complete fuzzy metric space
Hardy-Rogers Type Mappings for Fuzzy Metric Space
... of fuzzy mathematics commenced with the introduction of the notion of fuzzy set by Zadeh, where the concept of uncertainty has been introduced in the theory of sets in a non probabilistic ...in fuzzy ...
7
A contraction theorem in fuzzy metric spaces
... a fuzzy Banach contraction theorem whenever fuzzy metric space was considered in the sense of Kramosil and Mich´alek and was complete in Grabiec’s ...a fuzzy metric ...for ...
9
Vol 4, No 2 (2013)
... Vasuki [13] proved a common fixed point theorem for two R-weakly commutative self maps on a complete fuzzy metric space with certain condition A.K.Sarma.et.al [9] extended this result to three ...
7
9. A Common Fixed Point Theorem in Fuzzy metric-Space
... a complete fuzzy metric space satisfying an implicit ...non complete fuzzy metric space satisfying an implicit ...
7
Coupled Coincidence Point Results in G-Complete Fuzzy Metric Spaces
... Abstract. Coupled coincidence and fixed point problems have begun to be considered only very recently. In this paper we work out a coupled coincidence point theorem for a compatible pair of mappings in fuzzy ...
7
On fixed point theorems in fuzzy metric spaces using a control function
... Fuzzy metric space is closely generalization of generalized Menger ...introduced fuzzy metric space, George and Veermani [11] modified the notion of fuzzy metric ...
8
Complete Stationary Fuzzy Metric Space of The Bounded Closed Fuzzy Sets and Common Fixed Point Theorems
... of fuzzy sets with nonempty compact α-cut sets in the metric space X , but few of their attention to the class of fuzzy sets with nonempty bounded closed α-cut ...general metric ...
7
Suzuki type theorems in triangular and non-Archimedean fuzzy metric spaces with application
... of fuzzy metric space was introduced in different ways by some authors (see, ...of fuzzy metric space intro- duced by Kramosil and Michálek [] and modified by George and Veeramani ...
26
Fuzzy fixed point theorems on the complete fuzzy spaces under supremum metric
... the fuzzy set, which was intro- duced initially by Zadeh [], considering mathematical programming problems which are expressed as optimizing some goal function given certain constraints, this be relaxed by means ...
13
On Statistically Convergent Double Sequences of Fuzzy Numbers
... of fuzzy numbers and showed that the set of all convergent se- quences of fuzzy numbers form a complete metric ...of fuzzy numbers, and they showed that Nuray’s conditions are suf- ...
6
Vol 3, No 3 (2012)
... of fuzzy sets was introduced by Zadeh [14] in ...of fuzzy sets and applications. Fixed point theorems in fuzzy mathematics are emerging with vigorous hope and vital ...of fuzzy metric ...
12
Common fixed point theorems for sequences of fuzzy mappings
... and g-contractive type fuzzy mappings and prove common fixed point theorems for sequences of fuzzy mappings on a complete metric linear space.. we define g-contractive.[r] ...
5
Fixed Point Theorems for kg- Contractive Mappings in a Complete Strong Fuzzy Metric Space
... Remark 4. We observe that 0 < M (x, y, t) < 1 provided x 6= y, for all t > 0 (see [8]). Let (X, M, ∗) be a fuzzy metric space. For t > 0, the open ball B(x, r, t) with a center x ∈ X and ...
15
Fixed point Theorem in Intuitionistic Fuzzy metric space
... metrizable space and vice ...of fuzzy metric space due to Kramosi and Michalek [6] and defined a Hansdorff topology on modified fuzzy metric space which often used In ...
7
Daneš theorem in complete random normed modules
... A random normed module is a random generalization of an ordinary normed space. Different from ordinary normed spaces, random normed modules possess the rich strat- ification structure, which is introduced in this ...
6
Common Fixed Point Theorem for Mappings in Quasi Metric Space
... In this paper new fixed point theorem in complete quasi metric space has been proved for mappings satisfying some new type of rational contraction conditions.. A complete metric space is[r] ...
7
UNIQUE FIXED POINT THEOREMS IN COMPLETE METRIC SPACE
... to Complete Metric Space, in which the fixed point theorems in A Meir Emmatt [4], Brouwer [5], Caccioppoli [8] and Dolhare U P [1,2,3] as a special ...a complete Metric Space has ...
6
A Result on Fixed Point in Complete G-Metric Space
... Later, several authors established many fixed point results for self mappings in G-metric spaces under certain contractions. Then the following statements are equivalent[r] ...
8
Multi-valued (ψ, φ, ε, λ)-contraction in probabilistic metric space
... The class of ( ε , l )-contraction as a subclass of B-contraction in probabilistic metric space was introduced by Mihet [1]. He and other researchers achieved to some inter- esting results about existence ...
8
FUZZY NUMERICAL RANGE HILBERT OPERATORS WITH APPLICATIONS IN BEST APPROXIMATION
... Abstract: The main purpose of this paper is to introduce the fuzzy numerical range of operator on fuzzy Hilbert space and to study some its properties. Then by applying this concept, we study a ...
14