AbstractWe show that an automorphism of a unital AF C*-algebra with a certain approximate Rohlin property has the Rohlin property. This generalizes a result of Kishimoto. Using this we show that the shift automorphism on the bilateral C*-algebra associated with an aperiodic irreducible shift of finite type has the Rohlin property
The two-sided shift on the infinite tensor product of copies of the n × n matrix algebra has the so-...
AbstractWhen A is a unital simple AF C∗-algebra and has a unique tracial state, it is shown that the...
AbstractWe classify finite group actions on some classes of C∗-algebras with the Rohlin property in ...
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 the shift on the UHF algebraMn∞has the Rohlin property for any oddn(hence, by B...
We define a Rohlin property for one-parameter automorphism groups of unital simple C*-algebras and s...
For an automorphism a of a UHF algebra it is shown that a has the Rohlin property if and only if am ...
A noncommutative Rohlin type theorem was introduced by A. Connes for the classification of single au...
AbstractWe show that the shift on the UHF algebraMn∞has the Rohlin property for any oddn(hence, by B...
We develop the concept of Rokhlin dimension for integer and for finite group actions on C∗-algebras....
We define “tracial” analogs of the Rokhlin property for actions of finite groups, approximate repres...
We consider Z-actions (single automorphisms) on a unital simple AH algebra with real rank zero and s...
Abstract. We develop the concept of Rokhlin dimension for integer and for fi-nite group actions on C...
The two-sided shift on the infinite tensor product of copies of the n × n matrix algebra has the so-...
The two-sided shift on the infinite tensor product of copies of the n × n matrix algebra has the so-...
AbstractWhen A is a unital simple AF C∗-algebra and has a unique tracial state, it is shown that the...
AbstractWe classify finite group actions on some classes of C∗-algebras with the Rohlin property in ...
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 the shift on the UHF algebraMn∞has the Rohlin property for any oddn(hence, by B...
We define a Rohlin property for one-parameter automorphism groups of unital simple C*-algebras and s...
For an automorphism a of a UHF algebra it is shown that a has the Rohlin property if and only if am ...
A noncommutative Rohlin type theorem was introduced by A. Connes for the classification of single au...
AbstractWe show that the shift on the UHF algebraMn∞has the Rohlin property for any oddn(hence, by B...
We develop the concept of Rokhlin dimension for integer and for finite group actions on C∗-algebras....
We define “tracial” analogs of the Rokhlin property for actions of finite groups, approximate repres...
We consider Z-actions (single automorphisms) on a unital simple AH algebra with real rank zero and s...
Abstract. We develop the concept of Rokhlin dimension for integer and for fi-nite group actions on C...
The two-sided shift on the infinite tensor product of copies of the n × n matrix algebra has the so-...
The two-sided shift on the infinite tensor product of copies of the n × n matrix algebra has the so-...
AbstractWhen A is a unital simple AF C∗-algebra and has a unique tracial state, it is shown that the...
AbstractWe classify finite group actions on some classes of C∗-algebras with the Rohlin property in ...
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