Add to ORKGWe investigate the concepts of quasi-H-closed modulo an ideal which generalizes quasi-H-closedness and C-compactness modulo an ideal which simultaneously generalizes C-compactness and compactness modulo an ideal. We obtain a characterization of maxi-mal C-compactness modulo an ideal. Preservation of C-compactness modulo an ideal by functions is also investigated. Copyright © 2006 Hindawi Publishing Corporation. All rights reserved. 1
[[abstract]]In this paper, we establish the characterization of closed ideals of C(X) in terms of th...
In this article, we introduce the idea of \(I\)-compactness as a covering property through ideals of...
(m;n)-algebraically compactness for modules and (m;n)-pure injectivity Author(s)
We investigate the concepts of quasi-H-closed modulo an ideal which generalizes quasi-H-closedness a...
We investigate the concepts of quasi-H-closed modulo an ideal which generalizes quasi-H-closedness a...
The aim of this paper is to introduce and study new types of strong compactness, modulo an ideal, ca...
AbstractWe give a generalization of the m-topology on C(X) and investigate the connectedness and com...
AbstractLet X be a completely regular Hausdorff space, C(X) the ring of real-valued continuous funct...
This work systematically studies the concept of compactness in classical propositional logic as well...
summary:A space $X$ is called $\mu $-compact by M. Mandelker if the intersection of all free maximal...
El tema analizado en este artículo es la continuidad módulo un ideal. Usamos los conjuntos de I abie...
B. Carl and I. Stephani [2,3] have introduced a refined notion of $$-compactness where $$ is a given...
One of the classic theorems concerning the real numbers states that every open cover of a closed and...
AbstractA necessary and sufficient condition is given for the compactness of the topology generated ...
We study the smallest possible type of tightly closed ideals that are cofinal with the powers of the...
[[abstract]]In this paper, we establish the characterization of closed ideals of C(X) in terms of th...
In this article, we introduce the idea of \(I\)-compactness as a covering property through ideals of...
(m;n)-algebraically compactness for modules and (m;n)-pure injectivity Author(s)
We investigate the concepts of quasi-H-closed modulo an ideal which generalizes quasi-H-closedness a...
We investigate the concepts of quasi-H-closed modulo an ideal which generalizes quasi-H-closedness a...
The aim of this paper is to introduce and study new types of strong compactness, modulo an ideal, ca...
AbstractWe give a generalization of the m-topology on C(X) and investigate the connectedness and com...
AbstractLet X be a completely regular Hausdorff space, C(X) the ring of real-valued continuous funct...
This work systematically studies the concept of compactness in classical propositional logic as well...
summary:A space $X$ is called $\mu $-compact by M. Mandelker if the intersection of all free maximal...
El tema analizado en este artículo es la continuidad módulo un ideal. Usamos los conjuntos de I abie...
B. Carl and I. Stephani [2,3] have introduced a refined notion of $$-compactness where $$ is a given...
One of the classic theorems concerning the real numbers states that every open cover of a closed and...
AbstractA necessary and sufficient condition is given for the compactness of the topology generated ...
We study the smallest possible type of tightly closed ideals that are cofinal with the powers of the...
[[abstract]]In this paper, we establish the characterization of closed ideals of C(X) in terms of th...
In this article, we introduce the idea of \(I\)-compactness as a covering property through ideals of...
(m;n)-algebraically compactness for modules and (m;n)-pure injectivity Author(s)