[PDF] Top 20 5. Common fixed point Theorems for non compatible mappings in fuzzy metric spaces

... unique common fixed point in X provided the pair {A, S} or {B, T } satisfies (EA) property, one of A(X ), T (X), B(X), S (X ) is a closed subset of X and the pairs {B, T } and {A, S} are weakly ... See full document

... of common fixed points in the framework of fuzzy metric ...established fixed point theorems for mappings which satisfy generalized contractive conditions in ... See full document

... tible mappings and utilized it to improve and generalize the commutativity conditions employed in common fixed point ...in non-compatible mappings initiated by Pant ...the ... See full document

... Moutawakil[11] that E.A. property buys containment of ranges without any continuity requirements, besides minimize the commutativity conditions of the maps to the commutativity at their points of coincidence. Moreover ... See full document

... of Fuzzy set was initially investigated by Zadeh [17] as a new way to represent vagueness in everyday ...defined Fuzzy metric space in various ways. The notion of Fuzzy metric ... See full document

... For example, Deng [5], Ereeg [6], Fang [7], George and Veeramani [8], Kaleva and Seikkala [12], Kramosil and Michalek [11] have introduced the concept of fuzzy metric spaces in different ... See full document

... different spaces by mathematicians over the ...usual metric space and generalized the Banach contraction principle in the context of complete b-metric ...the fixed point theory in b- ... See full document

... probabilistic metric space. The probabilistic generalization of metric space appears to be well adopted for the investigation of physical quantities and physiological ...to compatible maps. The ... See full document

... in fuzzy differential ...a fuzzy differential equation can be established via the fixed point analysis approach (see ...the fuzzy differential equation in G-metric ... See full document

... Remark 3.4 Since the condition of t-norm with t t t   for all t    0,1 is replaced by arbitrary con- tinuous t-norm, Theorem 3.1 also improves the result of Cho et al. ([26], Theorem 3.1) without any requirement of ... See full document

... some common fixed point theorems for two weakly subsequentially continuous and compatible of type (E) pairs of self mappings satisfying an implicit relation in fuzzy ... See full document

... of fuzzy set has led to a rich growth of fuzzy ...of fuzzy metric in different ...intuitionistic fuzzy set. The notion of intuitionstic fuzzy metric space defined by Park ... See full document

... some common fixed point theorems for φ-contractive mappings in fuzzy metric spaces, in which a very simple condition is imposed on the function ... See full document

... fixed point theorems in fuzzy mathematics was instigated by Weiss [] and Butnariu ...of fuzzy contractive mappings and proved a fixed point theorem for these mappings in ... See full document

... Then there exist x ∈ X such that x Fx, x, that is, F admits a unique fixed point in X. Let φt kt, where 0 < k < 1, the following by Lemma 1, we get the following. Corollary 2 see 6. Let a ∗ b ≥ ab for ... See full document

... HADZIC, 01ga Common fixed point theorems for family of mappings in complete metric spaces.[r] ... See full document

... prove fixed point theorems in metric spaces whose strength lie in their unifying power, as an implicit function can cover several contraction conditions at the same time, which include ... See full document

... 218 | P a g e If the range of one of the subspaces is complete then A, S, P and Q have a unique common fixed point in X. Remark 3.2. Theorem 3.1 is a generalization of the result of Sharma [13] in ... See full document

... introduced fuzzy metric which was used in topology and ...in fuzzy metric ...studied fixed point theory in fuzzy metric ... See full document

... compact metric space, I, J selfmaps of X, F, G : X → BX set-valued functions with ∪ FX ⊆ J X and ∪ GX ⊆ ...weakly compatible and the functions F, I are ... See full document