[PDF] Top 20 Some Common Fixed Point Theorems In Complete Metric Space via Weakly Commuting Mappings

... Weakly commuting mapping is turning point in the fixed point theory when it was formed by Salvatore Sessa [9] and Jungck ...of some common fixed points of mapping ... See full document

... R- weakly commuting mappings in non- Archimedean probabilistic metric space for the first ...initiated weakly commuting mappings in a metric space, ... See full document

... fuzzy metric in different ways ([1], [15], ...fuzzy metric space introduced by Kramosil and Michalek [16] and defined a Hausdorff topology on this fuzzy metric ...obtained common ... See full document

... probabilistic metric space in which the metric whose value is non- negative real number is the probabilistic ...probabilistic metric spaces leads to the investigation of physical quantities ... See full document

... The famous Banach contraction principle states that if , is a complete metric space and : → a contraction mapping i.e., , , for all , ∈ , where is a nonnegative number such that 1, then has a unique ... See full document

... of weakly commuting mappings and proved some common fixed point theorems in complete Metric ...Proved some common fixed ... See full document

... of weakly commuting mappings and obtained some common fixed point theorems in complete Metric space ...Proved some common ... See full document

... a common fixed point theorem for commuting map- pings,which generalizes the Banach Contraction ...of weakly commuting mappings and proved some fixed ... See full document

... applications. Fixed point theorems in fuzzy mathematics are emerging with vigorous hope and vital ...fuzzy metric spaces paves a way for very soothing machinery to develop fixed ... See full document

... introduced some concepts of metric domains in the context of domain ...dislocated metric space is ...established fixed point theorems in dislocated metric ... See full document

... hand, fixed-point theory has developed rapidly in metric spaces endowed with a partial ...nondecreasing mappings and applied it to obtain a unique solution for a first-order ordinary ... See full document

... fuzzy metric space ([7] ...fuzzy metric space and Park ...this space. Also, Park and Kim [11] proved common fixed point theorem for self maps in intuitionistic ... See full document

... α-compatible mappings of type (P) in metric space (X, d), which is equivalent to the concept of α-compatible mappings and as well as α-compatible mappings of type (A) under certain ...a ... See full document

... a point of coincidence as f and g satisfy all the conditions of Theorem ...unique common fixed point, say ...the fixed point of all the component ... See full document

... HADZIC, 01ga Common fixed point theorems for family of mappings in complete metric spaces.[r] ... See full document

... Lefschetz fixed point theorem for digital images and proposed the notion of a digital metric space and proved the well-known Banach Contraction Principle for digital ...Digital metric ... See full document

... for common fixed points of two or three relatively asymptotically regular mappings satisfying the orbital continuity of one of the involved maps on ordered orbitally complete metric ... See full document

... Common fixed point theorems on expansion type mappings on complete metric spaces, Math____:.. Some fixed point theorems on expansion mappings, Math.[r] ... See full document

... proved some fixed point theorems for various generalizations of contraction mappings in probabilistic and fuzzy metric ...a fixed point theorem for a single mapping ... See full document

... b-metric space which is a generalization of usual metric space and generalized the Banach contraction principle in the context of complete b-metric ...the fixed ... See full document