Annals of Communications in Mathematics

AbstractBy means of fuzzy connected topological space having no any fuzzy non-cut point, the concept of fuzzy cut-point space is introduced. We show that a fuzzy cut-point space is infinite. Moreover it is showed that a fuzzy cut-point space is non-compact. Finally we have studied fuzzy irreducible cut-point space.

AbstractThe purpose of this article is to study the concepts of fuzzy paraopen and fuzzy paraclosed sets in fuzzy topological spaces Further, we introduce few class of fuzzy maps namely fuzzy paracontinuous, ∗-fuzzy paracontinuous, fuzzy parairresolute, fuzzy minimal paracontinuous, fuzzy maximal paracontinuous mappings and study their prpoerties.

AbstractThe concepts of somewhat pairwise fuzzy e-irresolute mapping and somewhat pairwise fuzzy irresolute e-open mapping is introduced. Also some properties and comparisions of those mappings are given.