Some results on nonconvex minimization for quasi-metric spaces

Autores UPV
Año
CONGRESO Some results on nonconvex minimization for quasi-metric spaces

Abstract

We provide a nonconvex minimization theorem in the seting of quasi-metric spaces and, as a consequence, we obtain a quasi-metric version of the Ekeland variational principle. Furthermore, we also give some results of minimization in complete quasi-metric spaces using the notion of mw-distance.