Sensitivity analysis of parametrized programs under cone constraints
暂无分享,去创建一个
In this paper local behavior of optimal solutions of parametrized optimization problems is investigated with cone constraints in Banach spaces. Under second-order sufficient optimality conditions Lipschitzian stability of the corresponding $\varepsilon $-optimal solutions is established. Also shown is how the considered parametric program can be approximated by using second-order expansions of the involved functions.