A notion of real compactness for completely biregular bi-T-2 ditopological texture spaces is defined and studied under the name real dicompactness. In particular it is shown that real dicompact spaces are nearly plain *-spaces, and an important characterization is presented. Finally the connection of this work with topological and bitopological real compactness is discussed in a categorical setting. (C) 2009 Elsevier B.V. All rights reserved.WoSScopu
In this paper, we dene and study the notions of normal* and w-anchored dicovers as important cl...
In this paper, we introduce the fundamental aspect of H(i) connected ditopological texture space, be...
In this paper, initial and product graded ditopologies are formulated and accordingly it is shown th...
AbstractA notion of real compactness for completely biregular bi-T2 ditopological texture spaces is ...
The authors consider interrelations between the completeness of certain initial diuniformities and t...
AbstractThe authors consider interrelations between the completeness of certain initial di-uniformit...
Real dicompactifications and dicompactifications of a ditopological texture space are defined and st...
AbstractReal dicompactifications and dicompactifications of a ditopological texture space are define...
The author gives a detailed analysis of the relation between the theories of realcompactications and...
The principal aim of this paper is to consider various aspects of the theory of dicompact bi-T2 text...
AbstractIn this paper the authors lay the foundation for a theory of dicovers of ditopological textu...
This paper considers compactness in a ditopological setting. After a brief introduction, Section 2 i...
In this paper the authors lay the foundation for a theory of dicovers of ditopological texture space...
A texturing on a set S is a point separating, complete, completely distributive lattice S of subsets...
The authors define β-open and β-closed sets in a ditopological texture space and go on to study β-co...
In this paper, we dene and study the notions of normal* and w-anchored dicovers as important cl...
In this paper, we introduce the fundamental aspect of H(i) connected ditopological texture space, be...
In this paper, initial and product graded ditopologies are formulated and accordingly it is shown th...
AbstractA notion of real compactness for completely biregular bi-T2 ditopological texture spaces is ...
The authors consider interrelations between the completeness of certain initial diuniformities and t...
AbstractThe authors consider interrelations between the completeness of certain initial di-uniformit...
Real dicompactifications and dicompactifications of a ditopological texture space are defined and st...
AbstractReal dicompactifications and dicompactifications of a ditopological texture space are define...
The author gives a detailed analysis of the relation between the theories of realcompactications and...
The principal aim of this paper is to consider various aspects of the theory of dicompact bi-T2 text...
AbstractIn this paper the authors lay the foundation for a theory of dicovers of ditopological textu...
This paper considers compactness in a ditopological setting. After a brief introduction, Section 2 i...
In this paper the authors lay the foundation for a theory of dicovers of ditopological texture space...
A texturing on a set S is a point separating, complete, completely distributive lattice S of subsets...
The authors define β-open and β-closed sets in a ditopological texture space and go on to study β-co...
In this paper, we dene and study the notions of normal* and w-anchored dicovers as important cl...
In this paper, we introduce the fundamental aspect of H(i) connected ditopological texture space, be...
In this paper, initial and product graded ditopologies are formulated and accordingly it is shown th...