Convex extensions of convex functions by sequential processes

Autores: Luc Barbet
Localización: VII Jornadas Zaragoza-Pau de Matemática Aplicada y estadística: Jaca (Huesca). 17-18 de septiembre de 2001 / coord. por Monique Madaune-Tort , 2003, ISBN 84-96214-04-4, págs. 105-112
Idioma: inglés
Enlaces
- Texto completo (pdf)
Resumen
- The aim of this paper is to extend a real-valued convex function f into a realvalued convex function bf, defined on a convex subset of the closure of the domain of f. When f is sequentially lower semi-continuous we study whether bf is sequentially lower semi-continuous. The extended function bf is constructed by a sequential process.