Add to ORKGIn this paper, we give some properties of the fixed point algebra and the crossed product of a unital separable simple infinite dimensional C*-algebra by an action of a second-countable compact group with the tracial Rokhlin property with comparison that could be deduced from the properties of its original algebra: (1) stable rank one; (2) real rank zero; (3) $\beta$-comparison; (4) Winter's $n$-comparison; (5) $m$-almost divisible; (6) weakly ($m$,$n$)-divisible.Comment: final version, 24 pages. This version was accepted in Rocky Mountain Journal of Mathematic
We establish finite nuclear dimension for crossed product C*-algebras arising from various classes o...
In this work, we will explore the relation between topological dynamical systems and their reduced c...
We generalize Gabor's notion of topological Rokhlin dimension of $\mathbb{Z}^k$-actions on compact m...
We define a "tracial" analog of the Rokhlin property for actions of second countable compact groups ...
This dissertation focuses on finite group actions with the tracial Rokhlin property and the structur...
This dissertation focuses on finite group actions with the tracial Rokhlin property and the structur...
We define “tracial” analogs of the Rokhlin property for actions of finite groups, approximate repres...
Let $G$ be a finite group, let $A$ be an infinite-dimensional stably finite simple unital C*-algebra...
Abstract. Let α: G → Aut(A) be an action of a finite group G on a C*-algebra A. We present some cond...
We develop the concept of Rokhlin dimension for integer and for finite group actions on C∗-algebras....
We describe a weak tracial analog of approximate representability under the name "weak tracial appro...
AbstractLet A be a unital separable simple C∗-algebra with TR(A)⩽1 and α be an automorphism. We show...
AbstractLet A be a unital separable simple C∗-algebra with TR(A)⩽1 and α be an automorphism. We show...
We define the concept of tracial -algebra of C*-algebras, which generalize the concept of local -alg...
We develop the concept of Rokhlin dimension for integer and for finite group actions on C∗-algebras....
We establish finite nuclear dimension for crossed product C*-algebras arising from various classes o...
In this work, we will explore the relation between topological dynamical systems and their reduced c...
We generalize Gabor's notion of topological Rokhlin dimension of $\mathbb{Z}^k$-actions on compact m...
We define a "tracial" analog of the Rokhlin property for actions of second countable compact groups ...
This dissertation focuses on finite group actions with the tracial Rokhlin property and the structur...
This dissertation focuses on finite group actions with the tracial Rokhlin property and the structur...
We define “tracial” analogs of the Rokhlin property for actions of finite groups, approximate repres...
Let $G$ be a finite group, let $A$ be an infinite-dimensional stably finite simple unital C*-algebra...
Abstract. Let α: G → Aut(A) be an action of a finite group G on a C*-algebra A. We present some cond...
We develop the concept of Rokhlin dimension for integer and for finite group actions on C∗-algebras....
We describe a weak tracial analog of approximate representability under the name "weak tracial appro...
AbstractLet A be a unital separable simple C∗-algebra with TR(A)⩽1 and α be an automorphism. We show...
AbstractLet A be a unital separable simple C∗-algebra with TR(A)⩽1 and α be an automorphism. We show...
We define the concept of tracial -algebra of C*-algebras, which generalize the concept of local -alg...
We develop the concept of Rokhlin dimension for integer and for finite group actions on C∗-algebras....
We establish finite nuclear dimension for crossed product C*-algebras arising from various classes o...
In this work, we will explore the relation between topological dynamical systems and their reduced c...
We generalize Gabor's notion of topological Rokhlin dimension of $\mathbb{Z}^k$-actions on compact m...