[PDF] Top 20 Historia Criminal del Cristianismo V

... been generalized and studied by various authors (see [– ...for α-contractive-type maps (due to Samet et al. []) to Meir-Keeler versions for single and a pair of ...some common fixed ... See full document

... of generalized α-admissible [] Meir-Keeler con- tractions and proved some fixed point theorems for these kinds of ...mappings. Meir-Keeler contraction has many generalizations in ... See full document

... of generalized Meir-Keeler type ψ-contractions and prove some coupled common fixed point theorems for such contractions using weakly increasing property instead of mixed ... See full document

... weaker Meir–Keeler type function 𝜓: ℜ+→ ℜ + and proved following common fixed point theorem of two set-valued mappings in a complete metric space: Let (𝑋, 𝑑) be a complete metric space, and ... See full document

... The purpose of this paper is to study fixed point theorems for a mapping satisfying the generalized Meir-Keeler-type φ - α -contractions in complete partial metric spaces. Our results ... See full document

... introduce α -admissible Meir-Keller and generalized α -admissible Meir-Keller contractions on quasi-metric spaces and discuss the existence of fixed points of such ... See full document

... a generalized-( α , ψ )-Meir-Keeler contractive mapping and establish some interesting theorems on the existence of fixed points for such mappings via admissible ... 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

... Generalized Meir-Keeler α -contractive functions and pairs are introduced and their fixed and common fixed point theorems are ...so-called generalized Meir-Keeler ... See full document

... of fixed points from the class of compatible mappings satisfying contractive conditions to a wider class including compatible as well as noncompatible mappings satisfying contractive, nonexpansive, or ... See full document

... In this paper, we introduce two class of generalized cyclic orbital Meir-Keeler contractions and we study the existence and uniqueness of fixed points for these mappings. Our results in ... See full document

... Many fixed point theorems have extensions in generalized form of metric spaces, particularly in quasi metric spaces, partially quasi metric spaces and partially ordered metric ... See full document

... consider generalized cyclic contraction type mappings and study existence and convergence of best proximity points for this class of mappings which contains the class of mappings in Theorem ... See full document

... In this paper, some multifunctions on partial metric space are defined and common fixed points of such multifunctions are discussed. The results presented in the paper generalize some of the existing results ... See full document

... By Lemma 3.1 of Jachymski [31], (20) implies (as in metric cases) that the conditions (C2) and (C3) are satisfied, but nothing on the condition (C4). Conversely, in Theorem 2.3 we have assumed that (C2) and (C3) hold, ... See full document

... The purpose of this paper is to study fixed point theorems for a multi-valued mapping concerning with three classes of Meir-Keeler contractions with respect to the partial Hausdorff metric H in ... See full document

... for all s >  and x, y ∈ X. We have studied contractions of integral type in [–]. In this paper, we discuss several contractions of integral type by using Jachymski’s ap- proach. As applications, we ... See full document

... a common fixed point of T and ...about common fixed points of maps T , I such that T is I-nonexpansive under the conditions of commuting, weakly commuting, R-subweakly commuting, or ... See full document

... of generalized convex contractions is a real generalization for the notions of convex contractions and ordered convex contractions which were provided, respectively, in [] and ... See full document

... 6. Edelstein, M: On fixed points and periodic points under contraction mappings. J. Lond. Math. Soc. 37, 74-79 (1962) 7. Hardy, GC, Rogers, T: A generalization of fixed point theorem of S. Reich. Can. Math. ... See full document