Study of Weak Continuous Functions with Separation Axioms in Bitopological Spaces

Abstract

The purpose of this work to set the notion of weak continuity in bitopology. Its characterizations and fundamental properties are introduced. The major conclusions bear on the concept of weakly continuous functions in Bitopological settings. Also, the implication of some separation axioms is investigated. Additionally, the attitude of p-weak continuity with pairwise Urysohn and pairwise connectedness spaces is studied.