Add to ORKGThis paper studies multiobjective optimal control problems in the continuous-time framework when the space of states and the space of controls are infinite-dimensional and with lighter smoothness assumptions than the usual ones. The paper generalizes to the multiobjective case existing results for single-objective optimal control problems in that framework. The dynamics are governed by differential equations and a finite number of terminal equality and inequality constraints are present. Necessary conditions of Pareto optimality are provided namely Pontryagin maximum principles in the strong form. Sufficient conditions are also provided
Abstract. Fritz John and Kuhn-Tucker type necessary optimality con-ditions for a Pareto optimal (eff...
ABSTRACT. In this note we establish the existence of Pareto optimal solutions for nonlinear, infinit...
In this paper, by considering vector-valued maximum type functions satisfying Lipschitz condition, a...
This paper studies multiobjective optimal control problems in the continuous-time framework when the...
This paper studies multiobjective optimal control problems in the continuous-time framework when the...
Multiobjective control problems have been the object of much attention in the past few years, since ...
AbstractThe problem of time-optimal control with nonconvex control counterdomain in an infinite-dime...
The chapter introduces an approach to solve optimal control problems with multiple conflicting objec...
This paper studies discrete-time multiobjective Markov control processes (MCPs) on Borel spaces and ...
In this paper a necessary condition is given for a real-valued function f to attain a maximum at a p...
Abstract — This paper deals with the optimal control of continuous-time linear systems with state-sp...
International audienceThe aim of this paper is the extension to setting of the infinite-dimensional ...
Multiobjective optimization plays an increasingly important role in modern applications, where sever...
This thesis contains original contributions to the optimal control theory in the discrete-time frame...
Abstract. Fritz John and Kuhn-Tucker type necessary optimality con-ditions for a Pareto optimal (eff...
ABSTRACT. In this note we establish the existence of Pareto optimal solutions for nonlinear, infinit...
In this paper, by considering vector-valued maximum type functions satisfying Lipschitz condition, a...
This paper studies multiobjective optimal control problems in the continuous-time framework when the...
This paper studies multiobjective optimal control problems in the continuous-time framework when the...
Multiobjective control problems have been the object of much attention in the past few years, since ...
AbstractThe problem of time-optimal control with nonconvex control counterdomain in an infinite-dime...
The chapter introduces an approach to solve optimal control problems with multiple conflicting objec...
This paper studies discrete-time multiobjective Markov control processes (MCPs) on Borel spaces and ...
In this paper a necessary condition is given for a real-valued function f to attain a maximum at a p...
Abstract — This paper deals with the optimal control of continuous-time linear systems with state-sp...
International audienceThe aim of this paper is the extension to setting of the infinite-dimensional ...
Multiobjective optimization plays an increasingly important role in modern applications, where sever...
This thesis contains original contributions to the optimal control theory in the discrete-time frame...
Abstract. Fritz John and Kuhn-Tucker type necessary optimality con-ditions for a Pareto optimal (eff...
ABSTRACT. In this note we establish the existence of Pareto optimal solutions for nonlinear, infinit...
In this paper, by considering vector-valued maximum type functions satisfying Lipschitz condition, a...