Second-order optimality conditions for nondominated solutions of multiobjective programming with C 1,1 data
Liping Liu, Pekka Neittaanmäki, Michal Křı́žek · Applications of Mathematics · 2000
We examine new second-order necessary conditions and sufficient conditions which characterize nondominated solutions of a generalized constrained multiobjective programming problem. The vector-valued criterion function as well as constraint functions are supposed to be from the class C 1,1 . Second-order optimality conditions for local Pareto solutions are derived as a special case.