A New Closure Operator in Bitopological Spaces and Associated Separation Axioms

Separation axioms in fuzzy bitopological spaces

In this paper, we give and study different types of separation axioms using the remoted neighbourhood of a fuzzy point and a fuzzy set in the fuzzy supratopological Spaces (X, s τ ) which is generated by the fuzzy bitopological space (X, 1 2 , τ τ ). Several properties on these separation axioms are researched.

Higher Separation Axioms in Generalized Closure Spaces

The hierarchy of separation axioms that is familiar from topological spaces generalizes to spaces with an isotone and expansive closure function. Neither additivity nor idempotence of the closure function must be assumed.

N . Rajesh , E . Ekici and S . Jafari ON NEW SEPARATION AXIOMS IN BITOPOLOGICAL SPACES

The purpose of this paper is to introduce the notions g̃-R0, g̃-R1, g̃-T0, g̃-T1 and g̃-T2 in bitopological spaces.

On bD-Sets and Associated Separation Axioms

Takashi Noiri and Valeriu Popa SEPARATION AXIOMS IN QUASI m - BITOPOLOGICAL SPACES

By using the notion of m-spaces, we establish the unified theory for several variations of separation axioms quasi T0, quasi T1 and quasi T2 in bitopological spaces.