Add to ORKGAny unital separable continuous C(X)-algebra with properly infinite fibres is properly infinite as soon as the compact Hausdorff space X has finitetopological dimension. We show that this is still true when the compact space X$ has infinite topological dimension
We construct a unital pre-C*-algebra $ A_0$ which is stably finite, in the sense that every left inv...
AbstractLocal and global definitions of pure infiniteness for a C∗-algebra A are compared, and equiv...
International audienceWe extend in this paper the characterisation of a separable nuclear C* -algebr...
The only separable unital continuous $C([0,1])$-algebra with fibres isomorphic to the Cuntz algebra ...
Abstract. Any unital separable continuous C(X)-algebra with properly infinite fi-bres is properly in...
Abstract. Any unital separable continuous C(X)-algebra with properly infinite fi-bres is properly in...
10 pagesAll unital continuous \cst-bundles with properly infinite fibres are properly infinite \cst-...
International audienceWe investigate if a unital $C(X)$-algebra is properly infinite when all its fi...
Abstract. All unital continuous C∗-bundles with properly infinite fibres are prop-erly infinite C∗-a...
Abstract. Any non-zero quotient of a properly infinite C∗-algebra is properly in-finite. We show tha...
AbstractWe study the question of whether stability is preserved under the operation of forming a con...
International audienceWe extend in this paper several results of E. Kirchberg, S. Wassermann and the...
International audienceOne of the main tools to classify \cst-algebras is the study of its projection...
AbstractThe first named author has given a classification of all separable, nuclear C*-algebras A th...
AbstractLet X be a finite dimensional compact metrizable space. We study a technique which employs s...
We construct a unital pre-C*-algebra $ A_0$ which is stably finite, in the sense that every left inv...
AbstractLocal and global definitions of pure infiniteness for a C∗-algebra A are compared, and equiv...
International audienceWe extend in this paper the characterisation of a separable nuclear C* -algebr...
The only separable unital continuous $C([0,1])$-algebra with fibres isomorphic to the Cuntz algebra ...
Abstract. Any unital separable continuous C(X)-algebra with properly infinite fi-bres is properly in...
Abstract. Any unital separable continuous C(X)-algebra with properly infinite fi-bres is properly in...
10 pagesAll unital continuous \cst-bundles with properly infinite fibres are properly infinite \cst-...
International audienceWe investigate if a unital $C(X)$-algebra is properly infinite when all its fi...
Abstract. All unital continuous C∗-bundles with properly infinite fibres are prop-erly infinite C∗-a...
Abstract. Any non-zero quotient of a properly infinite C∗-algebra is properly in-finite. We show tha...
AbstractWe study the question of whether stability is preserved under the operation of forming a con...
International audienceWe extend in this paper several results of E. Kirchberg, S. Wassermann and the...
International audienceOne of the main tools to classify \cst-algebras is the study of its projection...
AbstractThe first named author has given a classification of all separable, nuclear C*-algebras A th...
AbstractLet X be a finite dimensional compact metrizable space. We study a technique which employs s...
We construct a unital pre-C*-algebra $ A_0$ which is stably finite, in the sense that every left inv...
AbstractLocal and global definitions of pure infiniteness for a C∗-algebra A are compared, and equiv...
International audienceWe extend in this paper the characterisation of a separable nuclear C* -algebr...