Some form of open sets and continuity in ideal bitopological spaces
2021
scientific article
english
- minimal structure
- m-continuous
- ideal bitopological space
- (i‚ j)mIO(X)-structure
- (i‚ j)mI-continuous
EN We introduce the notion of (i, j)-mI-open sets as a unified form of (i, j)-α-I-open sets [4], (i, j)-semi-I-open sets [3], (i, j)-pre-I-open sets [1], (i, j)-bI-open sets [17] and (i, j)-β-I-open sets [2]. We show that properties of (i, j)-mI-open sets follow from the properties of minimal open sets in [14]. We introduce and investigate an (i, j)-mI-continuous function from an ideal bitopological space (X, τ1, τ2, I) to a bitopological space (Y, σ1, σ2).
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final published version
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