Lipschitz behavior of solutions to nonconvex semi‐infinite vector optimization problems

Lipschitz behavior of solutions to nonconvex semi‐infinite vector optimization problems

0.00 Avg rating0 Votes
Article ID: iaor20134046
Volume: 56
Issue: 2
Start Page Number: 431
End Page Number: 448
Publication Date: Jun 2013
Journal: Journal of Global Optimization
Authors: ,
Keywords: perturbation analysis, Programming (semi-infinite), vector optimization
Abstract:

This paper is devoted to developing new applications from the limiting subdifferential in nonsmooth optimization and variational analysis to the study of the Lipschitz behavior of the Pareto solution maps in parametric nonconvex semi‐infinite vector optimization problems (SIVO for brevity). We establish sufficient conditions for the Aubin Lipschitz‐like property of the Pareto solution maps of SIVO under perturbations of both the objective function and constraints.

Reviews

Required fields are marked *. Your email address will not be published.