Add to ORKGThe mathematical technique of dynamic programming may be used to determine the control function which will optimize the performance of a system with respect to some given performance criterion. To illustrate this, the optimal control function for a second order system was calculated, subject to constraints on the state variable es as well as the control function. [...
Optimal control theory has been used to obtain solutions to a variety of a...
In optimal control problems of switched systems, in general, one needs to nd both optimal continuous...
To study optimal control and disturbance attenuation problems, two prominent-and somewhat alternativ...
Abstract: "Optimal control system design traditionally involves the adjustment of state and input va...
This entry illustrates the application of Bellman’s dynamic programming principle within the context...
Control problems in dynamic systems require an optimal selection of input trajectories and system pa...
Control problems in dynamic systems require optimal selection of input trajectories and the system p...
Dynamic programming is a mathematical technique which provides a systematic procedure for determinin...
This report presents the optimal control approach to dynamic optimization. The presentation begins w...
Optimal Control Theory deals with optimization problems involving a controlled dynamical system. A c...
Abstract—The idea of dynamic programming is general and very simple, but the “curse of dimensionalit...
Abstract|Two optimal control problems in the class of inertial controls (continuous controls of boun...
The idea of dynamic programming is general and very simple, but the "curse of dimensionality" is oft...
AbstractDiscrete models and continuous control systems are considered in regard to optimality of the...
There exist various methods for designing dynamical systems and dynamical games in order to ensure c...
Optimal control theory has been used to obtain solutions to a variety of a...
In optimal control problems of switched systems, in general, one needs to nd both optimal continuous...
To study optimal control and disturbance attenuation problems, two prominent-and somewhat alternativ...
Abstract: "Optimal control system design traditionally involves the adjustment of state and input va...
This entry illustrates the application of Bellman’s dynamic programming principle within the context...
Control problems in dynamic systems require an optimal selection of input trajectories and system pa...
Control problems in dynamic systems require optimal selection of input trajectories and the system p...
Dynamic programming is a mathematical technique which provides a systematic procedure for determinin...
This report presents the optimal control approach to dynamic optimization. The presentation begins w...
Optimal Control Theory deals with optimization problems involving a controlled dynamical system. A c...
Abstract—The idea of dynamic programming is general and very simple, but the “curse of dimensionalit...
Abstract|Two optimal control problems in the class of inertial controls (continuous controls of boun...
The idea of dynamic programming is general and very simple, but the "curse of dimensionality" is oft...
AbstractDiscrete models and continuous control systems are considered in regard to optimality of the...
There exist various methods for designing dynamical systems and dynamical games in order to ensure c...
Optimal control theory has been used to obtain solutions to a variety of a...
In optimal control problems of switched systems, in general, one needs to nd both optimal continuous...
To study optimal control and disturbance attenuation problems, two prominent-and somewhat alternativ...