Abstract
In this paper we discussed about A bitopological space X is called an gT (1,2)*-space if every (1,2)*-g-closed set in it is (1,2)*-closed. And A bitopological space X is called a T (1,2)*-space if every (1,2)*-closed subset of X is τ1,2-closed in X. and we are also going to prove that Every (1,2)*-αTb-space is T (1,2)*-space but not conversely
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