AbstractA class of C∗-algebras is described for which the C∗-homomorphisms from C0(0,1] to the algebra may be classified by means of the Cuntz semigroup functor. Examples are given of algebras—simple and non-simple—for which this classification fails. It is shown that a suitable suspension of the Cuntz semigroup functor deals successfully with some of these counterexamples
We show that abstract Cuntz semigroups form a closed symmetric monoidal category. Thus, given Cuntz ...
AbstractLet O∗ denote the C∗-algebra defined by the direct sum of Cuntz algebras {On:1⩽n<∞} where we...
Let A be a simple, unital, finite, and exact C*-algebra which absorbs the Jiang-Su algebra Z tensori...
AbstractA class of C∗-algebras is described for which the C∗-homomorphisms from C0(0,1] to the algeb...
AbstractWe classify unital monomorphisms into certain simple Z-stable C⁎-algebras up to approximate ...
We give a detailed introduction to the theory of Cuntz semigroups for C*-algebras. Beginning with th...
This paper argues that the unitary Cuntz semigroup, introduced in [10] and termed Cu$_1$, contains c...
ii The Cuntz semigroup is an isomorphism invariant for C∗-algebras consisting of a semigroup with a ...
We introduce a bivariant version of the Cuntz semigroup as equivalence classes of order zero maps ge...
Let A be a simple, separable C*-algebra of stable rank one. We prove that the Cuntz semigroup of C (...
In this paper, we show that for unital, separable $C^*$-algebras of stable rank one and real rank ze...
Eine einfache und stabil endliche Halbgruppe S in Cu (womit wir die durch die Axiome (O1) bis (O6) c...
We study topological aspects of the category of abstract Cuntz semigroups, termed Cu. We provide a s...
We classify unital monomorphisms into certain simple Z-stable C-algebras up to approximate unitary e...
We prove that separable C*-algebras which are completely close in a natural uniform sense have isomo...
We show that abstract Cuntz semigroups form a closed symmetric monoidal category. Thus, given Cuntz ...
AbstractLet O∗ denote the C∗-algebra defined by the direct sum of Cuntz algebras {On:1⩽n<∞} where we...
Let A be a simple, unital, finite, and exact C*-algebra which absorbs the Jiang-Su algebra Z tensori...
AbstractA class of C∗-algebras is described for which the C∗-homomorphisms from C0(0,1] to the algeb...
AbstractWe classify unital monomorphisms into certain simple Z-stable C⁎-algebras up to approximate ...
We give a detailed introduction to the theory of Cuntz semigroups for C*-algebras. Beginning with th...
This paper argues that the unitary Cuntz semigroup, introduced in [10] and termed Cu$_1$, contains c...
ii The Cuntz semigroup is an isomorphism invariant for C∗-algebras consisting of a semigroup with a ...
We introduce a bivariant version of the Cuntz semigroup as equivalence classes of order zero maps ge...
Let A be a simple, separable C*-algebra of stable rank one. We prove that the Cuntz semigroup of C (...
In this paper, we show that for unital, separable $C^*$-algebras of stable rank one and real rank ze...
Eine einfache und stabil endliche Halbgruppe S in Cu (womit wir die durch die Axiome (O1) bis (O6) c...
We study topological aspects of the category of abstract Cuntz semigroups, termed Cu. We provide a s...
We classify unital monomorphisms into certain simple Z-stable C-algebras up to approximate unitary e...
We prove that separable C*-algebras which are completely close in a natural uniform sense have isomo...
We show that abstract Cuntz semigroups form a closed symmetric monoidal category. Thus, given Cuntz ...
AbstractLet O∗ denote the C∗-algebra defined by the direct sum of Cuntz algebras {On:1⩽n<∞} where we...
Let A be a simple, unital, finite, and exact C*-algebra which absorbs the Jiang-Su algebra Z tensori...
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