[PDF] Top 20 Informe de proyecciones de la economía española

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

... The role of topology in logic programming has come to be recognized (see [–] and the references cited therein). Particularly, topological methods are applied to obtain fixed point semantics for logic programs. ... See full document

... coincidence point and common fixed point theorems for mappings satisfying a contractive inequality which involves two generalized altering distance functions in ordered complete metric ... See full document

... fixed point theorems for general ...a dislocated metric on X, f : X → X is a mapping, and the comparison function ϕ : [, ∞ ) → [, ∞ ) belongs to a wide class of mappings defined in [] and ... See full document

... proving fixed point results in the setting of ordered met- ric spaces continues to be an active direction of research ...- contractions on ordered metric ...our results, ... See full document

... The second one of these techniques is to modify the conditions on the operator(s). In other words, it entails the examination of certain conditions under which the contraction mapping yields a fixed point. One of ... See full document

... By the same argument, we can prove gu = u and hu = u. Thus we have u = fu = gu = hu = Au = Bu = Cu, so that f , g, h, A, B and C have a common fixed point u in X. Let v be any other common fixed point of f , ... See full document

... establish dislocated quasi-b-metric spaces and introduce the notions of Geraghty type dqb-cyclic-Banach contraction and dqb-cyclic-Kannan mapping and derive the existence of fixed ... See full document

... X. Fixed point theorems in symmetric G-metric space are mostly consequences of the re- lated fixed point results in metric ... See full document

... Fixed point theory is indispensable for solving various equations of the form Tx = x for self-mappings T defined on subsets of metric ...a metric space and a non-self mapping T : A → B, the ... See full document

... modular metric on an arbitrary set and the corresponding modular spaces, generalizing classical modulars over linear spaces like Orlicz spaces, were recently ... See full document

... The results of the current paper can be extended to generating space of a b-quasi-metric family which was introduced by ...common fixed points of two cyclic ... See full document

... of contractions. In addition to Matthews’s investigations, cone metric spaces, D-metric spaces, and G-metric spaces (see, ...on metric spaces satisfying ... See full document

... of dislocated quasi-b-metric ...previous cyclic contraction results in dislocated quasi-b-metric spaces are just equivalent to the non-cyclic ones in the same ... See full document

... (y). Fixed point theorems for monotone op- erators in ordered metric spaces are widely investigated and have found various applica- tions in differential and integral equations (see [, –] ... See full document

... of dislocated metric spaces in which self distance of a point need not be equal to ...also generalized the famous Banach contraction principle in this space, and satisfying certain ... See full document

... proximity point results are the ones that provide sufficient conditions for the existence of a best proximity point and algorithms for finding best proximity points (see Definition ...proximity ... See full document

... complete metric spaces, which gives a positive answer to the question raised by Radenovi´c (Fixed Point Theory ...fixed point result satisfying cyclic weak φ -contractions ... See full document

... partial metric space and obtained a generalization of Banach’s fixed point theorem for partial metric ...some generalized versions of the fixed point theorem of Matthews ... See full document

... partial metric space and obtained a generalization of Banach's fixed point theorem for partial metric ...some generalized versions of the fixed point theorem of Matthews ... See full document