Add to ORKGsummary:In this paper we continue the study of the concepts of pairwise Borel and Baire measures in a bispace, recently introduced in [10]. We investigate some of its consequences including the problem of a pairwise regular Borel extension of a pairwise Baire measure
summary:In this paper, bitopological counterparts of the cardinal functions Lindelof number, weak Li...
AbstractIn this paper, we shall continue the study of bitopological separation axioms begun by Kelly...
Bi-Alexandroff spaces are defined as extensions of Alexandroff spaces [1]. Urysohn’s lemma for bi-Al...
summary:In this paper we continue the study of the concepts of pairwise Borel and Baire measures in ...
Abstract. In this paper we continue the study of the concepts of pairwise Borel and Baire measures i...
AbstractThe paper consists of two sections. Section 1 is the introduction which, in addition to the ...
summary:This is an expository paper on Jan Marik's result concerning an extension of a Baire measure...
summary:This is the first in a series of papers aimed at defining and studying bitopological counter...
To investigate and establish the notion of pairwise basis for bitopological spaces is the primary fo...
In this paper, the concept of pairwise γ − R0 and γ − R1 are in-troduced and studied as a unificatio...
summary:In this paper, we introduce and investigate the notion of weakly Hausdorffness in bitopologi...
AbstractThe purpose of the paper is to show that there is a dual equivalence between sober Borel spa...
This paper defines the so-called pairwise r-compactness in topological and bitopological spaces. In ...
AbstractIn a bitopological space (X, T1, T2), T1 is said to be locally compact with respect to T2 if...
summary:We introduce and study the notion of pairwise monotonically normal space as a bitopological ...
summary:In this paper, bitopological counterparts of the cardinal functions Lindelof number, weak Li...
AbstractIn this paper, we shall continue the study of bitopological separation axioms begun by Kelly...
Bi-Alexandroff spaces are defined as extensions of Alexandroff spaces [1]. Urysohn’s lemma for bi-Al...
summary:In this paper we continue the study of the concepts of pairwise Borel and Baire measures in ...
Abstract. In this paper we continue the study of the concepts of pairwise Borel and Baire measures i...
AbstractThe paper consists of two sections. Section 1 is the introduction which, in addition to the ...
summary:This is an expository paper on Jan Marik's result concerning an extension of a Baire measure...
summary:This is the first in a series of papers aimed at defining and studying bitopological counter...
To investigate and establish the notion of pairwise basis for bitopological spaces is the primary fo...
In this paper, the concept of pairwise γ − R0 and γ − R1 are in-troduced and studied as a unificatio...
summary:In this paper, we introduce and investigate the notion of weakly Hausdorffness in bitopologi...
AbstractThe purpose of the paper is to show that there is a dual equivalence between sober Borel spa...
This paper defines the so-called pairwise r-compactness in topological and bitopological spaces. In ...
AbstractIn a bitopological space (X, T1, T2), T1 is said to be locally compact with respect to T2 if...
summary:We introduce and study the notion of pairwise monotonically normal space as a bitopological ...
summary:In this paper, bitopological counterparts of the cardinal functions Lindelof number, weak Li...
AbstractIn this paper, we shall continue the study of bitopological separation axioms begun by Kelly...
Bi-Alexandroff spaces are defined as extensions of Alexandroff spaces [1]. Urysohn’s lemma for bi-Al...