AbstractWe prove that a unital purely infinite simple C*-algebra has C*-exponential rank at most 1 + ϵ, and therefore has the property weak (FU): Every element of the identity component of the unitary group is norm limit of unitaries with finite spectrum. We also prove that the appropriate modification of this statement for nonunital algebras
Let A, B be unital C*-algebras and assume that A is separable and quasidiagonal relative to B. Let ϕ...
We define the class of weakly approximately divisible unital \(C^*\)-algebras and show that this cla...
AbstractIt is shown that, for a class of unital C*-algebras including purely infinite simple C*-alge...
AbstractLetAbe a simpleC*-algebra of real rank zero and stable rank one. We show that, for any norma...
In the present article we review an approximation procedure for amenable traces on unital andseparab...
In the present article we review an approximation procedure for amenable traces on unital andseparab...
AbstractWe show that, for any irrational rotational algebraAθ,Aθ⊗O2≅O2. This is proved by combining ...
AbstractWe show that every C*-algebra with real rank zero has exponential rank ≤ 1 + ϵ. Consequently...
AbstractWe show that every C*-algebra with real rank zero has exponential rank ≤ 1 + ϵ. Consequently...
AbstractLet C be a class of unital C*-algebras. The class TAC of C*-algebras which can be tracially ...
grantor: University of TorontoWe give a short and elementary proof of Huaxin Lin's theorem...
grantor: University of TorontoWe give a short and elementary proof of Huaxin Lin's theorem...
In this thesis, we study three main problems: characterising approximation properties in terms of co...
In this thesis, we study three main problems: characterising approximation properties in terms of co...
AbstractWe show that, for any irrational rotational algebraAθ,Aθ⊗O2≅O2. This is proved by combining ...
Let A, B be unital C*-algebras and assume that A is separable and quasidiagonal relative to B. Let ϕ...
We define the class of weakly approximately divisible unital \(C^*\)-algebras and show that this cla...
AbstractIt is shown that, for a class of unital C*-algebras including purely infinite simple C*-alge...
AbstractLetAbe a simpleC*-algebra of real rank zero and stable rank one. We show that, for any norma...
In the present article we review an approximation procedure for amenable traces on unital andseparab...
In the present article we review an approximation procedure for amenable traces on unital andseparab...
AbstractWe show that, for any irrational rotational algebraAθ,Aθ⊗O2≅O2. This is proved by combining ...
AbstractWe show that every C*-algebra with real rank zero has exponential rank ≤ 1 + ϵ. Consequently...
AbstractWe show that every C*-algebra with real rank zero has exponential rank ≤ 1 + ϵ. Consequently...
AbstractLet C be a class of unital C*-algebras. The class TAC of C*-algebras which can be tracially ...
grantor: University of TorontoWe give a short and elementary proof of Huaxin Lin's theorem...
grantor: University of TorontoWe give a short and elementary proof of Huaxin Lin's theorem...
In this thesis, we study three main problems: characterising approximation properties in terms of co...
In this thesis, we study three main problems: characterising approximation properties in terms of co...
AbstractWe show that, for any irrational rotational algebraAθ,Aθ⊗O2≅O2. This is proved by combining ...
Let A, B be unital C*-algebras and assume that A is separable and quasidiagonal relative to B. Let ϕ...
We define the class of weakly approximately divisible unital \(C^*\)-algebras and show that this cla...
AbstractIt is shown that, for a class of unital C*-algebras including purely infinite simple C*-alge...
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