[PDF] Top 20 The contraction principle for mappings on a modular metric space with a graph

... single-valued mappings in a metric space endowed with a partial ordering have been widely ...Banach’s contraction principle [], Theorem ...single-valued mappings in partially ... See full document

... a modular metric spaces were introduced by Chistyakov [5, ...Banach contraction principle in modular metric ...Banach contraction principle on a modular ... See full document

... chitzian mappings defined on some subsets of modular metric ...spaces. Modular metric spaces were introduced in [, ...of modular metric spaces is ...cal modular ... See full document

... Banach’s contraction principle [] is remarkable in its simplicity, yet it is perhaps the most widely applied fixed point theorem in all of ...complete metric space for its setting, and it finds ... See full document

... single-valued mappings in a metric space endowed with a partial ordering have been widely ...Banach contraction principle [], Theorem ...Banach contraction principle for ... See full document

... single-valued mappings in a metric space endowed with a partial ordering have been widely ...tion principle ([], Theorem ...Banach contraction principle for multivalued ... See full document

... Banach contraction principle [7] infers that every contraction on a complete metric space has a unique fixed ...Banach contraction principle as ...directed graph ... See full document

... of metric spaces endowed with a ...Banach Contraction Principle to mappings on a metric space endowed with a graph and also has presented its applications to the ... See full document

... fuzzy mappings in a metric space and proved a fixed point theorem for fuzzy contraction mappings as a generalization of the fixed point theorem for multivalued mappings given by ... See full document

... every contraction map on a complete metric space has fixed ...this principle has been obtained in several directions, such as ordered Banach ... See full document

... activity. Metric fixed point theory used to Banach fixed point theorem ( 1922 ...using contraction and non expansive mappings Pant [15], Fisher B [ 6], Rhoades ... See full document

... Banach’s contraction principle states that every contraction on a complete metric space has a unique fixed point that is realizable as the limit of Picard ...the mappings ... See full document

... Banach contraction principle by consid- ering this class of mappings in the setup of metric spaces and proved that every weakly contractive mapping defined on a complete metric ... See full document

... of modular metric spaces generated by F-modular and developed the theory of this ...of modular on an arbitrary set and develop the theory of metric spaces generated by modular ... See full document

... a metric space, and let CB(X) and Comp(X) be the set of all nonempty closed bounded subsets of X and the set of all nonempty compact subsets of X, ... See full document

... a metric space with graph are generalizations of their single-valued ...a contraction map F : X → CB(X) (see [3]) was slightly modified than its single-valued counterpart given by Jachymski ... See full document

... Banach contraction prin- ciple for such contraction in multiplicative metric ...commutative mappings in the setting of multiplicative metric ...commutative mappings on a closed ... See full document

... of contraction mapping for multi-valued maps in complete metric space is ...multi-valued contraction mappings such as Banach Contraction principle extended by Nadler ... See full document

... Example  Let X = [, ], A = [,   ] and B = [   , ]. Then X = A ∪ B and A ∩ B = {   }. Pro- vide X with the partial metric p(x, y) = | x – y | if both x, y ∈ [, ) and p(x, y) = max { x, y } otherwise. ... See full document

... -metric space for weakly compatible mappings satisfying a Generalized Contraction Principle condition given by (1), we establish a fixed point results in the third part of the ... See full document