عنوان المقالة:شبه الإجكام والفراغات ليندلوف عن طريق نظرية الفئات النيتروسوفيكية الكريسب Semi-Compact and Semi-Lindelӧf Spaces via Neutrosophic Crisp Set Theory
The aim of this paper is devoted to introduce and study the concepts of semi-compact (resp.
semi-Lindelӧf, locally semi-compact) spaces in a neutrosophic crisp topological space. Several
properties, functions properties of neutrosophic crisp semi-compact spaces are studied. In
addition to these, we introduce and study the definition of neutrosophic crisp semi-Lindelӧf
spaces and neutrosophic crisp locally semi-compact spaces. We show that neutrosophic crisp
semi-compact spaces is preserved under neutrosophic crisp irresolute function and neutrosophic
crisp pre-semi-closed function with neutrosophic crisp semi-compact point inverses.
أ.د. أحمد سلامة | Prof. Dr. Ahmed Salama | 10318