Seperation axioms in bitopological spaces

In this thesis, it is defined ij-generalized-open set, ij-semigeneralized-open set, ij-generalizedsemi-open set, ij-αgeneralized-open set, ij-generalizedα-open set, semipregeneralized-open set, ij-generalizedsemipre-open sets, ij-generalizedpre-open set, by using ij-preopen sets, ij-semi-open sets, ij-semi-preopen set, ij-α-open set, ij-semi closure, ij-α closure, ij-semi preclosure, ij-preclosure, ij-generalized-closed sets, ij-generalizedsemi-closed set, ij-αgeneralized-closed sets, ij-semigeneralized-closed set, ij-generalizedα-closed set, ij-semipregeneralized-closed set, ij-generalizedpre-closed sets, ij-generalizedsemipre-closed set, ij-generalized-open sets existing in the literature. Also it is obtained new seperation axiom in bitopological space with these open sets.