[PDF] Top 20 GENERALIZED -GERAGHTY MULTIVALUED MAPPINGS ON b-METRIC SPACES ENDOWED WITH A GRAPH

... of b-metric spaces was initiated in the works of Bakhtin, Heinonen, and Czerwik [6, ...and multivalued mappings in the class of b-metric spaces appeared in [2, 3, ... See full document

... a b-metric space and ∆ be the diagonal of X × ...directed graph, such that the set V (G) of its vertices coincides with X and ∆ ⊆ E(G), where E(G) is the set of the edges of the ... See full document

... in metric fixed point theory by replacing order structure with a graph structure on a metric ...ordered metric spaces are generalized (see also [19] and the reference therein); ... See full document

... of metric space in 1905, but the most basic fixed point theorem in analysis, known as the Banach Contraction Principle, was first stated and proved by Banach for the contraction maps in the setting of complete ... See full document

... contraction mappings and their generalizations play an impor- tant role in the study of theory of ...and generalized in different directions by many authors (see ... See full document

... single-valued mappings in a metric space endowed with a partial ordering have been widely ...for multivalued mapping to metric spaces, Nadler [] obtained the following ... See full document

... Aleksić, S., Došenović, T., Mitrović, Z.D., Radenović, S.: Remarks on common fixed point results for generalized α∗ -ψ -contraction multivalued mappings in b-metric spaces.. Alsulami,[r] ... See full document

... 25. Ray, AD, Saha, PK: Fixed point theorems on generalized fuzzy metric spaces. Hacet. J. Math. Stat. 39, 1-9 (2010) 26. Razani, A: A contraction theorem in fuzzy metric space. Fixed Point ... See full document

... in metric fixed point theory is based on two things: the first is to modify con- traction condition and the second is to modify the structure of a metric ...partial metric space and extended Banach ... See full document

... Let ( be a cone metric space. We denote by ( ) the family of non-empty closed bounded sub set . Let ( Hausdorff distance on ( . for ( ( max { ( ( } where ( { ( } is the distance from the point a to the sub set ... See full document

... Boriceanu, M, Petrusel, A, Rus, IA: Fixed point theorems for some multivalued generalized contractions in b -metric spaces.. Boriceanu, M, Bota, M, Petrusel, A: Multivalued fractals in b[r] ... See full document

... single-valued mappings in a metric space endowed with a partial ordering have been widely ...for multivalued mapping to metric spaces, Nadler [] obtained the following ... See full document

... to multivalued mappings. They introduced the notions of multivalued G-contractions and weak G-contractions for which they established fixed point ...single-valued mappings and studied the ... See full document

... complete metric spaces endowed with a partial order and obtained many fixed point results in such ...ordered metric spaces we refer the reader to [, ] and ... See full document

... complete metric space, every multivalued (θ , L)-weak contraction has a fixed ...every generalized multivalued (α, L)-weak contraction has a fixed point (see ...was generalized by Du [] ... See full document

... pointwise mappings was introduced in ...pointwise mappings without the use of ...G-monotone mappings in Banach ...ric spaces endowed with a partial ...monotone multivalued ... See full document

... different spaces, like complete metric spaces endowed with a partial order, b-metric space (metric type pace) and obtained many fixed point results in such spaces ... See full document

... Schweizer, B, Sklar, A, Pap, E: The metrization of statistical metric ...D: Multivalued generalizations of probabilistic ...contraction mappings in ... See full document

... were generalized by several authors (see, for example, Bojor []; Chifu and Petrusel []; Samreen and Kamran []; Asl et ...multi-valued mappings and proved their fixed point theorem in a complete ... See full document

... We show that, in a uniformly convex Banach space, condition (K) is weaker than quasi- nonexpansiveness and weaker than asymptotic nonexpansiveness. We also present the existence theorem of common fixed points for a ... See full document