[PDF] Top 20 Generalized α ψ contractive type mappings of integral type and related fixed point theorems

... of α-ψ -contractions via α-admissible ...fixed point for such a class of mappings in the context of complete metric ...fixed point result was observed as a consequence of their ... See full document

... In this paper, we show that coupled fixed point results of Mursaleen et al. [] can be obtained by usual fixed point theorems. Moreover, by giving an example, we conclude that the main result of ... See full document

... fixed point theorems for nonlinear contractive mappings in the framework of a metric space endowed with partial ...fixed point for such mappings in this ... See full document

... single-valued mappings [] was extended in [] to the setting of a single-valued mapping and a multi-valued mapping on a metric ...further generalized by different authors, viz weakly commuting [], ... See full document

... and α : R + → [, ) is a function with lim sup s→t α(s) < , ∀t > ...fixed point and common fixed point theo- rems for ρ-compatible mapping satisfying a generalized weak ... See full document

... of α -admissible generalized contractive type mappings of integral type and to discuss the existence of fixed points for these mappings in complete metric ...fixed ... See full document

... Branciari, A fixed point theorem for mappings satisfying a general contractive condition of integral type , Int.. ´ Ciri´ c, Generalized contraction and fixed point theorem , Publ.[r] ... See full document

... fixed point results was given by Samet et ...of α-admissible and α-ψ-contractive type ...the related existing metric fixed point results in the ...fixed point ... See full document

... Fixed point theory became one of the most interesting area of research in the last fifty ...studied contractive type mappings on a complete metric space which are generalizations of ... See full document

... proved fixed point theorems for contractive map in Modular ...is related to contracting rather “generalized average velocities” than metric distances, and the successive ... See full document

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

... fixed point theory the contractive conditions on underlying functions play an im- portant role for finding solutions of fixed point ...of α-ψ -contractive and α-admissible ... See full document

... of generalized G- β - ψ contractive mappings which is inspired by the concept of α - ψ contractive ...fixed point for such mappings in the setting of complete ... See full document

... In this section, we note that some existing fixed-point results in the context of G-metric spaces are consequences of our main theorems. For the sake of completeness, we recollect some basic definitions and ... See full document

... Branciari, A fixed point theorem for mappings satisfying a general contractive condition of integral type, Int.. Ćirić, Generalized contractions and fixed-point theorems, Publ.[r] ... See full document

... of α -ψ -contractive mappings and gave some fixed point results for such ...closely related to some or- dered fixed point ...fixed point re- sults for single and ... See full document

... of fixed point theory in different branches of mathematics and its ap- plications is ...on fixed points for contractive type mapping was the much celebrated Banach’s contraction ... See full document

... fixed point generalizations are not real generalizations ...of generalized convex contractions is a real generalization for the notions of convex contractions and ordered convex contractions which were ... See full document

... Triangular α-admissible defined by Popescu [] imposes the following ...and α : X × X → [, ∞) be a func- tion. Then T is said to be triangular α-orbital admissible if T is right-α-orbital ... See full document

... If in Theorem . we take φ(t) = t for all t ≥ , then we deduce the following corollary. Corollary . Let A and B be two nonempty closed subsets of the complete metric space (X, d), α : X × X → R be a function, ... See full document