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28.540  Articles
1 of 2.854 pages  |  10  records  |  more records»
The notions of continuity was generalized in the fuzzy setting by Chang (1968). Later on Azad (1981) introduced some weaker form of fuzzy continuity like fuzzy almost continuity, fuzzy semi-continuity and fuzzy weak continuity. These are natural generaliz... see more

In this paper, we introduce the notion of semi-open sets and feebly open sets in generalized topological spaces. Several properties of these notions are discussed. Also this paper considers (semi and feebly)-separation axioms for generalized topological s... see more

The aim of in this paper, we introduced nIg-interior, nIg-closure and study some of its basic properties. we introduced and studied nIg-continuous map, nIg-irresolute map and study their properties in nano ideal topological spaces

In this paper we introduce some types of fuzzy soft separated sets and study some of thier preperties. Next, the notion of connectedness in fuzzy topological spaces due to Ming and Ming, Zheng etc., extended to fuzzy soft topological spaces. The relations... see more

A new class of functions called strongly lower semi-continuous (SLSC) functions is defined and its properties are studied. It is shown that the arbitrary supremum and finite infimum of SLSC functions are again SLSC. Using these functions, an induced fuzzy... see more

This paper deals with countable fuzzy topological spaces, a generalization of the notion of fuzzy topological spaces. A collection of fuzzy sets F on a universe X forms a countable fuzzy topology if in the definition of a fuzzy topology, the condition of ... see more

The purpose of this paper is to provide a new important concept which is minimal -space (denoted by in-space or -space), also given some properties, examples, theorems and the topological property inin-space are discussed.????? ?? ??? ????? ?? ????? ?????... see more

The purpose of this paper is to provide a new important concept which is minimal -space (denoted by in-space or -space), also given some properties, examples, theorems and the topological property inin-space are discussed.????? ?? ??? ????? ?? ????? ?????... see more

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