[PDF] Top 20 Fixed Point Theorems for Various Types of Compatible Mappings of Integral Type in Modular Metric Spaces

... 2 = { ∶ → 0 % → 0 4 } (2.1) is called a modular space. 2 is a vector subspace of X it can be equipped with an F - norm defined by setting ‖x ‖ 2 = inf { > 0 ∶ 8 ≤ }, 2 . (2.2) In addition, if is convex, then ... See full document

... weakly compatible maps and showed that compatible maps are weakly compatible but converse need not ...probabilistic metric space, which is generalization of metric space and study of ... See full document

... Hilbert spaces, and Rhoades 8 has showed that the result by Akber et ...complete metric spaces A mapping T : X → X is said to be weakly contractive ... See full document

... a modular metric space and a generalized metric space in the sense of Jleli and Samet (Fixed Point Theory ...generalized modular metric ...generalized modular ... See full document

... fixed point theorem on a metric space endowed with a ...fixed point results of mappings satisfying integral type contractive conditions in the framework of modular ... See full document

... fuzzy metric spaces have been introduced by kramosil and Michalek[2] and George and Veeramani[3] modified the notion of fuzzy metric spaces with the help of continuos ...proved fixed ... See full document

... of modular metric space, being a natural generalization of classical modulars over linear spaces, was recently ...in modular metric space and investigate the existence of fixed points ... See full document

... years, fixed point theorems have been applied to show the existence and uniqueness of the solutions of differential equations, integral equations and many other branches mathematics see, ... See full document

... common fixed point theorem in fuzzy metric spaces for occasionally weakly compatible mappings with integral type in equality by reducing its minimum ...common ... See full document

... fixed point theorem for pair of compatible mappings satisfying a generalize weak contraction of integral type in modular ...fixed point results for some ... See full document

... different spaces by mathematicians over the ...usual metric space and generalized the Banach contraction principle in the context of complete b-metric ...the fixed point theory in b- ... See full document

... common fixed point theorems for weak contraction mappings of integral type in modular ...common fixed point of ρ − compatible mappings ... See full document

... single-valued mappings is extended to multivalued mappings and used to prove the existence of a common fixed point theorem of Gregus type for four mappings satisfying a strict ... See full document

... tripled fixed point was introduced by Berinde and Borcut in ...coincidence point for a pair of nonlinear contractive mappings F: X → X and g: X →X and obtained tripled coincidence point ... See full document

... J-type mappings in modular spaces and prove some fixed point theorems for ρ-altering and ρ-altering J-type mappings in modular ...an integral ... See full document

... self mappings of an intuitionistic fuzzy metric space (X, M, N, *, ◊) is said to be commuting if 𝑀(𝐴𝑆𝑥, 𝑆𝐴𝑥, 𝑡) = 1 𝑎𝑛𝑑 𝑁(𝐴𝑆𝑥, 𝑆𝐴𝑥, 𝑡) = 0𝑓𝑜𝑟 𝑎𝑙𝑙 𝑥 ∈ ...self mappings of an intuitionistic fuzzy ... See full document

... common fixed point theorem for six self mappings in modular metric space for occasionally weakly compatible mappings has been establish, which improves and extends similar ... See full document

... a modular space was intiated by Nakano [5] and was redefined and generalized by Musielak and Orlicz ...several fixed point and common fixed point theorems in the frame work of ... See full document

... weakly compatible (owc) as follows “Under contractive conditions the existence of a common fixed point and occasional weak compatibility are equivalent conditions, and consequently, proving existence ... See full document

... fixed point and common fixed point theorems in metric and semi-metric spaces for compatible, weakly compatible and owc mappings satisfying contractive ... See full document