3 papers
math.FA2025
The ball fixed point property in spaces of continuous functions
Antonio Avilés, María Japón, Christopher Lennard +2
A Banach space has the ball fixed point property (BFPP) if for every closed ball and for every nonexpansive mapping , there is a fixed point. We study the B…
math.FA2023
Orbital Lipschitzian mappings and semigroup actions on metric spaces
Rafael Espínola, Maria Japón, Daniel Souza
In this paper we study some results on common fixed points of families of mappings on metric spaces by imposing orbit Lipschitzian conditions on them. These orbit Lipschitzian cond…
math.FA2020
Fixed Point Properties and reflexivity in Variable Lebesgue Spaces
T. Domínguez-Benavides, M. Japón
In this paper the weak fixed point property (-FPP) and the fixed point property (FPP) in Variable Lebesgue Spaces are studied. Given a -finite measure and $p(\cdot)…