AbstractWe introduce a technical property (P) and use it to show that every M3-space with (P) is an M1-space whose every closed subset has a closure-preserving open neighborhood base. We show that every k-M3-space has property (P) and is, therefore, an M1-space
In this paper, we study some properties of $*-$open and $*-$closed subsets of a space. The collectio...
AbstractIn this paper, we consider normality-like properties in products of topological spaces with ...
AbstractLet (A) be the characterization of dimension as follows: Ind X⩽n if and only if X has a σ-cl...
AbstractWe show that every closed subset of an M1-space has a closure-preserving open neighborhood b...
AbstractLet X be an M3-space. If every point of X has a closure preserving outer base, then X is an ...
AbstractThe notion of a finitely closure-preserving family is introduced. The class of all spaces wi...
AbstractWe give a mapping space C(X,Y) that is not M3 , where X is a compact metrizable space and Y ...
AbstractWe introduce the notion of M-structures and consider the class M of stratifiable spaces with...
AbstractWe mainly introduce some weak versions of the M1-spaces, and study some properties about the...
AbstractWe show that the following classes of topological spaces coincide: (1) stratifiable μ-spaces...
AbstractWe prove that if X is a σ-compact Polish space, then the space Ck(X) of all continuous real-...
AbstractWe explore the closure preserving properties of bases for the space Ck(F) of continuous real...
AbstractA space X is said to have property P1(P2) if X is T2 and for any two disjoint open sets G an...
AbstractIf X is a compact-covering image of a closed subspace of product of a σ-compact Polish space...
AbstractLet X be a separable metrizable space. It is proved that the space Ck(X) of all continuous r...
In this paper, we study some properties of $*-$open and $*-$closed subsets of a space. The collectio...
AbstractIn this paper, we consider normality-like properties in products of topological spaces with ...
AbstractLet (A) be the characterization of dimension as follows: Ind X⩽n if and only if X has a σ-cl...
AbstractWe show that every closed subset of an M1-space has a closure-preserving open neighborhood b...
AbstractLet X be an M3-space. If every point of X has a closure preserving outer base, then X is an ...
AbstractThe notion of a finitely closure-preserving family is introduced. The class of all spaces wi...
AbstractWe give a mapping space C(X,Y) that is not M3 , where X is a compact metrizable space and Y ...
AbstractWe introduce the notion of M-structures and consider the class M of stratifiable spaces with...
AbstractWe mainly introduce some weak versions of the M1-spaces, and study some properties about the...
AbstractWe show that the following classes of topological spaces coincide: (1) stratifiable μ-spaces...
AbstractWe prove that if X is a σ-compact Polish space, then the space Ck(X) of all continuous real-...
AbstractWe explore the closure preserving properties of bases for the space Ck(F) of continuous real...
AbstractA space X is said to have property P1(P2) if X is T2 and for any two disjoint open sets G an...
AbstractIf X is a compact-covering image of a closed subspace of product of a σ-compact Polish space...
AbstractLet X be a separable metrizable space. It is proved that the space Ck(X) of all continuous r...
In this paper, we study some properties of $*-$open and $*-$closed subsets of a space. The collectio...
AbstractIn this paper, we consider normality-like properties in products of topological spaces with ...
AbstractLet (A) be the characterization of dimension as follows: Ind X⩽n if and only if X has a σ-cl...
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