Publication date
September 2011
DOI Publisher
Elsevier B.V. ISSN
0166-8641 Citation count (estimate)
1Abstract
AbstractNets are used to generalize a result of Murtinová and to define and study a class of properties related to sequential compactness
AbstractNets are used to generalize a result of Murtinová and to define and study a class of properties related to sequential compactness
AbstractAs applications of productivity of coreflective classes of topological spaces, the following...
The purpose of this paper is to introduce the notion of a μ-proximity base and to explore some prope...
AbstractMuch of General Topology addresses this issue: Given a function f∈C(Y,Z) with Y⊆Y′ and Z⊆Z′,...
AbstractIt is known that the Stone–Čech compactification βX of a noncompact metrizable space X is ap...
AbstractWe prove some basic properties of p-bounded subsets (p∈ω∗) in terms of z-ultrafilters and fa...
AbstractThe aim of this paper is to introduce and study the notion of β*-open sets and β*-continuous...
AbstractA subspace Y of a space X is said to be M-embedded in X if every continuous f:Y→Z with Z met...
AbstractThe most general subset theorem for the covering dimension for arbitrary topological spaces ...
In the realm of Bounded Topology we now consider supernearness spaces as a common generalization of ...
The word topology is derived from Greek word “Topos” meaning “surface” and “Logos” meaning “Discours...
AbstractKada, Tomoyasu and Yoshinobu proved that the Stone–Čech compactification of a locally compac...
AbstractA topological space X is said to be consonant if the upper Kuratowski topology and the cocom...
AbstractWe set out a rigorous presentation of Parkʼs classes of admissible multifunctions and we obt...
Let (X, T) be a topological space, and ∗X a non–standard extension of X. There is a natural “standar...
AbstractLet F[X] be the Pixley–Roy hyperspace of a regular space X. In this paper, we prove the foll...
AbstractAs applications of productivity of coreflective classes of topological spaces, the following...
The purpose of this paper is to introduce the notion of a μ-proximity base and to explore some prope...
AbstractMuch of General Topology addresses this issue: Given a function f∈C(Y,Z) with Y⊆Y′ and Z⊆Z′,...
AbstractIt is known that the Stone–Čech compactification βX of a noncompact metrizable space X is ap...
AbstractWe prove some basic properties of p-bounded subsets (p∈ω∗) in terms of z-ultrafilters and fa...
AbstractThe aim of this paper is to introduce and study the notion of β*-open sets and β*-continuous...
AbstractA subspace Y of a space X is said to be M-embedded in X if every continuous f:Y→Z with Z met...
AbstractThe most general subset theorem for the covering dimension for arbitrary topological spaces ...
In the realm of Bounded Topology we now consider supernearness spaces as a common generalization of ...
The word topology is derived from Greek word “Topos” meaning “surface” and “Logos” meaning “Discours...
AbstractKada, Tomoyasu and Yoshinobu proved that the Stone–Čech compactification of a locally compac...
AbstractA topological space X is said to be consonant if the upper Kuratowski topology and the cocom...
AbstractWe set out a rigorous presentation of Parkʼs classes of admissible multifunctions and we obt...
Let (X, T) be a topological space, and ∗X a non–standard extension of X. There is a natural “standar...
AbstractLet F[X] be the Pixley–Roy hyperspace of a regular space X. In this paper, we prove the foll...
AbstractAs applications of productivity of coreflective classes of topological spaces, the following...
The purpose of this paper is to introduce the notion of a μ-proximity base and to explore some prope...
AbstractMuch of General Topology addresses this issue: Given a function f∈C(Y,Z) with Y⊆Y′ and Z⊆Z′,...
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