summary:This is the first in a series of papers aimed at defining and studying bitopological counterparts of the principal cardinal invariants in topology. It is devoted to study of analogues of the functions weight, density and cellularity
AbstractA bitopological version of realcompactness is defined. Constructions of realcompact pairwise...
We continue the study of bitopological separation axioms that was begun by Kelly and obtain some res...
Abstract. A considerable problemof some bitopological covering properties is the bitopo-logical unst...
summary:This is the first in a series of papers aimed at defining and studying bitopological counter...
summary:In this paper, bitopological counterparts of the cardinal functions Lindelof number, weak Li...
AbstractThis expository paper describes a number of theorems dealing with cardinal numbers associate...
To investigate and establish the notion of pairwise basis for bitopological spaces is the primary fo...
AbstractThe paper consists of two sections. Section 1 is the introduction which, in addition to the ...
This paper studies various functors between (lattice-valued) topology and (lattice-valued) bitopolog...
summary:In this paper we continue the study of the concepts of pairwise Borel and Baire measures in ...
Noetherian type and Noetherian π-type are two cardinal functions which were introduced by Peregudov ...
This book is concerned with cardinal number valued functions defined for any Boolean algebra. Exampl...
We introduce pairwise Stone spaces as a natural bitopological generalization of Stone spaces—the dua...
AbstractIn a bitopological space (X, T1, T2), T1 is said to be locally compact with respect to T2 if...
Domain theory, in theoretical computer science, needs to be able to handle function spaces easily. I...
AbstractA bitopological version of realcompactness is defined. Constructions of realcompact pairwise...
We continue the study of bitopological separation axioms that was begun by Kelly and obtain some res...
Abstract. A considerable problemof some bitopological covering properties is the bitopo-logical unst...
summary:This is the first in a series of papers aimed at defining and studying bitopological counter...
summary:In this paper, bitopological counterparts of the cardinal functions Lindelof number, weak Li...
AbstractThis expository paper describes a number of theorems dealing with cardinal numbers associate...
To investigate and establish the notion of pairwise basis for bitopological spaces is the primary fo...
AbstractThe paper consists of two sections. Section 1 is the introduction which, in addition to the ...
This paper studies various functors between (lattice-valued) topology and (lattice-valued) bitopolog...
summary:In this paper we continue the study of the concepts of pairwise Borel and Baire measures in ...
Noetherian type and Noetherian π-type are two cardinal functions which were introduced by Peregudov ...
This book is concerned with cardinal number valued functions defined for any Boolean algebra. Exampl...
We introduce pairwise Stone spaces as a natural bitopological generalization of Stone spaces—the dua...
AbstractIn a bitopological space (X, T1, T2), T1 is said to be locally compact with respect to T2 if...
Domain theory, in theoretical computer science, needs to be able to handle function spaces easily. I...
AbstractA bitopological version of realcompactness is defined. Constructions of realcompact pairwise...
We continue the study of bitopological separation axioms that was begun by Kelly and obtain some res...
Abstract. A considerable problemof some bitopological covering properties is the bitopo-logical unst...
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