Abstract
In this paper some fixed point theorems for expansion mappings in fuzzy metric spaces are proved under different conditions. AMS Subject Classification: 47 H10, 54H25
Highlights
M (x, y, t) = 0 with ∞.After Zadeh’s Pioneering paper [7], where the Example: Let (X, d) be a metric space.theory of Fuzzy Sets was introduced, hundreds of examplesDefine a ∗ b = a b, or a ∗ b = min {a, b} and for all have been supplied where the nature of uncertainty in the behavior of a given system possesses fuzzy rather than stochastic nature non-stationary fuzzy system described by x, y, X and t > 0, M(x, y, t) = t t+d(x,y) fuzzy possesses look as their natural extension into the time domina
In this paper some fixed point theorems for expansion mappings in fuzzy metric spaces are proved under different conditions
Our object in this paper is, to obtain some result on common fixed point theorems of expansion type’s maps on fuzzy metric space, which generalized the result of Wang, Gao, Isekey [6] for metric space
Summary
SOME FIXED POINT THEOREMS IN FUZZY METRIC SPACE FOR EXPANSION MAPPINGS Abstract: In this paper some fixed point theorems for expansion mappings in fuzzy metric spaces are proved under different conditions. Definition 2.3: Let (X, M,∗) is a fuzzy metric space.
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