A NOTE ON ΑIG- CLOSURE AND ΑIG- INTERIOR IN IDEAL TOPOLOGICAL SPACES
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Abstract
The concepts of αIg- closure, αIg- interior and αIg- boundary of a subset of an ideal topological space (X, t, I) are introduced in this article. Some of their basic properties are proven. Furthermore, the relationships between these sets are investigated to get the best of them. Also, it is established that αIg- closure is a Kuratowski closure operator on (X, t, I) under certain conditions.
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