorbing $$\mathrm {C}^$$ C ∗ -algebras Autor Szabó, Gábor

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KMS states for generalized gauge actions on -algebras associated with self-similar sets Autor DE CASTRO, GILLES G.

“… $H=\{h_{i}:K\to \mathbb {R}\}_{i=1}^{d}$ satisfying suitable conditions, we define a generalized gauge action on Kajiwara–Watatani algebras $\mathcal {O}_{\Gamma…”
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Relative commutants of strongly self-absorbing $$\mathrm {C}^$$ C ∗ -algebras Autor Farah, Ilijas, Hart, Bradd, Rørdam, Mikael, Tikuisis, Aaron

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Generalized asymptotic algebras and \(\mathrm{E}\)-theory for non-separable \(\mathrm{C}^\)-algebras Autor Wulff, Christopher

“…In previous definition of \(\mathrm{E}\)-theory, separability of the \(\mathrm{C}^*\)-algebras is needed either to construct the composition product or to prove the long exact sequences…”
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