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학술저널

SOME GENERALIZATIONS OF WEAKLY M -SEMI-CONTINUOUS AND WEAKLY M -PRECONTINUOUS FUNCTIONS

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As a generalization of (i, j)-weakly m-continuous functions [43], we introduce the notion of weakly M (i, j)-continuous functions and obtain many characterizations and some properties of the functions. We show that the function is a unified form of some functions between m-spaces and certain kinds of weakly continuous functions in bitopological spaces.

1. Introduction

2. Preliminaries

3. Minimal structures and bi-m-spaces

4. Characterizations of weak M (i, j)-continuity

5. Weak M (i, j)-continuity and M -continuity

6. Minimal structures in bitopological spaces

7. Some properties of weak M (i, j)-continuity

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