[PDF] Top 20 Coincidence point theorems for multivalued mappings

... Some new coincidence point and fixed point theorems for multivalued mappings in complete metric space are proved.. KEY WORDS AND PHRASES: Multivalued mapping, coincidence point, and fixe[r] ... See full document

... fixed point in X ...fixed point theorems for multivalued mappings satisfying generalized contractive conditions in ordered generalized metric ... See full document

... fixed point of a mapping F from X ×X to X and established some coupled fixed point theorems in par- tially ordered ...fixed point theorems for mappings satisfying nonlinear ... See full document

... and multivalued maps on a metric space possesses a ...fixed point theory, this result is applied to obtain new general coincidence and fixed point theorems for single-valued and ... See full document

... point theorems under φ-contractions for compatible and weakly compatible mappings on Menger probabilistic metric ...fixed point in locally convex topology generated by fuzzy n-normed ...fixed ... See full document

... It is noticed in [] that in the symmetric case ((X, G) is symmetric), many fixed point theorems on G-metric spaces are particular cases of existing fixed point theorems in met- ric spaces. In ... See full document

... two multivalued mappings and common stationary point theorems for multival- ued mappings on bounded metric spaces are ...the theorems due to Fisher in 1979, 1980, and 1983 and ... See full document

... establish coincidence and fixed point theorems for mappings satisfying generalized weakly contractive conditions on the setting of ordered gauge ...Presented theorems extend and ... See full document

... In this work, motivated and inspired by the above results, we establish more general fixed-point theorems including the coupled, tripled and quadruple fixed-point theorems as three special ... See full document

... of coincidence point and common fixed point theorems for six self-mappings satisfying almost generalized (S, T)-contractive condition in the setup of partially ordered complete metric ... See full document

... a multivalued mapping both satisfying the Suzuki condition in a uniformly convex Banach ...fixed point theorem for upper semicontinuous mappings satisfying the Suzuki condition in strictly Lτ spaces; ... See full document

... Theorem 3.10. Let X, ϑ be a Hausdorff uniform space, p is an E-distance on X, ϕ : X → R be a continuous function bounded below and “” the order introduced by ϕ. Let X be also a p-Cauchy complete space, T : X → 2 X be a ... See full document

... We get [ ( ] and as �⟶ we get , and P is closed, [ ( ] .Hence [ ( ] By ( ( and so .Now if is another fixed point of T. Then from 3.1 we have [ ( ] =0. Hence [ ( ] and [ ( ] .By ( , ( = 0 and . Hence = = . ... See full document

... We can prove that T is not a continuous multivalued mapping on ( C L(X), H), but T is a α-continuous multivalued mapping on (CL(X), H). Indeed, we have H(Tx, T ) = |x–|  →  when x ∈ [, ] and x → . ... See full document

... fixed point theorems for multivalued mappings in complete metric spaces, then these theorems are used to improve ´ Ciri´ c’s fixed point theorem [1], Kada-Suzuki-Takahashi’s ... See full document

... dence point results; in particular, we replace the f -nonexpansiveness of T by general- ized f -nonexpansiveness and starshapedness of the set M by a weaker set of ...random coincidence results are ... See full document

... Banach’s contraction principle plays an important role in several branches of mathematics. Because of its importance for mathematical theory, it has been extended in many direc- tions (see [, , , , , , ]); ... See full document

... On the other hand, Hicks [2], and Hicks and Rhoades [3] started the study of existence of fixed points in symmetric spaces. Throughout this paper (X, d) be symmetric space and H denote the Hausdorff distance function on ... See full document

... for multivalued mappings. We establish some coincidence point and fixed point theorems for this type of mappings and give some examples illustrating our main ... See full document

... proximity point recently estab- lished by Fernández-León [] and Basha and Shahzad [] reduces to a problem of finding a fixed point of a multivalued ...fixed point of a multivalued ... See full document