Add to ORKGIn this paper, we generalize the construction of a pullback diagram in the framework of Hilbert modules over locally C ∗ -algebras and we explore some conditions under which diagrams of Hilbert modules over the corresponding C ∗ -algebras are pullbac
Let R be the pullback A x(C) B, where B --> C is a surjective homomorphism of commutative rings and ...
AbstractThis paper deals with a “naive” way of generalizing Kazhdan's property (T) to C∗-algebras. O...
We describe the pullback construction in the category of Hilbert C*-modules (with a suitable class o...
Abstract. We describe the pullback construction in the category of Hilbert C-modules (with a suitabl...
In this paper, we generalize the construction of a pullback diagram in the framework of Hilbert C*-m...
In this paper, we generalize the construction of a pullback diagram in the framework of Hilbert C*-m...
The paper describes some basic properties of a class of module maps of Hilbert C∗-modules. In Sectio...
Abstract. The investigation of C∗-algebras and Hilbert C∗-modules with respect to the classical, the...
AbstractIn this paper we discuss a certain class of sets of generators for a full Hilbert C∗-module ...
Abstract. We introduce the notion of (completely) multi-positive linear maps between C∗-algebras, an...
A precise description of the injective envelope of a spatial continuous trace C∗-algebra A over a St...
Abstract. This paper studies the problems of embedding and isomor-phism for countably generated Hilb...
In this paper we first review the definitions of crossed module [10], pullback crossed module and ca...
Abstract – In this paper, we present algebroids and crossed modules of algebroids. We also define pu...
Tikuisis This paper studies the problems of embedding and isomorphism for countably generated Hilber...
Let R be the pullback A x(C) B, where B --> C is a surjective homomorphism of commutative rings and ...
AbstractThis paper deals with a “naive” way of generalizing Kazhdan's property (T) to C∗-algebras. O...
We describe the pullback construction in the category of Hilbert C*-modules (with a suitable class o...
Abstract. We describe the pullback construction in the category of Hilbert C-modules (with a suitabl...
In this paper, we generalize the construction of a pullback diagram in the framework of Hilbert C*-m...
In this paper, we generalize the construction of a pullback diagram in the framework of Hilbert C*-m...
The paper describes some basic properties of a class of module maps of Hilbert C∗-modules. In Sectio...
Abstract. The investigation of C∗-algebras and Hilbert C∗-modules with respect to the classical, the...
AbstractIn this paper we discuss a certain class of sets of generators for a full Hilbert C∗-module ...
Abstract. We introduce the notion of (completely) multi-positive linear maps between C∗-algebras, an...
A precise description of the injective envelope of a spatial continuous trace C∗-algebra A over a St...
Abstract. This paper studies the problems of embedding and isomor-phism for countably generated Hilb...
In this paper we first review the definitions of crossed module [10], pullback crossed module and ca...
Abstract – In this paper, we present algebroids and crossed modules of algebroids. We also define pu...
Tikuisis This paper studies the problems of embedding and isomorphism for countably generated Hilber...
Let R be the pullback A x(C) B, where B --> C is a surjective homomorphism of commutative rings and ...
AbstractThis paper deals with a “naive” way of generalizing Kazhdan's property (T) to C∗-algebras. O...
We describe the pullback construction in the category of Hilbert C*-modules (with a suitable class o...