246 research outputs found
Generalization of Tichonov and Hausdorff Separation Axiomes in Intuitionistic Fuzzy Special Topological Spaces
هدفنا من هذا البحث هو تعميم تعريف بديهية فصل تيكنوف وبديهية الفصل هاوسدورف في الفضاءات التبولوجية الحدسية الخاصة ودراسة العلاقات بين هذه الفضاءات مع الفضاءات التبولوجية الحدسية الخاصة من نوع (X, τ2) و (X, τ1) من جهة والفضاءات التبولوجية الحدسية الخاصة من نوع (X, τ 0,2)و (X, τ0,1) من جهة اخرىOur goal in this paper is to give definitions of generalized of Tichonov and Hausdorff separation axioms in intuitionistic fuzzy special topological spaces, and study relationships between these spaces with the intuitionistic special topological spaces (X, τ0,1) and (X, τ 0,2) on one hand and intuitionistic fuzzy special topological spaces (X, τ1) and (X, τ2) on the other han
Separation Axioms in Intuitionistic Fuzzy Topological Spaces
In this paper we have studied separation axioms , in an intuitionistic fuzzy topological space introduced by Coker. We also show the existence of functors and and observe that is left adjoint to
(R1956) Neutrosophic Soft e-Compact Spaces and Application Using Entropy Measure
In this paper, the concept of neutrosophic soft e-compactness is presented on neutrosophic soft topological spaces using the definition of e-open cover and its types. In addition, neutrosophic soft e-compactness and neutrosophic soft e-separation axioms are associated. Also, the concept of neutrosophic soft locally e-compactness is introduced in neutrosophic soft topological spaces and some of its properties are discussed. Added to that, an application in decision making problem is given using entropy
Intuitionistic regular subspaces in intuitionistic topological spaces
This paper explores the concept of intuitionistic topological spaces, delving into their definitions and essential properties. It also examines intuitionistic topological subspaces, providing insights into their characteristics. Additionally, the paper investigates intuitionistic regular spaces and demonstrates their hereditary nature, specifically focusing on and . To illustrate these concepts in practical terms, the paper presents two real-world examples of intuitionistic sets. Through a comprehensive analysis of intuitionistic topological spaces and their subsets, the study sheds light on the inheritability of regularity in these spaces. Furthermore, the work emphasizes the significance of intuitionistic topological spaces within the realm of mathematical research, showcasing their applicability through concrete instances of intuitionistic sets
Intuitionistic fuzzy topological spaces
The present thesis consisting of three chapters is devoted to the study of Intuitionistic fuzzy topological spaces. After giving the fundamental denitions we have discussed the concepts of intuitionistic fuzzy continuity, intuitionistic fuzzy compactness, and separation axioms, that is, intuitionistic fuzzy Hausdorff space, intuitionistic fuzzy regular space, intuitionistic fuzzy normal space etc
(bi)*-Neutrosophic Soft Limit Points in Neutrosophic Soft Bitopological Space
الهدف الرئيسي من البحث الحالي هو تقديم مفهوم "(bi) * - نقاط الحد اللينة المتعادلة" في فضاءات "نيوتروسوفتيك لينة بيتوبولوجية". بالإضافة إلى ذلك ، يهدف البحث إلى إعطاء النظريات الأساسية المتعلقة بالموضوع بأمثلة توضيحية.The major goal of the current research is to present the conception of “(bi)*-neutrosophic soft limit points” in “neutrosophic soft Bitopological” spaces. In addition, the research aims to give the essential theorems related to the topic with illustrative example
Neutrosophic Bitopological Spaces
WOS: 000502521500006In this study, bitopological structure which is a more general structure than topological spaces is built on neutrosophic sets. The necessary arguments which are pairwise neutrosophic open set, pairwise neutrosophic closed set, pairwise neutrosophic closure, pairwise neutrosophic interior are defined and their basic properties are presented. The relations of these concepts with their counterparts in neutrosophic topological spaces are given and many examples are presented
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