We consider nonsmooth constrained optimization problems with semicontinuous and continuous data in Banach space and derive necessary conditions without constraint qualification in terms of smooth subderivatives and normal cones. These results, in different versions, are set in reflexive and smooth Banach spaces
We consider noncoercive functionals on a reflexive Banach space and establish minimization theorems ...
The conventional Lagrangian approach to solving constrained optimization problems leads to optimalit...
In this paper, we consider a vector optimization problem where all functions involved are defined on...
This paper concerns nonsmooth optimization problems involving operator constraints given by mappings...
We consider a semi-infinite optimization problem in Banach spaces, where both the objective function...
The goal of this book is to present the main ideas and techniques in the field of continuous smooth ...
A semistationarity condition for a nondifferentiable extremum problem with equality constraints is c...
AbstractThe conventional Lagrangian approach to solving constrained optimization problems leads to o...
In this paper we study optimality conditions for optimization problems described by a special class ...
AbstractWe discuss sufficient conditions of optimality for nonsmooth continuous-time nonlinear optim...
We discuss sufficient conditions of optimality for nonsmooth continuous-time nonlinear optimization ...
Abstract. In this paper we study optimization problems with equality and inequality constraints on a...
The paper is devoted to an analysis of optimality conditions for nonsmooth multidimensional problems...
For equality-constrained optimization problems with locally Lipschitzian objective functions, we der...
Our starting point relies on the observation that, for a nondifferentiable function, the classical d...
We consider noncoercive functionals on a reflexive Banach space and establish minimization theorems ...
The conventional Lagrangian approach to solving constrained optimization problems leads to optimalit...
In this paper, we consider a vector optimization problem where all functions involved are defined on...
This paper concerns nonsmooth optimization problems involving operator constraints given by mappings...
We consider a semi-infinite optimization problem in Banach spaces, where both the objective function...
The goal of this book is to present the main ideas and techniques in the field of continuous smooth ...
A semistationarity condition for a nondifferentiable extremum problem with equality constraints is c...
AbstractThe conventional Lagrangian approach to solving constrained optimization problems leads to o...
In this paper we study optimality conditions for optimization problems described by a special class ...
AbstractWe discuss sufficient conditions of optimality for nonsmooth continuous-time nonlinear optim...
We discuss sufficient conditions of optimality for nonsmooth continuous-time nonlinear optimization ...
Abstract. In this paper we study optimization problems with equality and inequality constraints on a...
The paper is devoted to an analysis of optimality conditions for nonsmooth multidimensional problems...
For equality-constrained optimization problems with locally Lipschitzian objective functions, we der...
Our starting point relies on the observation that, for a nondifferentiable function, the classical d...
We consider noncoercive functionals on a reflexive Banach space and establish minimization theorems ...
The conventional Lagrangian approach to solving constrained optimization problems leads to optimalit...
In this paper, we consider a vector optimization problem where all functions involved are defined on...