AbstractWe construct the W∗-dynamical system associated with a C∗-dynamical system which is universal in a sense. Then it follows that a closed ∗-derivation δ in a C∗-algebra A commuting with an action α of a compact group is a generator if D(δ) ⊃ Aα and A is of type I and separable
AbstractA C∗-system over a compact group whose fixed-point algebra has trivial centre and a relative...
We extend the notion of a Herz–Schur multiplier to the setting of non-commutative dynamical systems:...
We prove that the crossed product Banach algebra ℓ1(G,A;α) that is associated with a C∗-dynamical sy...
AbstractWe construct the W∗-dynamical system associated with a C∗-dynamical system which is universa...
AbstractLet (A, G, α) be a C∗ dynamical system and let δ be a closed ∗ derivation in A which commute...
AbstractWe consider unbounded derivations in C∗-algebras commuting with compact groups of ∗-automorp...
It is shown that if δ is the generator of a strongly continuous oneparameter group of *-automorphism...
Abstract. We investigate the generalized derivations and show that every generalized derivation on a...
Abstract. For a fixed C∗-algebra A, we consider all noncommutative dynamical systems that can be gen...
AbstractLet G be a compact abelian group, and τ an action of G on a C∗-algebra U, such that Uτ(γ)Uτ(...
Given positive integers n and m, we consider dynamical systems in which n copies of a topological sp...
AbstractThis paper is a study of closed derivations in commutative C∗ algebras. A partial characteri...
40 pages, no figures.-- MSC2000 codes: 46L08, 47L80, 22D25.-- ArXiv pre-print available at: http://a...
AbstractThe purpose of this paper is to extend certain results on commutative dynamical systems and ...
We consider a class of dynamical systems with compact non-abelian groups that include C*-, W*- and m...
AbstractA C∗-system over a compact group whose fixed-point algebra has trivial centre and a relative...
We extend the notion of a Herz–Schur multiplier to the setting of non-commutative dynamical systems:...
We prove that the crossed product Banach algebra ℓ1(G,A;α) that is associated with a C∗-dynamical sy...
AbstractWe construct the W∗-dynamical system associated with a C∗-dynamical system which is universa...
AbstractLet (A, G, α) be a C∗ dynamical system and let δ be a closed ∗ derivation in A which commute...
AbstractWe consider unbounded derivations in C∗-algebras commuting with compact groups of ∗-automorp...
It is shown that if δ is the generator of a strongly continuous oneparameter group of *-automorphism...
Abstract. We investigate the generalized derivations and show that every generalized derivation on a...
Abstract. For a fixed C∗-algebra A, we consider all noncommutative dynamical systems that can be gen...
AbstractLet G be a compact abelian group, and τ an action of G on a C∗-algebra U, such that Uτ(γ)Uτ(...
Given positive integers n and m, we consider dynamical systems in which n copies of a topological sp...
AbstractThis paper is a study of closed derivations in commutative C∗ algebras. A partial characteri...
40 pages, no figures.-- MSC2000 codes: 46L08, 47L80, 22D25.-- ArXiv pre-print available at: http://a...
AbstractThe purpose of this paper is to extend certain results on commutative dynamical systems and ...
We consider a class of dynamical systems with compact non-abelian groups that include C*-, W*- and m...
AbstractA C∗-system over a compact group whose fixed-point algebra has trivial centre and a relative...
We extend the notion of a Herz–Schur multiplier to the setting of non-commutative dynamical systems:...
We prove that the crossed product Banach algebra ℓ1(G,A;α) that is associated with a C∗-dynamical sy...
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