[PDF] Top 20 20. Triple fixed points in ordered metric spaces

... prove triple fixed point theorems in partially ordered metric spaces depended on another ...[Tripled fixed point theorems for contractive type mappings in partially ... See full document

... a metric in which a real number is assigned to every triplet of an arbitrary ...generalized metric spaces, Mustafa et ...fixed points in generalized metric spaces was initi- ated ... See full document

... Theorem 1.8. (Theorem.7.[8]): Let (X, ≤) be a partially order set and suppose there is a metric d on X such that (X, d) is a complete metric space. Let F : X × X × X → X be a continuous mapping having the ... See full document

... to metric spaces endowed with a partial ...of fixed points of monotone nonexpansive mappings defined on partially ordered Banach ...the fixed point theorem of Browder and G¨ohde ... See full document

... Edelstein’s fixed point theorem ...different spaces, like complete metric spaces endowed with a partial order, b-metric space (metric type pace) and obtained many fixed ... See full document

... of points in X are x x for x ∈ X and then M (x, x) = 0 and p(T x, T x) = 0, hence the condition ψ(p(f x, f y)) ≤ α(M (x, y)) − β(M (x, y)) is fulfilled, ... See full document

... common fixed points for two self-mappings of integral type with the new implicit limitation in a non-complete ordered metric space and give some more general ... See full document

... The following example proves that the inverse implication of Lemma . does not hold. Example . Let X = R and S(x, y, z) = |y + z – x| + |y – z| for all x, y, z ∈ X. By [, Ex- ample (), p.], (X, S) is an ... See full document

... d(p, gp) =  and p = gp. Similarly, we obtain p = fp. This shows that p is a common fixed point of g and f . Now suppose that F(f , g) is well ordered. We prove that F(f , g) is a sin- gleton. Assume on the ... See full document

... of metric spaces or ordered metric spaces, coincidence point, and common fixed point results for self-mappings in a general class of contractions defined by an implicit ...common ... See full document

... Hilbert spaces and established a fixed point theorem for such mappings, Dutta and Choud- hury [13]generalized the weak contractive condition and proved a fixed point theorem for a self- mapping, ... See full document

... It is known that the Banach’s contraction principle has a lot of generalizations and various applications in many directions, see, for examples, [2-12] and the references cited therein. Es- pecially, in 1962, Rakotch ... See full document

... A fixed point theorem for mappings satisfying a contractive condition of rational type on a partially orderedmetric space, Abstract and Applied Analysis, 2010 (2010), Article ID ...unique fixed point ... See full document

... of fixed points of generalized Geraghty contractions in partially ordered metric spaces by using an altering distance function without subadditivity and continuity is of present ... See full document

... This manuscript has two aims: first we extend the definitions of compatibility and weakly reciprocally continuity, for a trivariate mapping F and a self-mapping g akin to a compatible mapping as introduced by Choudhary and ... See full document

... One can proved that the triple fixed point is in fact unique, provide that we have to add the properties for of partial order on X 3 and the mapping j : I → I. Definition 3.3. ([1]) A uniform space (X, P ) ... See full document

... common fixed points of mappings satisfying certain contractive conditions has been researched extensively by many mathematicians since fixed point theory plays a major role in mathematics and applied ... See full document

... In Section 3 of the present article, we consider weak contractive conditions in the setting of partially ordered metric space (it is then restricted to the case when gx and gy are comparable) and prove ... See full document

... of ordered g-contraction is introduced, and some fixed and common fixed point theorems for g-nondecreasing ordered g-contraction mapping in partially ordered metric spaces are ...an ... See full document

... generalized ordered g-quasicontraction is introduced, and some fixed and common fixed point theorems for a g-nondecreasing generalized ordered g-quasicontraction mapping in partially ordered complete ... See full document