[PDF] Top 20 Common Fixed Points of Generalized Meir Keeler Type Condition and Nonexpansive Mappings

... the mappings f and g in Examples ...noncompatible mappings. However, in the case of noncompatible mappings there is an alternative method of proving the existence of fixed points 6, 7, ... See full document

... nonspreading mappings, defined by Kohsaka and Takahashi, in Banach spaces but using the sense of norm instead of using the function φ ...a common fixed point of two quasi-nonexpansive mappings ... See full document

... for common fixed points of a family of generalized asymptotically quasi- j -nonexpansive mappings are established in the framework of Banach ... See full document

... contraction mappings generalized metric spaces” using this ...all fixed points of a multifunction operator ...were generalized by Dubey ...some fixed point theorems for ... See full document

... coupled fixed point theorems which has attracted the attention of many researchers ...increasing mappings with two variables and established several coupled common fixed point theorems for ... See full document

... Abstract In this paper, we obtain a unique common fixed point theorem for four self mappings satisfying Meir-Keeler type contractive condition in partial metric spaces, which is slightly [r] ... See full document

... obtain common fixed points and points of coincidence of a pair of mappings satisfying a generalized contractive type condition in cone metric ... See full document

... This condition is called the Meir-Keeler contractive type ...this condition and established fixed point results for new generalized conditions, see Maiti and Pal [], Park and ... See full document

... 1. Introduction. Let D be a nonempty, closed, and convex subset of a uniformly convex Banach space B, and T : D → D with fixed point set F(T ). Recently, Ghosh and Debnath [1] introduced the generalized versions of ... See full document

... some common fixed point the- orems for multivalued mappings and we present some new gener- alization contractive conditions under the condition of weak com- ... See full document

... [8] generalized the notion of metric space by replacing the set of real numbers by ordered Banach space and defined cone metric space and extended Banach type fixed point theorems for contractive ... See full document

... a fixed point theorem for the selfmaps of a closed convex and bounded subset of the Banach space satisfying a generalized nonexpansive type ...of fixed points with Krasnoselskii ... See full document

... fixed points of given mappings satisfying cer- tain contractive conditions in various abstract spaces has been at the center of vigorous research activity in the last ... See full document

... some common fixed point theorems for three and four self-mappings satisfying generalized Meir-Keeler α -contraction in metric ...are generalized, extended and ... See full document

... Recently, Jungck [8] proposed a generalization of the concept of weakly commuting mappings, which is called compatible mappings, and he generalized some fixed point theorems of Meir-Keel[r] ... See full document

... A. Meir and E. Keeler [3] obtained a remarkable generalization of Banach Contraction principle with the notion of weakly uniformly strict contraction which is famous as (  − δ ) contraction ...been ... See full document

... spaces may be a consequence of the fixed point theory in certain metric spaces. How- ever, it is not true that all generalized fixed point results become evident in this way. More precisely, these results are based ... See full document

... If T satisfies Condition-A, where F is the nonempty fixed point set of T in C, then, for an arbitrary x0 C, the Picard iterates {S"x0} converge to a member of F.. We may note that C need[r] ... See full document

... had generalized the KKM theorem to an infinite dimensional topological vector ...KKM-type mappings on metric spaces and established some fixed point theorems for this ...weaker ... See full document

... whether condition (ii) of Theorem 3 can be replaced by contractive conditions which typically arise in exten- sions of Banachs ...a condition introduced by Geraghty ... See full document