Second-Order Optimality Conditions in Minimax Optimization Problems
The paper primarily is concerned with the second-order optimality conditions for minimax problems, where the constraints are described by a set inclusion and a finite number of equalities, and where all the functions involved are Frchet differentiable with locally Lipschitz derivatives. We make use of the Mangasarian Fromovitz regularity conditions and of the second-order Abadie regularity conditions.
second-order optimality conditions minimax problem regularity conditions c(1 1) function