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 Fréchet differentiable with locally Lipschitz derivatives. We make use of the Mangasarian Fromovitz regularity conditions and of the second-order Abadie regularity conditions.by Anulekha Dhara and Aparna Mehr
This article concerns second-order necessary conditions for an abnormal local minimizer of a nonline...
In recent years second-order sufficient conditions of an isolated local minimizer for convex composi...
Nondegenerate second-order necessary conditions of optimality for general nonlinear optimization pro...
In this article, we derive second-order necessary conditions of optimality for an abstract optimizat...
A second order optimality condition for multiobjective optimization with a set constraint is develop...
A second order optimality condition for multiobjective optimization with a set constraint is develo...
Abstract. In this paper we discuss second order optimality conditions in optimization problems subje...
AbstractCertain stability concepts for local minimizers of nonlinear programs require, on the one ha...
Nonlinear programming problems are studied. Necessary second order optimality conditions are proved ...
To study the su ciency of an optimization problem, one either imposes some convexity assumptions or...
Higher-order necessary and sufficient optimality conditions for a nonsmooth minimax problem with inf...
AbstractIn this paper we obtain second-order optimality conditions of Karush–Kuhn–Tucker type and Fr...
AbstractIn this paper, we establish second order optimality conditions for the problem of minimizing...
AbstractWe state a certain second-order sufficient optimality condition for functions defined in inf...
For equality-constrained optimization problems with locally Lipschitzian objective functions, we der...
This article concerns second-order necessary conditions for an abnormal local minimizer of a nonline...
In recent years second-order sufficient conditions of an isolated local minimizer for convex composi...
Nondegenerate second-order necessary conditions of optimality for general nonlinear optimization pro...
In this article, we derive second-order necessary conditions of optimality for an abstract optimizat...
A second order optimality condition for multiobjective optimization with a set constraint is develop...
A second order optimality condition for multiobjective optimization with a set constraint is develo...
Abstract. In this paper we discuss second order optimality conditions in optimization problems subje...
AbstractCertain stability concepts for local minimizers of nonlinear programs require, on the one ha...
Nonlinear programming problems are studied. Necessary second order optimality conditions are proved ...
To study the su ciency of an optimization problem, one either imposes some convexity assumptions or...
Higher-order necessary and sufficient optimality conditions for a nonsmooth minimax problem with inf...
AbstractIn this paper we obtain second-order optimality conditions of Karush–Kuhn–Tucker type and Fr...
AbstractIn this paper, we establish second order optimality conditions for the problem of minimizing...
AbstractWe state a certain second-order sufficient optimality condition for functions defined in inf...
For equality-constrained optimization problems with locally Lipschitzian objective functions, we der...
This article concerns second-order necessary conditions for an abnormal local minimizer of a nonline...
In recent years second-order sufficient conditions of an isolated local minimizer for convex composi...
Nondegenerate second-order necessary conditions of optimality for general nonlinear optimization pro...