En este trabajo se hace un breve recorrido por la Teoría Métrica del Punto Fijo para aplicaciones no expansivas, con el ...

The main purpose of this work is to present recent results obtained on the existence of Fxed points for nonexpansive ...

En la memoria expuesta a continuación, queremos hacer una revisión de las funciones de variación acotada en distintos ...

El objetivo de este trabajo es el estudio de los espacios de Banach desde una perspectiva más geométrica. Con este fin, ...

En la memoria expuesta a continuaci´on, queremos hacer un estudio exhaustivo de la Teor´ıa de la Medida para concluir con ...

We consider vector valued mappings de ned on metric measure spaces with a measurable differ-entiable structure and study ...

The purpose of this work is two-fold. On the one side, we focus on the space of real convergent sequences c where we study ...

La intención de este trabajo es realizar una introducción a la teoría de los sistemas dinámicos, llegando a abarcar fenómenos ...

In this work we study continuity properties of convex combinations in Busemann convex geodesic spaces and apply them to obtain two extension results for continuous and Lipschitz mappings with values in a Busemann convex space.

In this work we present some theorems about fixed points, with an specific goal: Fixed points of contractive and non ...

In this paper we deal with stationary points (also known as endpoints) of nonexpansive set-valued mappings and show that ...

This paper deals with the study of parameter dependence of extensions of Lipschitz mappings from the point of view of ...

Diversities have been recently introduced as a generalization of metrics for which a rich tight span theory could be stated. ...

In this work we study the fixed point property for nonexpansive self-mappings defined on convex and closed subsets of a ...

Let A and X be nonempty, bounded and closed subsets of a geodesic metric space (E, d). The minimization (resp. maximization) ...

In this survey we present an exposition of the development during the last decade of metric fixed point theory on hyperconvex ...

We study the existence of fixed points in the context of uniformly convex geodesic metric spaces, hyperconvex spaces and ...

We prove that geodesic Ptolemy spaces with a continuous midpoint map are strictly convex. Moreover, we show that geodesic ...

El primer capítulo de este trabajo es de carácter preliminar y en él se reúnen fundamentalmente los conceptos más elementales ...

In this paper we study the existence and uniqueness of best proximity points of cyclic contractions as well as the convergence ...

We discuss the existence of common fixed points in uniformly convex metric spaces for singlevalued pointwise asymptotically ...

We study the existence of fixed points and convergence of iterates for asymptotic pointwise contractions in uniformly ...

In this paper we show that some of the recent results on ¯xed point for CAT(0) spaces still hold true for CAT(1) spaces, ...

In this work we prove a new strong convergence result of the regularized successive approximation method given by yn+1 = ...

In this work we present new results on nonexpansive retractions and best proximity pairs in hyperconvex metric spaces. We ...

The paper is concerned with the notion of the Lifschitz modulus and its relationship with both relative Chebyshev radii and Hausdorff measures of noncompactness.

The paper deals with the general theme of what is known about the existence of fixed points and approximate fixed points ...

The notion of hyperconvexity is due to Aronszajn and Panitchpakdi (1956) who proved that a hyperconvex space is a nonexpansive ...

W. A. Kirk has recently proved a constructive fixed point theorem for continuous mappings in compact hyperconvex metric ...

El objetivo inicial de esta Memoria fue la búsqueda de teoremas de existencia de puntos fijos para aplicaciones condensantes ...