DOIAbstract
AbstractWe prove that a pro-Banach dynamical system (G,α,A) admits a C⁎-crossed product if and only if A admits an enveloping C⁎-algebra
AbstractWe prove that a pro-Banach dynamical system (G,α,A) admits a C⁎-crossed product if and only if A admits an enveloping C⁎-algebra
Abstract. Let (A,α) and (B, β) be C*-dynamical systems where α and β are arbitrary ∗-endomorphisms. ...
For the C*-crossed product C*(Sigma) associated with an arbitrary topological dynamical system Sigma...
AbstractA separable C*-dynamical system (A, G, α) in which A is a continuous-trace C*-algebra and G ...
We prove that the crossed product Banach algebra ℓ1(G,A;α) that is associated with a C∗-dynamical sy...
We study connections between topological dynamical systems and associated algebras of crossed produc...
Given a topological dynamical system Sigma = (X, sigma), where X is a compact Hausdorff space and a ...
In this paper, we consider both algebraic crossed products of commutative complex algebras A with th...
Given positive integers n and m, we consider dynamical systems in which n copies of a topological sp...
Given positive integers n and m, we consider dynamical systems in which n copies of a topological sp...
We study connections between topological dynamical systems and associated algebras of crossed produc...
We study crossed products of ＄C^{*}＄-dynamical systems ＄(A, R, ￥alpha)＄ when ＄￥alpha＄ is asymptotica...
Abstract. Let (A,G, α) be a C∗-dynamical system. In Section 2, we first treat the discrete group act...
For dynamical systems defined by a covering map of a compact Hausdorff space and the corresponding t...
In this paper, we describe the commutant of an arbitrary subalgebra A of the algebra of functions on...
Let ＄G＄ be a locally compact group. We show that, for any ＄C^{*}＄-dynamical system ＄(A, G, ￥alpha)＄ ...
Abstract. Let (A,α) and (B, β) be C*-dynamical systems where α and β are arbitrary ∗-endomorphisms. ...
For the C*-crossed product C*(Sigma) associated with an arbitrary topological dynamical system Sigma...
AbstractA separable C*-dynamical system (A, G, α) in which A is a continuous-trace C*-algebra and G ...
We prove that the crossed product Banach algebra ℓ1(G,A;α) that is associated with a C∗-dynamical sy...
We study connections between topological dynamical systems and associated algebras of crossed produc...
Given a topological dynamical system Sigma = (X, sigma), where X is a compact Hausdorff space and a ...
In this paper, we consider both algebraic crossed products of commutative complex algebras A with th...
Given positive integers n and m, we consider dynamical systems in which n copies of a topological sp...
Given positive integers n and m, we consider dynamical systems in which n copies of a topological sp...
We study connections between topological dynamical systems and associated algebras of crossed produc...
We study crossed products of ＄C^{*}＄-dynamical systems ＄(A, R, ￥alpha)＄ when ＄￥alpha＄ is asymptotica...
Abstract. Let (A,G, α) be a C∗-dynamical system. In Section 2, we first treat the discrete group act...
For dynamical systems defined by a covering map of a compact Hausdorff space and the corresponding t...
In this paper, we describe the commutant of an arbitrary subalgebra A of the algebra of functions on...
Let ＄G＄ be a locally compact group. We show that, for any ＄C^{*}＄-dynamical system ＄(A, G, ￥alpha)＄ ...
Abstract. Let (A,α) and (B, β) be C*-dynamical systems where α and β are arbitrary ∗-endomorphisms. ...
For the C*-crossed product C*(Sigma) associated with an arbitrary topological dynamical system Sigma...
AbstractA separable C*-dynamical system (A, G, α) in which A is a continuous-trace C*-algebra and G ...
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