We shall introduce the notions of the strong Morita equivalence for unital inclusions of unital C^*-algebras and conditional expectations from an equivalence bimodule onto its closed subspace with respect to conditional expectations from unital C^*-algebras onto their unital C^*-subalgebras. Also, we shall study their basic properties
In this paper, we consider algebras with involution over a ring C which is given by the quadratic ex...
Abstract. The investigation of C∗-algebras and Hilbert C∗-modules with respect to the classical, the...
Let N subset of M be a unital inclusion of arbitrary von Neumann algebras. We give a 2-C*- categoric...
We shall introduce the notions of the strong Morita equivalence for unital inclusions of unital C^*-...
Properties preserved under Morita equivalence of C*-algebras We show that important structural prope...
We show that important structural properties of C*-algebras and the multiplicity numbers of represen...
We consider two twisted actions of a countable discrete group on $\sigma$-unital $C^*$-algebras. The...
Abstract. We discuss that some Banach space-like properties in C∗-algebras are preserved under Morit...
Abstract. We introduce strong Morita equivalence for inverse semigroups. This notion encompasses Mar...
Abstract. We show that important structural properties of C∗-algebras and the multiplicity numbers o...
We develop a general framework for the study of strong Morita equivalence in which C*-algebras and h...
We give general structure theory for pairs (C,D) of unital C*- algebras where D is a regular and abe...
AbstractWe consider notions of Morita equivalence appropriate to weak* closed algebras of Hilbert sp...
We give a solution, via operator spaces, of an old problem in the Morita equivalence of $C^*$-algebr...
In this paper, we show that the Cauchy extensions of C-algebras and Hilbert C-modules preserve Morit...
In this paper, we consider algebras with involution over a ring C which is given by the quadratic ex...
Abstract. The investigation of C∗-algebras and Hilbert C∗-modules with respect to the classical, the...
Let N subset of M be a unital inclusion of arbitrary von Neumann algebras. We give a 2-C*- categoric...
We shall introduce the notions of the strong Morita equivalence for unital inclusions of unital C^*-...
Properties preserved under Morita equivalence of C*-algebras We show that important structural prope...
We show that important structural properties of C*-algebras and the multiplicity numbers of represen...
We consider two twisted actions of a countable discrete group on $\sigma$-unital $C^*$-algebras. The...
Abstract. We discuss that some Banach space-like properties in C∗-algebras are preserved under Morit...
Abstract. We introduce strong Morita equivalence for inverse semigroups. This notion encompasses Mar...
Abstract. We show that important structural properties of C∗-algebras and the multiplicity numbers o...
We develop a general framework for the study of strong Morita equivalence in which C*-algebras and h...
We give general structure theory for pairs (C,D) of unital C*- algebras where D is a regular and abe...
AbstractWe consider notions of Morita equivalence appropriate to weak* closed algebras of Hilbert sp...
We give a solution, via operator spaces, of an old problem in the Morita equivalence of $C^*$-algebr...
In this paper, we show that the Cauchy extensions of C-algebras and Hilbert C-modules preserve Morit...
In this paper, we consider algebras with involution over a ring C which is given by the quadratic ex...
Abstract. The investigation of C∗-algebras and Hilbert C∗-modules with respect to the classical, the...
Let N subset of M be a unital inclusion of arbitrary von Neumann algebras. We give a 2-C*- categoric...