[PDF] Top 20 A Pata-type fixed point theorem in modular spaces with application

... of modular spaces in connection with the the- ory of ordered ...function spaces L p . Khamsi et al. [] investigated the fixed point results in modular function ...fixed point ... See full document

... of modular spaces was, in fact, initiated by Nakano [25] and generalized by Musielak [24] and Orlicz ...metric spaces was performed rapidly by many authors in theory and application, and many ... See full document

... Integral equations comprise a very important and significant part of mathematical analysis and their applications to real world problems. This topic is now well developed with the help of several tools such as ... See full document

... of modular space was introduced by Nakano [20] and was intensively developed by Koshi, Shimogaki, Yamamuro (see [18, 21]) and ...in fixed point of modular ...of modular metric space ... See full document

... a modular metric space and a generalized metric space in the sense of Jleli and Samet [6], we introduce a new concept of generalized modular metric ...fixed point theorem for quasicontraction ... See full document

... fixed point results in the set of metric-like ...Suzuki-type fixed point theorem in the set of b-metric-like space and establish certain results as ...an application to ... See full document

... common fixed point theorems for weak contraction mappings of integral type in modular ...first theorem we prove a common fixed point of ρ − compatible mappings satisfying ... See full document

... The purpose of the present paper is to extend and generalise the above Theorems 1.1 and 1.2 for two mappings in non-normal cone metric spaces and by removing the requirement of D(T(u, u, ... u), T(v, v, ... v)) ... 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

... Banach theorem (Theorem  above), many fixed point theorems for self-mappings in metric spaces have been extended to the partial metric ...fixed point theory in partial metric ... See full document

... Remark 3.2. Similarly as in the classical situation, treated in [7], it can be proved that Theorem 3.2 contains as special cases several other Pata-type results in their order versions. In ... See full document

... of modular space was introduced by Nakano [17] and was intensively developed by Koshi, Shimogaki, Yamamuro (see [14, 19]) and ...terested fixed point of modular ...of modular metric ... See full document

... fixed point technique is one of the important tools with respect to studying the exis- tence and uniqueness of the solution of various mathematical methods appearing in the practical ...of modular metric ... See full document

... fuzzy point result for fuzzy mappings in complete ordered metric spaces is ...an application, we establish the existence of coincidence fuzzy points and common fixed fuzzy points for a hybrid pair of ... See full document

... fixed point theorem for a type of generalized contractions on preordered complete fuzzy quasi-metric spaces which is applied to deduce, among other results, a procedure to show in a direct and ... See full document

... By Lemma 3.1 of Jachymski [31], (20) implies (as in metric cases) that the conditions (C2) and (C3) are satisfied, but nothing on the condition (C4). Conversely, in Theorem 2.3 we have assumed that (C2) and (C3) ... See full document

... of modular spaces, as a generalize of metric spaces, was introduced by Nakano 13 and redefined by Musielak and Orlicz ...interested, fixed points of Modular spaces, for example ... See full document

... Fixed point theorems in modular spaces, generalizing the classical Banach fixed point theorem in metric spaces, have been studied ...the modular spaces. In ... See full document

... of fixed point in partially ordered sets has been considered recently in ...Tarski’s theorem is used in 9 to show the existence of solutions for fuzzy equations and in 11 to prove existence theorems ... See full document

... In addition to the above results, Kikkawa and Suzuki 7 provide a Kannan type version of the theorems mentioned before. In 8, it is provided a Chatterjea type version. Popescu 9 gives a Ciric type ... See full document