sadcoInternational audienceWe investigate an optimal control of a system with a specific form of hysteresis. The hysteresis operator considered in the article is a Play operator which generalizes the usual Play operator defined through a one dimensional domain set. The main novelty of this paper lies in the study of the Play operator with a set of feasible states which is multidimensional and possibly nonconvex. The key ingredient of our approach is the interpretation of the hysteresis control systems through a reflected control system. We provide a characterization of the value in terms of the unique solution to a Hamilton-Jacobi-Bellman variational inequality
We investigate general control problems governed by ordinary differential systems involving hysteres...
A hybrid model is proposed for characterization of the hysteresis nonlinearity of the well-known pla...
The paper concerns the study and applications of a new class of optimal control problems governed by...
sadcoInternational audienceWe investigate an optimal control of a system with a specific form of hys...
This paper is concerned with the optimal control of hysteresis-reaction-diffusion systems. We study ...
Optimal control of ODE systems with hysteresis nonlinearities. - In: Trends in mathematical optimiza...
We consider the optimal control of solutions of first order Hamilton-Jacobi equations, where the Ham...
We study a finite horizon problem for a system whose evolution is governed by a controlled ordinary ...
The ball and plate system exhibits strong nonlinearities and multi-variable dynamics and its stabili...
Hysteresis is a non-linear phenomenon present in many physical systems that is usually undesirable a...
We study a class of optimal stochastic control problems arising from the control of movements. Exact...
The paper deals with deterministic optimal control problems with state constraints and non-linear dy...
This paper presents new results for partially observed nonlinear differential games, which are appli...
Abstract — This work presents a novel method for synthesiz-ing optimal Control Lyapunov functions fo...
The notion of switching system generalizes the idea of a `differential equation': a switching s...
We investigate general control problems governed by ordinary differential systems involving hysteres...
A hybrid model is proposed for characterization of the hysteresis nonlinearity of the well-known pla...
The paper concerns the study and applications of a new class of optimal control problems governed by...
sadcoInternational audienceWe investigate an optimal control of a system with a specific form of hys...
This paper is concerned with the optimal control of hysteresis-reaction-diffusion systems. We study ...
Optimal control of ODE systems with hysteresis nonlinearities. - In: Trends in mathematical optimiza...
We consider the optimal control of solutions of first order Hamilton-Jacobi equations, where the Ham...
We study a finite horizon problem for a system whose evolution is governed by a controlled ordinary ...
The ball and plate system exhibits strong nonlinearities and multi-variable dynamics and its stabili...
Hysteresis is a non-linear phenomenon present in many physical systems that is usually undesirable a...
We study a class of optimal stochastic control problems arising from the control of movements. Exact...
The paper deals with deterministic optimal control problems with state constraints and non-linear dy...
This paper presents new results for partially observed nonlinear differential games, which are appli...
Abstract — This work presents a novel method for synthesiz-ing optimal Control Lyapunov functions fo...
The notion of switching system generalizes the idea of a `differential equation': a switching s...
We investigate general control problems governed by ordinary differential systems involving hysteres...
A hybrid model is proposed for characterization of the hysteresis nonlinearity of the well-known pla...
The paper concerns the study and applications of a new class of optimal control problems governed by...