Fixed Point Theorem on (F, ρ) Fuzzy Metric Space
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NONAbstract
In this paper we prove that the fuzzy metric space (F, ρ) is a fuzzy complete metric space, (where F is the family of all fuzzy sets in general fuzzy numbers F_G and fuzzy points F_P and any numbers of intersection, union of fuzzy sets in F_G or F_P), then the proof of the fixed point theorem in the fuzzy metric space (F, ρ) is given as a main result.