Paper Title
Reconstruction Properties of Bitopological spaces

Abstract
The deck of a topological space X is the set D(X)={[X−{x}]:x∈X}, where [Z] denotes the homeomorphism class of Z. Aspace X is topologically reconstructible (or simply reconstructible) if whenever D(X)=D(Y) then X is homeomorphic to Y. It is shown that some well known separation axiomsinbitopological spaces, pair wise paracompactbitopological spaces, and the space(ℝ,L,R) are reconstructible. Keywords -Reconstruction, Bitopology, Paracompact space. AMS Subject Classification (2010):Primary 54E55; Secondary 05C60.