[PDF] Top 20 Fixed point theory for cyclic (ϕ - ψ)-contractions

... Recently, fixed point theorems for operators T defined on a complete metric space X with a cyclic representation of X with respect to T have appeared in the literature (see, ... See full document

... The existence application potential of fixed point theory in various fields resulted in sever- al generalizations of the metric spaces. One such generalization is Menger space initiated by Menger. It ... See full document

... In this paper, we consider, discuss, improve, and complement recent fixed points results for mappings satisfying cyclical contractive conditions established by Pacurar and Rus (Nonlinear Anal. 72:1181-1187, 2010) and ... See full document

... fixed point theorems in partially ordered complete G-metric spaces with the contractive condition which holds for all points that are related by partial ordering ([, ] and ... See full document

... (Fixed Point Theory ...fixed point result satisfying cyclic weak φ -contractions given by Karapınar ...of cyclic sets is odd, we obtain fixed point theorems ... See full document

... We establish some coupled coincidence and coupled common fixed point theorems for the mixed g-monotone mappings satisfying ( φ , ψ )-contractive conditions in the setting of ordered generalized metric ... See full document

... fixed point theorem in metric spaces. J. Fixed Point Theory ...M: Fixed point theory for cyclic Berinde ...operators. Fixed Point Theory 12, ... See full document

... fixed point theorems including Banach, Edelsetin, Carsti and a fixed point theorem for nonexpansive mappings in a Banach ...of cyclic contraction, Păcurar and Ioan [] pro- posed the concept of ... See full document

... concepts: fixed points, strict fixed points, periodic points, strict periodic points, multivalued Picard and weakly Picard operators; data dependence of the fixed point set, sequence of ... See full document

... The above-mentioned theorems play a very important role not only in analysis but also in other areas of science involving mathematics, especially in graph theory, dynamical sys- tems, and programming languages. ... See full document

... function ϕ : [0, ∞ ) ® [0, ∞ ) is said to be a Meir-Keeler function if for each h > 0, there exists δ > 0 such that for t Î [0, ∞) with h ≤ t <h + δ, we have ϕ (t) ...function ϕ: [0, ∞) ® ... See full document

... Chatterjea-type cyclic weakly contraction in a metric ...functions ψ : [, ∞)  → [, ∞), with ψ (t  , t  ) > , for t  , t  ∈ (, ∞) and ψ(, ) = ... See full document

... Banach’s fixed point theorem for partial metric ...the fixed point theorem of Matthews ...concerning cyclic mappings in the framework of partial metric ... See full document

... Banach's fixed point theorem for partial metric ...the fixed point theorem of Matthews ...concerning cyclic mappings in the framework of partial metric ... See full document

... of fixed point theory in metric ...some fixed point theorems in G-metric ...some fixed point theorems in G-Metric Space ...proved fixed point theorems in 𝐷 ∗ ... See full document

... a fixed point theorem for contraction mapping in complete metric ...of cyclic contraction and established fixed point results for such ...proved fixed point results in ... See full document

... Fixed point theory has been one of the most rapidly developing fields in analysis during the last few ...this theory has accelerated the research activities which resulted in an enormous ... See full document

... fixed point theorems of operators has been a subject of great interest since Banach [] proved the Banach contraction principle in ...fixed point theorems in partial metric spaces (see [–] for ... See full document

... Considering α -admissible mappings in the setup of partial b-metric spaces, we establish some fixed and common fixed point results for ordered cyclic weakly ( ψ , ϕ , L,A, B)-contractive ... See full document

... define cyclic generalized ϕ-contraction and (ψ , ϕ)−weakly contraction on b-metric spaces with wt-distance and related fixed point results are proved, which extend some results ... See full document