This work concerns optimal stopping and impulsive control problems for Markov processes, mainly Feller processes, and the corresponding variational and quasi-variational inequalities. Instantaneous control, control with delayed actions, as well as systems of inequalities are studied. The results include caracterisations of the optimal cost function and the existence and the form of an optimal control.Ce travail porte sur l'arrêt optimal et le contrôle impulsionnel des processus de Markov généraux, principalement fellériens, et les inéquations variationnelles et quasi variationnelles associées. Les cas du contrôle instantané, avec retard , avec retards imbriqués, et les systèmes d 'inéquations sont étudiés. Les résultats concernent la caract...
AbstractThis paper considers both impulsive and adaptive control of discrete time Markov processes. ...
The impulse control of a Markov–Feller process is considered when the impulses are allowed only when...
This thesis deals with the solution of optimal stopping- and more general stochastic control problem...
summary:The paper deals with the optimal inspections and maintenance problem with costly information...
This paper concerns the optimal impulse control of piecewise deterministic Markov processes (PDPs). ...
In this paper, we study the infinite-horizon expected discounted continuous-time optimal control pro...
This paper considers both impulsive and adaptive control of discrete time Markov processes. The firs...
In this paper our objective is to study continuous-time Markov decision processes on a general Borel...
This thesis treats mathematical considerations that arise in relation to certain stochastic optimal ...
We study finite horizon optimal stopping problems for continuous time Feller-Markov pro-cesses. The ...
This paper deals with the general discounted impulse control problem of a piecewisedeterministic Mar...
© 2020, Pleiades Publishing, Ltd. We consider continuous and impulse control of a Markov chain (MC) ...
An impulsive control problem with state constraints is considered. A Pontryagin maximum principle in...
The optimal stopping and impulse control problems for a Markov-Feller process are considered when th...
This thesis deals with the explicit solution of optimal stopping problems with infinite time horizon...
AbstractThis paper considers both impulsive and adaptive control of discrete time Markov processes. ...
The impulse control of a Markov–Feller process is considered when the impulses are allowed only when...
This thesis deals with the solution of optimal stopping- and more general stochastic control problem...
summary:The paper deals with the optimal inspections and maintenance problem with costly information...
This paper concerns the optimal impulse control of piecewise deterministic Markov processes (PDPs). ...
In this paper, we study the infinite-horizon expected discounted continuous-time optimal control pro...
This paper considers both impulsive and adaptive control of discrete time Markov processes. The firs...
In this paper our objective is to study continuous-time Markov decision processes on a general Borel...
This thesis treats mathematical considerations that arise in relation to certain stochastic optimal ...
We study finite horizon optimal stopping problems for continuous time Feller-Markov pro-cesses. The ...
This paper deals with the general discounted impulse control problem of a piecewisedeterministic Mar...
© 2020, Pleiades Publishing, Ltd. We consider continuous and impulse control of a Markov chain (MC) ...
An impulsive control problem with state constraints is considered. A Pontryagin maximum principle in...
The optimal stopping and impulse control problems for a Markov-Feller process are considered when th...
This thesis deals with the explicit solution of optimal stopping problems with infinite time horizon...
AbstractThis paper considers both impulsive and adaptive control of discrete time Markov processes. ...
The impulse control of a Markov–Feller process is considered when the impulses are allowed only when...
This thesis deals with the solution of optimal stopping- and more general stochastic control problem...