Add to ORKGWe investigate how a correspondence coaction gives rise to a coaction on the associated Cuntz-Pimsner algebra. We apply this to recover a recent result of Hao and Ng concerning Cuntz-Pimsner algebras of crossed products of correspondences by actions of amenable groups
We show that if G is a second countable locally compact Hausdorff étale groupoid carrying a suitable...
We investigate Cuntz-Pimsner C∗-algebras associated with certain correspondences of the unit circle ...
AbstractGiven a C∗-algebra B, a closed *-subalgebra A⊆B, and a partial isometry S in B which interac...
We investigate how a correspondence coaction gives rise to a coaction on the associated Cuntz-Pimsne...
We interpret the construction of relative Cuntz-Pimsner algebras of correspondences in terms of the ...
Abstract. The Cuntz algebra On is presented as a partial crossed product in which an amenable group ...
We construct a functor that maps C*-correspondences to their Cuntz–Pimsner algebras. Applications in...
AbstractWe develop a dilation theory for C*-correspondences, showing that every C*-correspondence E ...
In their study of the application of crossed-product functors to the Baum–Connes conjecture, Buss, E...
. Mansfield showed how to induce representations of crossed products of C - algebras by coactions...
Conditions are given on a $C^*$-correspondence $E$ over a $C^*$-algebra that guarantee that the asso...
AbstractWe investigate crossed products of Cuntz algebras by quasi-free actions of abelian groups. W...
If a locally compact group G acts on a C *-algebra B, we have both full and reduced crossed products...
AbstractLet (X,A,ϕ) be a C∗-correspondence with a continuous action (γ,α) by an amenable locally com...
A certain type of functor on a category of coactions of a locally compact group on C ∗ C∗-algebras ...
We show that if G is a second countable locally compact Hausdorff étale groupoid carrying a suitable...
We investigate Cuntz-Pimsner C∗-algebras associated with certain correspondences of the unit circle ...
AbstractGiven a C∗-algebra B, a closed *-subalgebra A⊆B, and a partial isometry S in B which interac...
We investigate how a correspondence coaction gives rise to a coaction on the associated Cuntz-Pimsne...
We interpret the construction of relative Cuntz-Pimsner algebras of correspondences in terms of the ...
Abstract. The Cuntz algebra On is presented as a partial crossed product in which an amenable group ...
We construct a functor that maps C*-correspondences to their Cuntz–Pimsner algebras. Applications in...
AbstractWe develop a dilation theory for C*-correspondences, showing that every C*-correspondence E ...
In their study of the application of crossed-product functors to the Baum–Connes conjecture, Buss, E...
. Mansfield showed how to induce representations of crossed products of C - algebras by coactions...
Conditions are given on a $C^*$-correspondence $E$ over a $C^*$-algebra that guarantee that the asso...
AbstractWe investigate crossed products of Cuntz algebras by quasi-free actions of abelian groups. W...
If a locally compact group G acts on a C *-algebra B, we have both full and reduced crossed products...
AbstractLet (X,A,ϕ) be a C∗-correspondence with a continuous action (γ,α) by an amenable locally com...
A certain type of functor on a category of coactions of a locally compact group on C ∗ C∗-algebras ...
We show that if G is a second countable locally compact Hausdorff étale groupoid carrying a suitable...
We investigate Cuntz-Pimsner C∗-algebras associated with certain correspondences of the unit circle ...
AbstractGiven a C∗-algebra B, a closed *-subalgebra A⊆B, and a partial isometry S in B which interac...