AbstractIn this paper, we study the semicrossed product of a finite dimensional C∗-algebra for two types of Z+2-actions, and identify them with matrix algebras of analytic functions in two variables. We look at the connections with semicrossed by Z+-actions
Abstract. An action of Zl by automorphisms of a k-graph induces an ac-tion of Zl by automorphisms of...
Abstract. We show that semiprojectivity of a C∗-algebra is preserved when passing to C∗-subalgebras ...
We describe actions, semidirect products and crossed modules in categories of monoids with operation...
AbstractIn this paper, we study the semicrossed product of a finite dimensional C∗-algebra for two t...
AbstractGiven a C∗-algebra U and endomorphim α, there is an associated nonselfadjoint operator algeb...
We investigate various properties of two classes of operator algebras: directed graph operator algeb...
The paper presents a construction of the crossed product of a C*-algebra by a commutative semigroup ...
The authors examine the semicrossed products of a semigroup action by *-endomorphisms on a C*-algebr...
In this paper, we describe the commutant of an arbitrary subalgebra A of the algebra of functions on...
AbstractIn this paper, the weak semicrossed products of finite dimensional W*-algebras by Z+ are ide...
Let C be a fixed variety of universal algebras which has among its operations a binary +, a binary −...
In this paper, we consider both algebraic crossed products of commutative complex algebras A with th...
Abstract. Partial actions of discrete abelian groups can be used to construct both groupoid C ∗-alge...
We dedicate this article to the memory of William B. Arveson, who has inspired all of us with his vi...
Abstract. Given the disk algebra A(D) and an automorphism , there is as-sociated a non-self-adjoint ...
Abstract. An action of Zl by automorphisms of a k-graph induces an ac-tion of Zl by automorphisms of...
Abstract. We show that semiprojectivity of a C∗-algebra is preserved when passing to C∗-subalgebras ...
We describe actions, semidirect products and crossed modules in categories of monoids with operation...
AbstractIn this paper, we study the semicrossed product of a finite dimensional C∗-algebra for two t...
AbstractGiven a C∗-algebra U and endomorphim α, there is an associated nonselfadjoint operator algeb...
We investigate various properties of two classes of operator algebras: directed graph operator algeb...
The paper presents a construction of the crossed product of a C*-algebra by a commutative semigroup ...
The authors examine the semicrossed products of a semigroup action by *-endomorphisms on a C*-algebr...
In this paper, we describe the commutant of an arbitrary subalgebra A of the algebra of functions on...
AbstractIn this paper, the weak semicrossed products of finite dimensional W*-algebras by Z+ are ide...
Let C be a fixed variety of universal algebras which has among its operations a binary +, a binary −...
In this paper, we consider both algebraic crossed products of commutative complex algebras A with th...
Abstract. Partial actions of discrete abelian groups can be used to construct both groupoid C ∗-alge...
We dedicate this article to the memory of William B. Arveson, who has inspired all of us with his vi...
Abstract. Given the disk algebra A(D) and an automorphism , there is as-sociated a non-self-adjoint ...
Abstract. An action of Zl by automorphisms of a k-graph induces an ac-tion of Zl by automorphisms of...
Abstract. We show that semiprojectivity of a C∗-algebra is preserved when passing to C∗-subalgebras ...
We describe actions, semidirect products and crossed modules in categories of monoids with operation...
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