Analysis of a New Sequential Optimality Condition Applied to Mathematical Programs with Equilibrium Constraints

Volume: 185, Issue: 2, Pages: 433 - 447
Published: Mar 30, 2020
Abstract
In this study, a novel sequential optimality condition for general continuous optimization problems is established. In the context of mathematical programs with equilibrium constraints, the condition is proved to ensure Clarke stationarity. Originally devised for constrained nonsmooth optimization, the proposed sequential optimality condition addresses the domain of the constraints instead of their images, capturing indistinctly the features of...
Paper Details
Title
Analysis of a New Sequential Optimality Condition Applied to Mathematical Programs with Equilibrium Constraints
Published Date
Mar 30, 2020
Volume
185
Issue
2
Pages
433 - 447
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