Add to ORKGHigher-order necessary and sufficient optimality conditions for a nonsmooth minimax problem with infinitely many constraints of inequality type are established under suitable basic assumptions and regularity conditions
AbstractIn this paper we obtain second-order optimality conditions of Karush–Kuhn–Tucker type and Fr...
The paper deals with the minimization problem of a marginal function over a subset C of a space X. U...
summary:In the paper, some sufficient optimality conditions for strict minima of order $m$ in constr...
Higher-order necessary and sufficient optimality conditions for a nonsmooth minimax problem with inf...
Under a suitable assumption necessary optimality conditions are derived for nonsmooth minimax proble...
Peer Reviewedhttp://deepblue.lib.umich.edu/bitstream/2027.42/57788/1/BernsteinHONCSICON1984.pd
A unified approach to higher-order necessary conditions in optimization theory is developed. Initial...
Abstract This paper is devoted to the study of optimality conditions for strict minimizers of higher...
Abstract. Necessary conditions for an abstract optimization problem are derived under weak assump-ti...
The paper concerns first-order necessary optimality conditions for problems of minimizing nonsmooth ...
Abstract. By extending the definition of Dini–Hadamard directional derivatives, higher–order necessa...
The paper concerns first-order necessary optimality conditions for problems of minimizing nonsmooth ...
The paper primarily is concerned with the second-order optimality conditions for minimax problems, w...
Preprint No M 18/97, Technische Universitaet Ilmenau, Institut fuer Mathematik, December, 1997
This paper covers three different kinds of second-order sufficient conditions for identifying a stri...
AbstractIn this paper we obtain second-order optimality conditions of Karush–Kuhn–Tucker type and Fr...
The paper deals with the minimization problem of a marginal function over a subset C of a space X. U...
summary:In the paper, some sufficient optimality conditions for strict minima of order $m$ in constr...
Higher-order necessary and sufficient optimality conditions for a nonsmooth minimax problem with inf...
Under a suitable assumption necessary optimality conditions are derived for nonsmooth minimax proble...
Peer Reviewedhttp://deepblue.lib.umich.edu/bitstream/2027.42/57788/1/BernsteinHONCSICON1984.pd
A unified approach to higher-order necessary conditions in optimization theory is developed. Initial...
Abstract This paper is devoted to the study of optimality conditions for strict minimizers of higher...
Abstract. Necessary conditions for an abstract optimization problem are derived under weak assump-ti...
The paper concerns first-order necessary optimality conditions for problems of minimizing nonsmooth ...
Abstract. By extending the definition of Dini–Hadamard directional derivatives, higher–order necessa...
The paper concerns first-order necessary optimality conditions for problems of minimizing nonsmooth ...
The paper primarily is concerned with the second-order optimality conditions for minimax problems, w...
Preprint No M 18/97, Technische Universitaet Ilmenau, Institut fuer Mathematik, December, 1997
This paper covers three different kinds of second-order sufficient conditions for identifying a stri...
AbstractIn this paper we obtain second-order optimality conditions of Karush–Kuhn–Tucker type and Fr...
The paper deals with the minimization problem of a marginal function over a subset C of a space X. U...
summary:In the paper, some sufficient optimality conditions for strict minima of order $m$ in constr...