We analyze, based on an interplay between ideas and techniques from logic and geometric analysis, a pursuit-evasion game. ...

We study the equilibrium problem on general Riemannian manifolds. The results on existence of solutions and on the convex ...

This paper studies the constrained multiobjective optimization problem of finding Pareto critical points of vector-valued ...

Various results based on some convexity assumptions (involving the exponential map along with affine maps, geodesics and ...

The goals of the work are twofold. The first one is about the background of mathematics of pursuit and evasion, models ...

In this paper, we use techniques which originate from proof mining to give rates of asymptotic regularity and metastability for a sequence associated to the composition of two firmly nonexpansive mappings.

In the present paper, we consider inexact proximal point algorithms for finding singular points of multivalued vector ...

In this paper we provide a unified treatment of some convex minimization problems, which allows for a better understanding ...

Firmly nonexpansive mappings play an important role in metric fixed point theory and optimization due to their correspondence ...

We introduce a new class of selfmaps T of metric spaces, which generalizes the weakly Zamfirescu maps (and therefore weakly ...

In [13] T. Zamfirescu, Fixed point theorems in metric spaces, Arch. Math. 23 (1972), 292–298. Zamfirescu gave a fixed point ...

The relationship between monotonicity and accretivity on Riemannian manifolds is studied in this paper and both concepts ...

Two iterative algorithms for nonexpansive mappings on Hadamard manifolds, which are extensions of the well-known Halpern's ...

We give a sufficient and necessary condition concerning a Browder’s convergence type theorem for uniformly asymptotically regular one-parameter nonexpansive semigroups in Hilbert spaces.

En esta tesis, se estudia los problemas que aparecen en la conexión entre las teorías de operadores monótonos y aplicaciones ...

We consider the optimization problem (PA) infx∈X{f(x) + g(Ax)} where f and g are proper convex functions defined on locally ...

This paper is concerned with the problem of best weighted simultaneous approximations to totally bounded sequences in ...

We study the connections between the Kadec-Klee property for local convergence in measure H`, the Kadec-Klee property for ...

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 ...

The space lp,q is simply the space lp but renormed by 1 Ixlp,q =(11x+llg + IIx-IIg);, ß E where II'[Ip is the usual lp ...

Convergence of fixed point sets of multivalued nonexpansive mappings is studied under both the Mosco and Hausdorff senses. ...

A useful property of the Brouwer degree relates the degree of a composition of maps to the degree of each map. This property, ...

Some relationships between the Kuratowski's measure of noncompactness, the ball measure of noncompactness and the d-separation ...

In this paper we develop an axiomatic theory for the multivalued degree that preserves the basic properties of the classical ...

El primero de los capítulos recoge únicamente los resultados que hemos tenido que utilizar para el desarrollo del trabajo que se presentas, estos resultados han sido extraídos fundamentalmente del libro de K. Deimling (6).