On quantitative stability for C-1,C-1 programs

This paper concerns the quantitative stability behavior of optimal solutions to a C-1,C-1 program depending on a parameter vector. For example, given a strict local minimizer of order 2 which satisfies the strict Mangasarian-Fromovitz constraint qualification, we show that the local solution set mapping is upper Lipschitzian. Explicit second-order sufficient optimality conditions are not required.