On the upper Lipschitz property of the KKT mapping for nonlinear semidefinite optimization Published: 2015/07/09 Liwei ZhangYule ZhangCategories Semi-definite Programming Tags kkt mapping, second order optimality conditions, semidefinite programming, the strict robinson constraint qualification, upper lipschitz continuity Short URL: https://optimization-online.org/?p=13506 In this note, we prove that the KKT mapping for nonlinear semidefinite optimization problem is upper Lipschitz continuous at the KKT point, under the second-order sufficient optimality conditions and the strict Robinson constraint qualification. ArticleDownload View PDF