Add to ORKGWe will provide some results on Hilbert modules, namely an equivalent condition forfaithful Noetherian modules to be Hilbert. Then, we will generalize the notion of a Hilbertrings and modules to create the concept of C-Hilbert rings and modules. Finally, to providemore examples of C-Hilbert modules, we will take the notion of strongly Hilbert rings andextend them to strongly Hilbert modules
AbstractAn R-module M is called strongly Hopfian (respectively strongly co-Hopfian) if for every end...
We introduce the notion of strongly ω -Gorenstein modules, where ω is a faithfully balanced self-ort...
The purpose of this work is to analyse the analogue of prime modules in commutative case – strongly ...
Hilbert C^*-modules provide a natural generalization of Hilbert spaces arising when the field of sca...
Abstract. We initiate a study of Hilbert modules over the polynomial algebra A = C[z1,..., zd] that ...
. Let C denote the category of Hilbert modules which are similar to contractive Hilbert modules. It ...
In this paper, we study some properties of $S$-Noetherian modules and $S$-strong Mori modules. Among...
There is growing evidence that Hilbert C*-module theory and the theory of wavelets and Gabor (i.e. W...
Let R be the pullback A x(C) B, where B --> C is a surjective homomorphism of commutative rings and ...
In this paper, we introduce and study the concept of strongly dccr∗ modules. Strongly dccr∗ conditio...
In this paper, we show that the Cauchy extensions of C-algebras and Hilbert C-modules preserve Morit...
AbstractWe show that there is a natural generalization of the notion of a Hilbert C*-module (also ca...
One approach to the study of multi-variate operator theory is through the study of Hilbert modules, ...
This book provides, for the first time, a clear and unified exposition of the main techniques and re...
Abstract. We describe the pullback construction in the category of Hilbert C-modules (with a suitabl...
AbstractAn R-module M is called strongly Hopfian (respectively strongly co-Hopfian) if for every end...
We introduce the notion of strongly ω -Gorenstein modules, where ω is a faithfully balanced self-ort...
The purpose of this work is to analyse the analogue of prime modules in commutative case – strongly ...
Hilbert C^*-modules provide a natural generalization of Hilbert spaces arising when the field of sca...
Abstract. We initiate a study of Hilbert modules over the polynomial algebra A = C[z1,..., zd] that ...
. Let C denote the category of Hilbert modules which are similar to contractive Hilbert modules. It ...
In this paper, we study some properties of $S$-Noetherian modules and $S$-strong Mori modules. Among...
There is growing evidence that Hilbert C*-module theory and the theory of wavelets and Gabor (i.e. W...
Let R be the pullback A x(C) B, where B --> C is a surjective homomorphism of commutative rings and ...
In this paper, we introduce and study the concept of strongly dccr∗ modules. Strongly dccr∗ conditio...
In this paper, we show that the Cauchy extensions of C-algebras and Hilbert C-modules preserve Morit...
AbstractWe show that there is a natural generalization of the notion of a Hilbert C*-module (also ca...
One approach to the study of multi-variate operator theory is through the study of Hilbert modules, ...
This book provides, for the first time, a clear and unified exposition of the main techniques and re...
Abstract. We describe the pullback construction in the category of Hilbert C-modules (with a suitabl...
AbstractAn R-module M is called strongly Hopfian (respectively strongly co-Hopfian) if for every end...
We introduce the notion of strongly ω -Gorenstein modules, where ω is a faithfully balanced self-ort...
The purpose of this work is to analyse the analogue of prime modules in commutative case – strongly ...