AbstractWe consider perturbations of C∗-algebras by compact operators. We show that if A is a separable liminal algebra of operators on a separable Hilbert space, then it is a subalgebra of a compact perturbation of a block diagonal algebra
Quasidiagonality is a matricial approximation property which asymptotically captures the multiplicat...
AbstractThe representations of the group of unitary operators which are trace-class perturbations of...
Abstract. An operator T is called (p, k)-quasihyponormal if T ∗k(|T |2p − |T ∗|2p)Tk ≥ 0, (0 < p ...
AbstractWe consider perturbations of C∗-algebras by compact operators. We show that if A is a separa...
AbstractLet A be a separable exact quasidiagonal C*-algebra. Suppose that π:A→L(H) is a faithful rep...
AbstractLet T be a quasidiagonal operator on a separable Hilbert space. It is shown that there exist...
AbstractLet A be a separable exact quasidiagonal C*-algebra. Suppose that π:A→L(H) is a faithful rep...
Let A be a separable exact quasidiagonal C*-algebra. Suppose that?: A L(H) is a faithful representa...
AbstractA generalization of a theorem of Dan Voiculescu on perturbations of separable C∗-algebras is...
AbstractSpectral triples (of compact type) are constructed on arbitrary separable quasidiagonal C*-a...
We study the C* -algebra D+K which consists of sums of a diagonal plus a compact operator. We descri...
A classical result due to Foias and Pearcy establishes a discrete model for every quasinilpotent op...
A classical result due to Foias and Pearcy establishes a discrete model for every quasinilpotent ope...
A classical result due to Foias and Pearcy establishes a discrete model for every quasinilpotent ope...
Quasidiagonality is a matricial approximation property which asymptotically captures the multiplicat...
Quasidiagonality is a matricial approximation property which asymptotically captures the multiplicat...
AbstractThe representations of the group of unitary operators which are trace-class perturbations of...
Abstract. An operator T is called (p, k)-quasihyponormal if T ∗k(|T |2p − |T ∗|2p)Tk ≥ 0, (0 < p ...
AbstractWe consider perturbations of C∗-algebras by compact operators. We show that if A is a separa...
AbstractLet A be a separable exact quasidiagonal C*-algebra. Suppose that π:A→L(H) is a faithful rep...
AbstractLet T be a quasidiagonal operator on a separable Hilbert space. It is shown that there exist...
AbstractLet A be a separable exact quasidiagonal C*-algebra. Suppose that π:A→L(H) is a faithful rep...
Let A be a separable exact quasidiagonal C*-algebra. Suppose that?: A L(H) is a faithful representa...
AbstractA generalization of a theorem of Dan Voiculescu on perturbations of separable C∗-algebras is...
AbstractSpectral triples (of compact type) are constructed on arbitrary separable quasidiagonal C*-a...
We study the C* -algebra D+K which consists of sums of a diagonal plus a compact operator. We descri...
A classical result due to Foias and Pearcy establishes a discrete model for every quasinilpotent op...
A classical result due to Foias and Pearcy establishes a discrete model for every quasinilpotent ope...
A classical result due to Foias and Pearcy establishes a discrete model for every quasinilpotent ope...
Quasidiagonality is a matricial approximation property which asymptotically captures the multiplicat...
Quasidiagonality is a matricial approximation property which asymptotically captures the multiplicat...
AbstractThe representations of the group of unitary operators which are trace-class perturbations of...
Abstract. An operator T is called (p, k)-quasihyponormal if T ∗k(|T |2p − |T ∗|2p)Tk ≥ 0, (0 < p ...
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