Add to ORKGAbstract. We examine the question of when the ∗–homomorphism λ: A∗DB → A ̃ ∗ eD B ̃ of full amalgamated free product C∗–algebras, arising from compatible inclusions of C∗–algebras A ⊆ Ã, B ⊆ B ̃ and D ⊆ D̃, is an embedding. Results giving sufficient conditions for λ to be injective, as well of classes of examples where λ fails to be injective, are obtained. As an application, we give necessary and sufficient condition for the full amalgamated free product of finite dimensional C∗–algebras to be residually finite dimensional. 1
AbstractLet F be a field and A a free associative F-algebra or a group algebra of a free group with ...
In [6], Howie considered the following problem: If [U; Si] is an amalgam of semigroups and if Ti are...
Abstract. Given a graph of C*-algebras as defined in [FF13], we prove a long exact sequence in KK-th...
Given reduced amalgamated free products of C∗-algebras (A,φ) = ∗ ι∈I(Aι, φι) and (D,ψ) = ι∈I(Dι, ψι...
Residual finite dimensionality is the $\mathrm{C}^*$-algebraic analogue for maximal almost periodic...
International audienceWe investigate the position of amenable subalgebras in arbitrary amalgamated f...
International audienceWe investigate the position of amenable subalgebras in arbitrary amalgamated f...
Abstract. We show that every separable nuclear residually nite dimensional C-algebras satisfying the...
We investigate the position of amenable subalgebras in arbitrary amalgamated free product von Neuman...
AbstractWe study completions of diagrams of extensions of C*-algebras in which all three C*-algebras...
AbstractWe establish six terms exact sequences relating the KK-theory groups and the E-theory groups...
AbstractIn [6], Howie considered the following problem: If [U; Si] is an amalgam of semigroups and i...
In this thesis, we establish a sufficient condition for an amenable von Neumann algebra to be a maxi...
Abstract. All unital continuous C∗-bundles with properly infinite fibres are prop-erly infinite C∗-a...
AbstractIt is proved that every separable C∗-algebra of real rank zero contains an AF-sub-C∗-algebra...
AbstractLet F be a field and A a free associative F-algebra or a group algebra of a free group with ...
In [6], Howie considered the following problem: If [U; Si] is an amalgam of semigroups and if Ti are...
Abstract. Given a graph of C*-algebras as defined in [FF13], we prove a long exact sequence in KK-th...
Given reduced amalgamated free products of C∗-algebras (A,φ) = ∗ ι∈I(Aι, φι) and (D,ψ) = ι∈I(Dι, ψι...
Residual finite dimensionality is the $\mathrm{C}^*$-algebraic analogue for maximal almost periodic...
International audienceWe investigate the position of amenable subalgebras in arbitrary amalgamated f...
International audienceWe investigate the position of amenable subalgebras in arbitrary amalgamated f...
Abstract. We show that every separable nuclear residually nite dimensional C-algebras satisfying the...
We investigate the position of amenable subalgebras in arbitrary amalgamated free product von Neuman...
AbstractWe study completions of diagrams of extensions of C*-algebras in which all three C*-algebras...
AbstractWe establish six terms exact sequences relating the KK-theory groups and the E-theory groups...
AbstractIn [6], Howie considered the following problem: If [U; Si] is an amalgam of semigroups and i...
In this thesis, we establish a sufficient condition for an amenable von Neumann algebra to be a maxi...
Abstract. All unital continuous C∗-bundles with properly infinite fibres are prop-erly infinite C∗-a...
AbstractIt is proved that every separable C∗-algebra of real rank zero contains an AF-sub-C∗-algebra...
AbstractLet F be a field and A a free associative F-algebra or a group algebra of a free group with ...
In [6], Howie considered the following problem: If [U; Si] is an amalgam of semigroups and if Ti are...
Abstract. Given a graph of C*-algebras as defined in [FF13], we prove a long exact sequence in KK-th...