Publication date
October 2008
DOI Publisher
Published by Elsevier B.V. ISSN
0166-8641 Citation count (estimate)
1Abstract
AbstractThe most general subset theorem for the covering dimension for arbitrary topological spaces is obtained in the paper
AbstractThe most general subset theorem for the covering dimension for arbitrary topological spaces is obtained in the paper
AbstractIn this paper a metrisation theorem for a modification of Ul'janov's construction of topolog...
summary:A closed convex set $Q$ in a local convex topological Hausdorff spaces $X$ is called local...
In the realm of Bounded Topology we now consider supernearness spaces as a common generalization of ...
In this paper, we investigated some properties of a $ delta alpha -I-open$ $set$ $left[ 6right] $ an...
AbstractWe shall show that several rather familiar countable topological spaces are embedded as P-se...
AbstractWe will show that, consistently, every uncountable set can be continuously mapped onto a non...
AbstractWe consider completely regular Hausdorff spaces. In this paper we investigate the space of p...
AbstractMuch of General Topology addresses this issue: Given a function f∈C(Y,Z) with Y⊆Y′ and Z⊆Z′,...
AbstractA subspace Y of a space X is said to be M-embedded in X if every continuous f:Y→Z with Z met...
We discuss the question of extending homeomorphism between closed subsets of the Cantor discontinuum...
In this paper, we investigated some properties of a $ delta alpha -I-open$ $set$ $left[ 6right] $ an...
AbstractThe aim of this paper is to introduce and study the notion of β*-open sets and β*-continuous...
AbstractGiven a non-degenerate Peano continuum X, a dimension function D:2∗X→[0,∞] defined on the fa...
In this paper, we study some properties of $*-$open and $*-$closed subsets of a space. The collectio...
In this paper we introduce the new types of separation axioms called λ D − R0 and λ D − R1 spaces, b...
AbstractIn this paper a metrisation theorem for a modification of Ul'janov's construction of topolog...
summary:A closed convex set $Q$ in a local convex topological Hausdorff spaces $X$ is called local...
In the realm of Bounded Topology we now consider supernearness spaces as a common generalization of ...
In this paper, we investigated some properties of a $ delta alpha -I-open$ $set$ $left[ 6right] $ an...
AbstractWe shall show that several rather familiar countable topological spaces are embedded as P-se...
AbstractWe will show that, consistently, every uncountable set can be continuously mapped onto a non...
AbstractWe consider completely regular Hausdorff spaces. In this paper we investigate the space of p...
AbstractMuch of General Topology addresses this issue: Given a function f∈C(Y,Z) with Y⊆Y′ and Z⊆Z′,...
AbstractA subspace Y of a space X is said to be M-embedded in X if every continuous f:Y→Z with Z met...
We discuss the question of extending homeomorphism between closed subsets of the Cantor discontinuum...
In this paper, we investigated some properties of a $ delta alpha -I-open$ $set$ $left[ 6right] $ an...
AbstractThe aim of this paper is to introduce and study the notion of β*-open sets and β*-continuous...
AbstractGiven a non-degenerate Peano continuum X, a dimension function D:2∗X→[0,∞] defined on the fa...
In this paper, we study some properties of $*-$open and $*-$closed subsets of a space. The collectio...
In this paper we introduce the new types of separation axioms called λ D − R0 and λ D − R1 spaces, b...
AbstractIn this paper a metrisation theorem for a modification of Ul'janov's construction of topolog...
summary:A closed convex set $Q$ in a local convex topological Hausdorff spaces $X$ is called local...
In the realm of Bounded Topology we now consider supernearness spaces as a common generalization of ...
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