Aug 10, 2016 · This paper develops a duality-based approach to solving bilevel programs where the lower level problem is convex. Our approach is to use partial ...
Sep 25, 2017 · Abstract— Bilevel programs are optimization problems where some variables are solutions to optimization problems them-.
Sep 11, 2024 · We study questions of existence of solutions, relationship between local solutions of the bilevel program and its reformulation, constraint ...
For this purpose, LDF [13] is a mechanism that can be used for exchanging genes between chromosomes by locating the replacement chromosome at the greatest ...
Single-level reformulation using strong duality. An optimistic bilevel program with a convex and regular lower-level can be transformed into a single-level ...
both the upper-level and lower-level programs are differentiable and convex. Therefore, this approach is usually hard to apply in solving bilevel programs.
In this article we develop certain necessary optimality condition for bilevel programming problems with convex lower-level problem.
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Duality approach to bilevel programs with a convex lower level. 2018. Annual American Control Conference (ACC), pages. 1388–1395. Pedregosa, F. (2016) ...
In this article transformation approaches using different dual problems for the lower level optimization problem are investigated. The resulting noncon- vex ...
Jul 30, 2024 · A duality-based solution method is defined when the lower level is convex, leveraging the methodology from the robust and bilevel literature.