Add to ORKGWe give a complete classification up to cocycle conjugacy of uniformly outer actions of Z2 on UHF algebras. In particular, it is shown that any two uniformly outer actions of Z2 on a UHF algebra of infinite type are cocycle conjugate. We also classify them up to outer conjugacy.
Abstract. We consider a crossed product of a unital simple separable nuclear stably finite Z-stable ...
A noncommutative Rohlin type theorem was introduced by A. Connes for the classification of single au...
We show that for any integer p greater than one, there exists a C-∗ algebra , which is not AF, such ...
AbstractWe give a complete classification up to cocycle conjugacy of uniformly outer actions of Z2 o...
AbstractWe give a complete classification up to cocycle conjugacy of uniformly outer actions of Z2 o...
We consider Z-actions (single automorphisms) on a unital simple AH algebra with real rank zero and s...
AbstractWe will show that any two outer actions of ZN on O2 are cocycle conjugate
AbstractWe study outer conjugacy for aperiodic automorphisms of UHF C∗-algebras. We show the existen...
Let Λ be a countably infinite property (T) group, and let D be UHF-algebra of infinite type. We prov...
For an automorphism a of a UHF algebra it is shown that a has the Rohlin property if and only if am ...
Let be a countably innite property (T) group, and let A be UHF-algebra of innite type. We prove tha...
We study strongly outer actions of discrete groups on C*-algebras in relation to (non)amenability. I...
AbstractWe show that a standard Z-analytic triangular UHF algebra has a product type counting cocycl...
We consider a certain class of unital simple stably finite C-algebras which absorb the Jiang-Su alge...
AbstractWe show that the shift on the UHF algebraMn∞has the Rohlin property for any oddn(hence, by B...
Abstract. We consider a crossed product of a unital simple separable nuclear stably finite Z-stable ...
A noncommutative Rohlin type theorem was introduced by A. Connes for the classification of single au...
We show that for any integer p greater than one, there exists a C-∗ algebra , which is not AF, such ...
AbstractWe give a complete classification up to cocycle conjugacy of uniformly outer actions of Z2 o...
AbstractWe give a complete classification up to cocycle conjugacy of uniformly outer actions of Z2 o...
We consider Z-actions (single automorphisms) on a unital simple AH algebra with real rank zero and s...
AbstractWe will show that any two outer actions of ZN on O2 are cocycle conjugate
AbstractWe study outer conjugacy for aperiodic automorphisms of UHF C∗-algebras. We show the existen...
Let Λ be a countably infinite property (T) group, and let D be UHF-algebra of infinite type. We prov...
For an automorphism a of a UHF algebra it is shown that a has the Rohlin property if and only if am ...
Let be a countably innite property (T) group, and let A be UHF-algebra of innite type. We prove tha...
We study strongly outer actions of discrete groups on C*-algebras in relation to (non)amenability. I...
AbstractWe show that a standard Z-analytic triangular UHF algebra has a product type counting cocycl...
We consider a certain class of unital simple stably finite C-algebras which absorb the Jiang-Su alge...
AbstractWe show that the shift on the UHF algebraMn∞has the Rohlin property for any oddn(hence, by B...
Abstract. We consider a crossed product of a unital simple separable nuclear stably finite Z-stable ...
A noncommutative Rohlin type theorem was introduced by A. Connes for the classification of single au...
We show that for any integer p greater than one, there exists a C-∗ algebra , which is not AF, such ...