ON SOME NEW CLASSES OF COMPACT-LIKE BITOPOLOGICAL SPACES

Abstract

In this paper, we have introduced a new type of covering property βt (ωr ,s)-closedness, stronger than P t (ωr ,s)-closedness [3] in terms of (r, s)-β-open sets [9] and β-ωt-closures in bitopological spaces along with its several characterizations via filter bases and grills [15] and various properties. Further grill generalizations of βt (ωr ,s)-closedness modulo grill) and associated concepts have also been investigated.

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