Abstract
This paper deals with some applications of fuzzy p-b-open sets [9]. Here we introduce fuzzy p-b-almost compactness and characterize this concept via fuzzy nets and prefilterbases. We also introduce the notion of fuzzy regularly p-b-open set, for which finite intersection property characterizes fuzzy p-b-almost compactness. It is shown that fuzzy p-b-almost compactness implies fuzzy almost compactness [11] and the converse is true only in fuzzy p-b-regular spaces [9].
Cuvinte cheie
Fuzzy p-b-open set
fuzzy p-b-regular space
fuzzy regularly p-b-closed set
fuzzy p-b-almost compact set (space)
pb-adherent point of a prefilterbase
pb-cluster point of a fuzzy net.