Revisited convexity notions for $L^\infty$ variational problems
Analysis of PDEs
2023-09-20 v1 Optimization and Control
Abstract
We address a deep study of the convexity notions that arise in the study of weak* lower semicontinuity of supremal functionals as well as those raised by the power-law approximation of such functionals. Our quest is motivated by the knowledge we have on the analogous integral functionals and aims at establishing a solid groundwork to ease any research in the context.
Cite
@article{arxiv.2309.10190,
title = {Revisited convexity notions for $L^\infty$ variational problems},
author = {Ana Margarida Ribeiro and Elvira Zappale},
journal= {arXiv preprint arXiv:2309.10190},
year = {2023}
}