AbstractIt will be proved that a uniformly hyperfinite C∗-algebra A admits a compact Abelian automorphism group G such that the crossed product C∗(A, G) of A by G is isomorphic to the tensor product C(G) ⊗α LC(H) of the Abelian C∗-algebra C(G) of all continuous functions on G and the C∗-algebra Lb(H) of all compact operators on a Hilbert space H
AbstractWe first prove that for a coaction of a compact group on a C∗-algebra A, the largest liminal...
AbstractLet A be an exact C∗-algebra, let G be a locally compact group, and let (A,G,α) be a C∗-dyna...
This dissertation is in three essentially independent sections. The common unifying theme is the stu...
AbstractLet U be a C∗-algebra, and G be a locally compact abelian group. Suppose α is a continuous a...
The authors study crossed products of arbitrary operator algebras by locally compact groups of compl...
AbstractLet G be a compact abelian group with the archimedean totally ordered dual Γ and let L be th...
AbstractLet U be a C∗-algebra, and G be a locally compact abelian group. Suppose α is a continuous a...
AbstractIn [7] Rieffel is concerned with a locally compact group G and the problem of finding a conc...
We give an exposition of two fundamental results of the theory of crossed products. One of these sta...
AbstractWhen A is a unital simple AF C∗-algebra and has a unique tracial state, it is shown that the...
AbstractSuppose thatGhas a representation groupH, thatGab≔G/[G,G]is compactly generated, and thatAis...
Let ＄G＄ be a locally compact group. We show that, for any ＄C^{*}＄-dynamical system ＄(A, G, ￥alpha)＄ ...
AbstractA factor M is the cross product of an abelian von Neumann algebra by a single automorphism i...
AbstractLet G be a compact abelian group, and τ an action of G on a C∗-algebra U, such that Uτ(γ)Uτ(...
Let G be a compact group and C(G) be the C*-algebra of continuous complex-valued functions on G. We ...
AbstractWe first prove that for a coaction of a compact group on a C∗-algebra A, the largest liminal...
AbstractLet A be an exact C∗-algebra, let G be a locally compact group, and let (A,G,α) be a C∗-dyna...
This dissertation is in three essentially independent sections. The common unifying theme is the stu...
AbstractLet U be a C∗-algebra, and G be a locally compact abelian group. Suppose α is a continuous a...
The authors study crossed products of arbitrary operator algebras by locally compact groups of compl...
AbstractLet G be a compact abelian group with the archimedean totally ordered dual Γ and let L be th...
AbstractLet U be a C∗-algebra, and G be a locally compact abelian group. Suppose α is a continuous a...
AbstractIn [7] Rieffel is concerned with a locally compact group G and the problem of finding a conc...
We give an exposition of two fundamental results of the theory of crossed products. One of these sta...
AbstractWhen A is a unital simple AF C∗-algebra and has a unique tracial state, it is shown that the...
AbstractSuppose thatGhas a representation groupH, thatGab≔G/[G,G]is compactly generated, and thatAis...
Let ＄G＄ be a locally compact group. We show that, for any ＄C^{*}＄-dynamical system ＄(A, G, ￥alpha)＄ ...
AbstractA factor M is the cross product of an abelian von Neumann algebra by a single automorphism i...
AbstractLet G be a compact abelian group, and τ an action of G on a C∗-algebra U, such that Uτ(γ)Uτ(...
Let G be a compact group and C(G) be the C*-algebra of continuous complex-valued functions on G. We ...
AbstractWe first prove that for a coaction of a compact group on a C∗-algebra A, the largest liminal...
AbstractLet A be an exact C∗-algebra, let G be a locally compact group, and let (A,G,α) be a C∗-dyna...
This dissertation is in three essentially independent sections. The common unifying theme is the stu...
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