In this article, we explore the idea of door space on -topological space. Here, we discuss which door spaces in this space are related with submaximal. The equivalent conditions shows how it connects a -topological property. Also, we derive various door spaces using separation axioms and discuss the characteristics of such door spaces. We take a strong form of open set in -topological space and introduce a new door space called - door space. In addition, we analyze -door space and discuss the relationship between a -locally closed set and -closed set
In this paper, we introduces the concept of R_0-space, R_1-space, door space, submaximal using {\hat...
AbstractA set A in a topological space X is called κ-closed if B⊂A whenever B⊂A and |B|<κ. A κ-hole ...
AbstractIn a recent paper O. Pavlov proved the following two interesting resolvability results:(1)If...
In this article, we explore the idea of door space on -topological space. Here, we discuss which doo...
AbstractIn this paper, a characterization is given for compact door spaces. We, also, deal with spac...
The main objective of this paper is to present the study of δ-topological vector space, δ-topologica...
In this paper we introduce a new class of sets called - closed sets in topological spaces and we stu...
[EN] Submaximal spaces and door spaces play an enigmatic role in topology. In this paper, reinforcin...
AbstractIn this paper, a new kind of sets called Dα-open sets are introduced and studied in a topolo...
AbstractProperties of spaces in which every subset is open in its closure are investigated. When sca...
The purpose of this paper is to introduce weakly ${}-{R0}$ spaces, ${}-US$ spaces and to obtain thei...
In 1997, Park et al. [5] offered a new notion called δ-semiopen sets which are stronger than semi-op...
In this paper, we study some properties of $*-$open and $*-$closed subsets of a space. The collectio...
Topology is a beautiful science and forms a bridge between geometry and algebra.Topology means (Topo...
In this paper, we introduce and study the notion of pre-γ-I-open sets in ideal topological space
In this paper, we introduces the concept of R_0-space, R_1-space, door space, submaximal using {\hat...
AbstractA set A in a topological space X is called κ-closed if B⊂A whenever B⊂A and |B|<κ. A κ-hole ...
AbstractIn a recent paper O. Pavlov proved the following two interesting resolvability results:(1)If...
In this article, we explore the idea of door space on -topological space. Here, we discuss which doo...
AbstractIn this paper, a characterization is given for compact door spaces. We, also, deal with spac...
The main objective of this paper is to present the study of δ-topological vector space, δ-topologica...
In this paper we introduce a new class of sets called - closed sets in topological spaces and we stu...
[EN] Submaximal spaces and door spaces play an enigmatic role in topology. In this paper, reinforcin...
AbstractIn this paper, a new kind of sets called Dα-open sets are introduced and studied in a topolo...
AbstractProperties of spaces in which every subset is open in its closure are investigated. When sca...
The purpose of this paper is to introduce weakly ${}-{R0}$ spaces, ${}-US$ spaces and to obtain thei...
In 1997, Park et al. [5] offered a new notion called δ-semiopen sets which are stronger than semi-op...
In this paper, we study some properties of $*-$open and $*-$closed subsets of a space. The collectio...
Topology is a beautiful science and forms a bridge between geometry and algebra.Topology means (Topo...
In this paper, we introduce and study the notion of pre-γ-I-open sets in ideal topological space
In this paper, we introduces the concept of R_0-space, R_1-space, door space, submaximal using {\hat...
AbstractA set A in a topological space X is called κ-closed if B⊂A whenever B⊂A and |B|<κ. A κ-hole ...
AbstractIn a recent paper O. Pavlov proved the following two interesting resolvability results:(1)If...