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A class of strong forms of fuzzy complete continuity |
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| Authors: | I.M. Hanafy |
| Affiliation: | Department of Mathematics, Faculty of Education, Suez Canal University, El-Arish, Egypt |
| Abstract: | The aim of this paper is devoted to make use of operations on IX of a fuzzy topological space X to unify and generalize classes of strong forms of fuzzy complete continuity. Furthermore, we add more types of strong forms of fuzzy completely continuous functions by choosing special operations. A comparison between these types of functions is of interest. Preservations of some fuzzy aspects under these functions are studied. |
| Keywords: | Fuzzy topology Fuzzy relations Fuzzy regular open Fuzzy completely continuous Fuzzy weak completely continuous Fuzzy completely irresolute functions Fuzzy nearly compact Fuzzy connected set |
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