Fixed Point Theory For Self And Ciric Type Weak Quasi Contraction Mappings In Different

Pdf A Unified View On Common Fixed Point Theorems For д Iriд Quasi The purpose of this communication is to prove some new unique fixed point theorems in metric and menger spaces under self and ciric type weak quasi contraction mappings. some important results and illustrations to highlight the realized improvements are also furnished. In this paper, fixed point results for a newly introduced geraghty quasi contraction type mappings are proved in more general metric spaces called t orbitally complete dislocated quasi metric spaces. geraghty quasi contraction type mappings generalize, among others, ciric’s quasi contraction mappings and other geraghty quasi contractive type mappings in the literature. fixed point results.

Pdf юааfixedюаб юааpointюаб юааtheoryюаб For Cyclic Generalized юааweakюаб ёэьщ юааcontractionюаб O In this paper, some new results are given on fixed and common fixed points of geraghty type contractive mappings defined in b complete b metric spaces. moreover, two examples are represented to show the compatibility of our results. some applications for nonlinear integral equations are also given. Objectives in this paper we present some fixed point theorems for self mappings satisfying generalized $$(\\phi , \\psi )$$ ( ϕ , ψ ) weak contraction condition in partially ordered complete b metric spaces. the results presented over here generalize and extend some existing results in the literature. finally, we illustrate two examples to support our results. result we obtained a unique. In this paper, we have established some fixed point theorems in the context of strong b metric spaces. for this purpose, ciric type contraction for single valued mapping and nadler’s type banach and chatterjea contractions for set valued mappings are applied to obtain fixed point and common fixed points. a simple and different technique has been used to obtain the results. our results unify. Geraghty quasi contraction type mappings generalize, among others, ciric's quasi contraction mappings and other geraghty quasi contractive type mappings in the literature. fixed point results are.

Fixed Point Theorems For Weak K Quasi Contractions On A Generalized In this paper, we have established some fixed point theorems in the context of strong b metric spaces. for this purpose, ciric type contraction for single valued mapping and nadler’s type banach and chatterjea contractions for set valued mappings are applied to obtain fixed point and common fixed points. a simple and different technique has been used to obtain the results. our results unify. Geraghty quasi contraction type mappings generalize, among others, ciric's quasi contraction mappings and other geraghty quasi contractive type mappings in the literature. fixed point results are. Fixed point results for a newly introduced geraghty quasi contraction type mapping are proved by employing less restrictions on the mapping in a t orbitally complete dislocated metric space. geraghty quasicontraction type mapping generalizes and extends ciric’s quasi contraction mapping and other geraghty quasicontractive type mappings in the. In this paper, we first give a new fixed point theorem for generalized Ćirić quasi contraction maps in generalized metric spaces. then we derive a common fixed point result for quasi contractive type maps. some examples are given to support our results. our results extend and improve some fixed point and common fixed point theorems in the literature.msc:47h10.

Pdf Unification On Generalized п п Weak Rational Type Contraction Fixed point results for a newly introduced geraghty quasi contraction type mapping are proved by employing less restrictions on the mapping in a t orbitally complete dislocated metric space. geraghty quasicontraction type mapping generalizes and extends ciric’s quasi contraction mapping and other geraghty quasicontractive type mappings in the. In this paper, we first give a new fixed point theorem for generalized Ćirić quasi contraction maps in generalized metric spaces. then we derive a common fixed point result for quasi contractive type maps. some examples are given to support our results. our results extend and improve some fixed point and common fixed point theorems in the literature.msc:47h10.