[PDF] Top 20 Fixed point theorems for contracting mappings in partial metric spaces

... For nondecreasing ϕ, Ćirić’s condition () is more general than (), and () is more general than condition (). All these conditions are used to prove that f has a fixed point. Let us note that ϕ() for ... See full document

... a partial metric and extended the Banach contraction principle in the context of partial metric ...Nadler’s fixed point theorem to partial metric spaces and ... See full document

... two fixed point theorems in a partial metric ...of partial metric ...Banach fixed point theorem in the setting of partial metric spaces ... See full document

... of partial metric space was introduced by Matthews [7] as a part of the study of denotational semantics of dataflow ...various fixed point theorems and obtained a lot of perfect ...some ... See full document

... usual partial metric p : X × X → [, +∞) defined by p(x, y) = max {x, ...the partial metric space (X, p) is com- ...the mappings f , g : X → X by fx = x   and gx = x   , ... See full document

... of fixed and common fixed point results in different types of ...example, metric spaces, fuzzy metric spaces, and uniform ...is partial metric space, which is ... See full document

... As a generalization of the Banach contraction mapping principle, Kirk-Srinivasan-Veeramani devel- oped the cyclic contraction. A contraction T : A ∪ B → A ∪ B on non-empty sets A, B is called cyclic if T (A) ⊂ B and T ... See full document

... Secondly, we prove some fixed point theorems about ‘H(A, B)’ under a G -distance func- tion. The results extend and improve some well-known results obtained by [, ]. Now, we establish and prove the ... See full document

... a metric space have been proposed by Gahler 1, 2 and by Dhage 3, ...in metric spaces, while in 6the current authors have pointed out that Dhage’s notion of a D-metric space is fundamentally ... See full document

... fuzzy metric spaces in various ...generalized metric space called a G-metric ...studied fixed point theorems for mappings satisfying different contractive ... See full document

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

... modular spaces, as a generalize of metric spaces, was introduced by Nakano [11] and was intensively developed by Koshi, Shimogaki, Yamamuro [11-13] and ...interested fixed points of Modular ... See full document

... This paper is concerned with mixed g-monotone mappings in partially ordered metric spaces. We establish several coupled coincidence and coupled common fixed point theorems, which ... See full document

... fixed point was introduced by Bhaskar and Lakshmikantham [] and they studied some fixed point theorems in partially ordered metric ...fixed point theorems (see [, ... See full document

... - metric space. In 1994, Matthews [20] introduced the concept of partial metric space in which the self distance of any point of space may not be ...of partial metric space by ... See full document

... The main aim of the present paper is to prove new unidimensional and multidimen- sional fixed point results in the framework of the G-metric spaces provided with a partial preorder (not ... See full document

... Definition 12. (See [16]) Let (X, ≤) be a partially ordered set and F : X ×X → X and g : X → X be mappings. Then F is said to have the mixed strict g-monotone property if F (x, y) is monotone g-increasing in x and ... See full document

... Tripled fixed point theorems for monotone mappings in partially ordered metric spaces, Carpathian ...coincidence theorems for monotone mappings in partially ordered ... See full document

... HADZIC, 01ga Common fixed point theorems for family of mappings in complete metric spaces.[r] ... See full document

... type fixed point theorems for a new type of generalized contractive conditions on partial Hausdorff metric ...on partial Hausdorff metric spaces and on Hausdorff ... See full document