[PDF] Top 20 Fixed Point Results for Generalized Contractive Multimaps in Metric Spaces

... Hausdorff metric, many authors have generalized Nadler’s contraction principle in many ...the results can be proved without using the concept of Hausdorff ...Nadler’s fixed point theorem ... See full document

... a metric space ...of generalized metric space called G-metric space [9]. Fixed point theory in these spaces was studied in [4], Banach contraction mapping being the main ... See full document

... a fixed point theorem for contraction mapping in complete metric ...dislocated metric space under the name of metric ...dislocated metric in the context of domain ...[4] ... See full document

... weakly contractive type multimaps in the setting of metric spaces are introduced, and we prove some results on the existence of fixed points for such maps under certain ...Our ... See full document

... unique point of coincidence w = f x = gx, then w is the unique common fixed point of f and ...is point of coincidence of f and ...the point of coincidence of f and g and therefore z = ... See full document

... (ordered) metric results for mappings with one ...the results obtained in this way are usually stronger and can be applied in a greater number of ... See full document

... Proof From Theorem , we can say that the mappings T and S have a unique common fixed point u i.e. Tu = Su = u. Now our requirement is to show that u is a common fixed point of all the component mappings of ... See full document

... of metric spaces. The concept of complex valued b-metric spaces was introduced in 2013 by Rao et ...valued metric spaces that were introduced in 2011 by Azam et ...common ... See full document

... fixed point theorems for mappings which satisfy different contractive conditions; see [10-14] for more ...common fixed point theory in generalized metric ...some ... See full document

... of generalized metric spaces, called G-metric ...such spaces every triplet of elements is assigned to a non- negative real ...G-metric spaces, Mustafa et al. [27] ... See full document

... D-metric spaces are ...the generalized metric space structure which they called G-metric ...more results on G-metric spaces and fixed point ... See full document

... ball-metric spaces and we prove fixed point results on such spaces for functions satisfying the contractions involving the α − ... See full document

... Edelstein’s fixed point theorem ...different spaces, like complete metric spaces endowed with a partial order, b-metric space (metric type pace) and obtained many ... See full document

... Funct Spaces, Volume 2015, Article ID: 350840] obtained some interesting common fixed point results for two mappings satisfying a generalized contractive condition in ... See full document

... use metric fixed point results only for q < ...our results are real generalization in the case of nonsymmetric G-metric ... See full document

... Common fixed point results are presented for generalized ( ψ , φ) - weak contractive mappings with constants in complete metric ...Our results extend previous ... See full document

... of fixed point theory, several authors have created a number of fixed point results in partially or- dered metric ...cone metric spaces also, such efforts have been ... See full document

... coupled fixed point results on a metric space endowed with two ...a fixed point theorem for an appropriate operator on the Cartesian product of the given spaces endowed ... See full document

... common fixed points of four maps satisfying generalized weak contractive conditions in the fra- mework of complete partial metric spaces endowed with a partial ...Our results ... See full document

... Proof Since (X, d) is a complete metric space, (X, D) is also a complete metric space by Lemma . Note that T is a Ćirić contraction in (X, D) by Lemma . Therefore, T has a unique fixed point in X by ... See full document