[PDF] Top 20 A version of coupled fixed point theorems on quasi-partial b-metric spaces

... qp b ) be a complete quasi-partial b-metric space and let F : X × X → X , g : X → X be two ...qp b (gx, F(x, y)) + qp b (gy, F(y, x)) ≤ φ (gx) + φ (gy) − φ (F (x, y)) − φ ... See full document

... the partial b-metric ...of Quasi-partial b-metric space [10] and proved fixed point theorem on ...to coupled fixed point theorems ... See full document

... of partial metric which is a generalized metric space was introduced by Matthews 1 in 1994, in which the distance between two identical elements needs not be ...of fixed point for ... See full document

... recent theorems on the ...existence theorems on coupled fixed points and omit the ...earlier version applies, mutatis mutandis, to the corresponding newer ...to point out that ... See full document

... and fixed point theorems in partial metric ...common coupled fixed point theorems for a pair of mappings in quasi-partial metric ...on ... See full document

... In , Edelstein [] proved an important version of the Banach contraction principle. In , Suzuki [] improved the results of Banach and Edelstein (see also [, ]). In re- cent years, cyclic contraction ... See full document

... of coupled fixed point and the study of coupled fixed point problems ap- peared for the first time in some papers of Opoitsev (see [–]), while the topic expanded with the work of Guo and ... See full document

... dislocated quasi-b-metric spaces which generalize quasi-b- metric spaces and b-metric-like spaces, and we introduce the notions of Geraghty ... See full document

... I n this paper, we prove two common coupled fixed point theorems for four mappings in dislocated quasi b-metric spaces and provide two examples to support our theorems.. Our results ge[r] ... See full document

... In this paper, motivated and inspired by ideas of some recent papers such as Mustafa et al. [17], Suzuki [25], Wong [35] and Shukla [23], we obtain some fixed point theorems in partial ... See full document

... and fixed point theory ...generalized metric spaces, such as b-metric spaces, partial metric spaces(see ...of b-metric space and ... See full document

... of partial metric spaces was introduced by Matthews [] in ...A partial metric space is a generalized metric space in which each object does not necessarily have to have a zero ... See full document

... Huang and Zhang defined the concept of a cone metric space in 1 as follows. Definition 1.1 see 1. Let X be a nonempty set and let E be a real Banach space equipped with the partial ordering ≤ with respect ... See full document

... of coupled fixed point for metric spaces was initiated by Bhaskar and Lakshmikantan ...investigated coupled fixed point theorems for various general ... See full document

... many fixed point theorems for contraction mappings in partially or- dered probabilistic metric ...on fixed point theory in partially ordered probabilistic metric ... See full document

... a b-metric space as a generalization of a metric ...the b - metric ...of partial metric space in which the self distance of any point of space may not be ...of ... See full document

... establish coupled fixed point theorems in C ∗ -algebra-valued b-metric ...some coupled fixed point theorems for the mapping with different contractive conditions on ... See full document

... of metric spaces raised in several ...defined partial metric space, Bakhtin [4] introduced b- metric spaces, ...[15] Partial-b metric spaces ... See full document

... from metric spaces to par- tial metric ...of partial metric spaces, several authors (for ex- ample, [–]) obtained some fixed-point results for mappings satisfying ... See full document

... of quasi-partial b-metric spaces which is a generalization of the concept of quasi-partial-metric ...fixed point results are proved in setting of such ... See full document