Add to ORKGA noncommutative Rohlin type theorem was introduced by A. Connes for the classification of single automorphisms of von Neumann $\mathrm{a}\mathrm{l}\mathrm{g}\mathrm{e}\mathrm{b}\mathrm{r}\mathrm{a}S[2,31\cdot $ This was generalized, for example, by A.Ocneanu $[19, 20] $ , for systems of several com-muting automorphisms of finite von Neumann algebras, and more generally fo
AbstractWe give a complete classification up to cocycle conjugacy of uniformly outer actions of Z2 o...
Glimm’s theorem says that a UHF algebra is almost embedded in a separable C∗-algebra not of type I. ...
We develop the concept of Rokhlin dimension for integer and for finite group actions on C∗-algebras....
AbstractWe show that the shift on the UHF algebraMn∞has the Rohlin property for any oddn(hence, by B...
For an automorphism a of a UHF algebra it is shown that a has the Rohlin property if and only if am ...
AbstractWe show that the shift on the UHF algebraMn∞has the Rohlin property for any oddn(hence, by B...
We consider Z-actions (single automorphisms) on a unital simple AH algebra with real rank zero and s...
We show that an automorphism of a unital AF C∗-algebra with a certain approx-imate Rohlin property h...
AbstractWe show that an automorphism of a unital AF C*-algebra with a certain approximate Rohlin pro...
AbstractWe show that an automorphism of a unital AF C*-algebra with a certain approximate Rohlin pro...
AbstractWe give a complete classification up to cocycle conjugacy of uniformly outer actions of Z2 o...
We define a Rohlin property for one-parameter automorphism groups of unital simple C*-algebras and s...
Abstract. We develop the concept of Rokhlin dimension for integer and for fi-nite group actions on C...
We give a complete classification up to cocycle conjugacy of uniformly outer actions of Z2 on UHF al...
We develop the concept of Rokhlin dimension for integer and for finite group actions on C∗-algebras....
AbstractWe give a complete classification up to cocycle conjugacy of uniformly outer actions of Z2 o...
Glimm’s theorem says that a UHF algebra is almost embedded in a separable C∗-algebra not of type I. ...
We develop the concept of Rokhlin dimension for integer and for finite group actions on C∗-algebras....
AbstractWe show that the shift on the UHF algebraMn∞has the Rohlin property for any oddn(hence, by B...
For an automorphism a of a UHF algebra it is shown that a has the Rohlin property if and only if am ...
AbstractWe show that the shift on the UHF algebraMn∞has the Rohlin property for any oddn(hence, by B...
We consider Z-actions (single automorphisms) on a unital simple AH algebra with real rank zero and s...
We show that an automorphism of a unital AF C∗-algebra with a certain approx-imate Rohlin property h...
AbstractWe show that an automorphism of a unital AF C*-algebra with a certain approximate Rohlin pro...
AbstractWe show that an automorphism of a unital AF C*-algebra with a certain approximate Rohlin pro...
AbstractWe give a complete classification up to cocycle conjugacy of uniformly outer actions of Z2 o...
We define a Rohlin property for one-parameter automorphism groups of unital simple C*-algebras and s...
Abstract. We develop the concept of Rokhlin dimension for integer and for fi-nite group actions on C...
We give a complete classification up to cocycle conjugacy of uniformly outer actions of Z2 on UHF al...
We develop the concept of Rokhlin dimension for integer and for finite group actions on C∗-algebras....
AbstractWe give a complete classification up to cocycle conjugacy of uniformly outer actions of Z2 o...
Glimm’s theorem says that a UHF algebra is almost embedded in a separable C∗-algebra not of type I. ...
We develop the concept of Rokhlin dimension for integer and for finite group actions on C∗-algebras....