Add to ORKGWe introduce semismooth and semiconvex functions and discuss their properties with respect to nonsmo...
The paper is devoted to applications of modern methods of variational· analysis to constrained optim...
Optimality conditions for nonsmooth optimization have become one of the most important topics in the...
We propose in this paper a systematic study which is a variational approach of approximate optimalit...
summary:In the paper necessary optimality conditions are derived for the minimization of a locally L...
This book aims to give an introduction to generalized derivative concepts useful in deriving necessa...
For equality-constrained optimization problems with locally Lipschitzian objective functions, we der...
This paper concerns nonsmooth optimization problems involving operator constraints given by mappings...
AbstractThe Kuhn–Tucker type necessary optimality conditions are given for the problem of minimizing...
In this paper we study optimality conditions for optimization problems described by a special class ...
The results of the thesis are concerned with optimality conditions in vector optimization and the un...
The paper is devoted to an analysis of optimality conditions for nonsmooth multidimensional problems...
summary:In the paper, some sufficient optimality conditions for strict minima of order $m$ in constr...
Robust Lipschitzian properties of set-valued mappings and marginal functions play a crucial role in ...
AbstractThis bibliography lists about four hundred references to published papers, theses, and books...
We introduce semismooth and semiconvex functions and discuss their properties with respect to nonsmo...
The paper is devoted to applications of modern methods of variational· analysis to constrained optim...
Optimality conditions for nonsmooth optimization have become one of the most important topics in the...
We propose in this paper a systematic study which is a variational approach of approximate optimalit...
summary:In the paper necessary optimality conditions are derived for the minimization of a locally L...
This book aims to give an introduction to generalized derivative concepts useful in deriving necessa...
For equality-constrained optimization problems with locally Lipschitzian objective functions, we der...
This paper concerns nonsmooth optimization problems involving operator constraints given by mappings...
AbstractThe Kuhn–Tucker type necessary optimality conditions are given for the problem of minimizing...
In this paper we study optimality conditions for optimization problems described by a special class ...
The results of the thesis are concerned with optimality conditions in vector optimization and the un...
The paper is devoted to an analysis of optimality conditions for nonsmooth multidimensional problems...
summary:In the paper, some sufficient optimality conditions for strict minima of order $m$ in constr...
Robust Lipschitzian properties of set-valued mappings and marginal functions play a crucial role in ...
AbstractThis bibliography lists about four hundred references to published papers, theses, and books...
We introduce semismooth and semiconvex functions and discuss their properties with respect to nonsmo...
The paper is devoted to applications of modern methods of variational· analysis to constrained optim...
Optimality conditions for nonsmooth optimization have become one of the most important topics in the...