M. Ozkocc

collaborators

5 papers

math.GN2024

On $a$ -locally closed sets

Bilge Ä°zci, Murad ÃzkoÃ§

The aim of this paper is to introduce the notion of $a$ -locally closed set by utilizing $a$ -open sets defined by Ekici and to study some properties of this new notion. Also, some c…

math.GN2024

Topologies derived from the old one via ideals

Faical Yacine Issaka, Murad ÃzkoÃ§

The main purpose of this paper is to introduce and study minimal and maximal ideals defined on ideal topological spaces. Also, we define and investigate the concepts of ideal quoti…

math.GN2024

On $e^{*}$ - $I^¸$ - $D$ -sets and Related Topics

D. AkalÄ±n, M. ÃzkoÃ§

This paper aims to study the notion of $e^{*} - I^¸$ -open \cite{Ozkoc1} sets and to investigate new properties of this notion. Also, we define a new type of set, called $e^*\text…

math.GN2024

On $e^{*}$ -topological Rings

Can Dalkiran, Murad ÃzkoÃ§

The main purpose of this paper is to introduce the concept of $e^{*}$ -topological ring. This class appears as a generalized form of the class of $I^^{2}$ -topological rings. In addition,…

math.GN2024

On the Topology $I ¨ _{R}^{⋄}$ of Primal Topological Spaces

Murad ÃzkoÃ§, BÃ¼Åra KÃ¶stel

The main purpose of this paper is to introduce and study two new operators $(\cdot)_{R}^{⋄}$ and $c l_{R}^{⋄} (\cdot)$ via primal which is a new notion. We also show that t…

On a-locally closed sets

Topologies derived from the old one via ideals

On e∗-I^¸-D-sets and Related Topics

On e∗-topological Rings

On the Topology I¨R⋄​ of Primal Topological Spaces

On $a$ -locally closed sets

On $e^{*}$ - $I^¸$ - $D$ -sets and Related Topics

On $e^{*}$ -topological Rings

On the Topology $I ¨ _{R}^{⋄}$ of Primal Topological Spaces