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학술논문ANNALS OF FUZZY MATHEMATICS AND INFORMATICS2017.02 발행

Several concepts of continuity in fuzzy m-space

Several concepts of continuity in fuzzy m-space

Anjana Bhattacharyya(Victoria Institution (College))

13권 2호, 213~229쪽

초록

In this paper, we first introduce some open and closed sets in fuzzy $m$-space and give some interrelations between them. Afterwards, different types of continuity between fuzzy $m$-spaces have been introduced and characterized and also found the mutual relationships among themselves. Again different types of fuzzy $m$-compact spaces, fuzzy $m$-$s$-closed space and fuzzy $s$-Urysohn space are introduced and have shown that images of different types of fuzzy $m$-compact spaces under the functions defined in Section 4 are fuzzy $m$-$s$-closed space.

Abstract

In this paper, we first introduce some open and closed sets in fuzzy $m$-space and give some interrelations between them. Afterwards, different types of continuity between fuzzy $m$-spaces have been introduced and characterized and also found the mutual relationships among themselves. Again different types of fuzzy $m$-compact spaces, fuzzy $m$-$s$-closed space and fuzzy $s$-Urysohn space are introduced and have shown that images of different types of fuzzy $m$-compact spaces under the functions defined in Section 4 are fuzzy $m$-$s$-closed space.

발행기관:
기초자연과학연구소
DOI:
http://dx.doi.org/10.30948/afmi.2017.13.2.213
분류:
기타수학

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