[PDF] Top 20 LABORATORIO FISICA INFORME Nº 2 Analisis de Datos

... generalized metric space endowed with partial order while the idea of a generalized metric space introduced by Mustafa and Sims ...(J. Nonlinear Convex ...fixed point for such a mapping in this ... See full document

... a fixed point of N-order was first introduced by Samet and Vetro ...proved some tripled fixed point results (N = 3) in par- tially ordered metric ... See full document

... partial metric context for applications in program ...that, fixed-point results in partial metric spaces have been studied ... See full document

... of ordered g-contraction is introduced, and some fixed and common fixed point theorems for g-nondecreasing ordered g-contraction mapping in partially ordered ... See full document

... and g commute, then f and g commute; since F(X k ) ⊂ g(X), then f (X) ⊂ g(X); g(x   ) F(x   , x   , ...similarly g(x   ) f (x   ); furthermore, the contractivity ... See full document

... of tripled fixed points and common tripled fixed points for some contractions in cone metric spaces, partially ordered met- ric spaces, fuzzy metric ... See full document

... Fixed point theory is one of the famous and traditional theories in mathematics and has a broad set of ...fixed point theorem in all of ...imposing some additional conditions on an ambient ... See full document

... Hilbert spaces and proved the corresponding fixed point ...various fixed point and common fixed point ...recent results of Zhang and Song [9] and Doric [10] are ... See full document

... self-mapping g akin to a compatible mapping as introduced by Choudhary and Kundu (Nonlinear ...self-mapping g. Further, using these definitions we establish tripled coincidence and fixed ... See full document

... found some applications in optimiza- tion theory. Fixed point theory in K-metric and K-normed spaces was developed by Perov et ...an ordered Banach space instead of the set of ... See full document

... present tripled coincidence point theorems for F: X 3 ® X and g: X ® X satisfying weak -contractions in partially ordered metric ...our results and new concepts ... See full document

... Karapinar et al. [22] considered a generalized φ-contraction and improved various results present in the literature of cou- pled fixed point theory in G-metric spaces. Giving the ... See full document

... proximity point represents an optimal approximate solution to the equation T x = x whenever a non-self-mapping T has no fixed ...a fixed point coincides with a best proximity point if ... See full document

... new g-monotone mapping and define the notions of n-fixed point and n-coincidence point and prove some related theorems for nonlinear contractive mappings in partially ... See full document

... significant results of nonlinear analysis, which also became the origin of understanding iterative and dynamical ...processes. Some methods, such as Picard and Newton iterative methods, are based on ... See full document

... Fixed point results in partially ordered metric spaces play a major role in proving the existence and uniqueness of solutions for some differential and integral ... See full document

... “Fixed point theorems for weakly contractive mappings in partially ordered sets,” Nonlinear ...“Fixed point theorems on ordered metric spaces and ... See full document

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

... valued metric space was considered by Rzepecki 1, Lin 2, and lately by Huang and Zhang ...of metric d : X ×X → R 0, ∞ is replaced by a new metric, namely, by an ordered Banach space E: d : X × ... See full document

... Theorem . In addition to the hypothesis of Theorem ., suppose that for all (x, y), (x ∗ , y ∗ ) ∈ (X × X), there exists (u, v) ∈ X × X such that (F(x, y), F(u, v)) is comparable with (F(x, y), F(y, x)) and (F(x ∗ , y ... See full document