Using the nonlinear analog of the Fake Riccati equation developed for linear systems, we derive an inverse optimality result for several receding-horizon control schemes. This inverse optimality result unifies stability proofs and shows that receding-horizon control possesses the stability margins of optimal control laws. © 1997 Elsevier Science B.V
The receding horizon control strategy for dynamical systems posed in infinite dimensional spaces is ...
The Receding Horizon Control (RHC) strategy consists in replacing an infinite-horizon stabilization ...
The receding horizon control strategy for dynamical systems posed in infinite dimensional spaces is ...
Using the nonlinear analog of the Fake Riccati equation developed for linear systems, we derive an i...
The receding-horizon (RH) methodology is extended to the design of a robust controller of H∞ type fo...
Almost all proposed approaches to nonlinear receding horizon control with guaranteed stability are b...
The receding–horizon (RH) methodology is extended to the design of a robust controller of H8 type fo...
This paper deals with the stabilization problem of nonlinear control systems. A variant of the reced...
This paper focus on the stability of receding horizon control of general nonlinear systems. We emplo...
In this paper, periodic receding-horizon control of periodic and time-invariant systems is considere...
On conditions under which receding horizon control delivers approximately optimal solution
It is well known that unconstrained infinite-horizon optimal control may be used to construct a stab...
This paper addresses the issue of region of attraction of stabilizing receding horizon control stra...
We study the stability and region of attraction properties of a family of unconstrained receding ho...
This paper characterises the geometric structure of receding horizon control (RHC) of linear, discre...
The receding horizon control strategy for dynamical systems posed in infinite dimensional spaces is ...
The Receding Horizon Control (RHC) strategy consists in replacing an infinite-horizon stabilization ...
The receding horizon control strategy for dynamical systems posed in infinite dimensional spaces is ...
Using the nonlinear analog of the Fake Riccati equation developed for linear systems, we derive an i...
The receding-horizon (RH) methodology is extended to the design of a robust controller of H∞ type fo...
Almost all proposed approaches to nonlinear receding horizon control with guaranteed stability are b...
The receding–horizon (RH) methodology is extended to the design of a robust controller of H8 type fo...
This paper deals with the stabilization problem of nonlinear control systems. A variant of the reced...
This paper focus on the stability of receding horizon control of general nonlinear systems. We emplo...
In this paper, periodic receding-horizon control of periodic and time-invariant systems is considere...
On conditions under which receding horizon control delivers approximately optimal solution
It is well known that unconstrained infinite-horizon optimal control may be used to construct a stab...
This paper addresses the issue of region of attraction of stabilizing receding horizon control stra...
We study the stability and region of attraction properties of a family of unconstrained receding ho...
This paper characterises the geometric structure of receding horizon control (RHC) of linear, discre...
The receding horizon control strategy for dynamical systems posed in infinite dimensional spaces is ...
The Receding Horizon Control (RHC) strategy consists in replacing an infinite-horizon stabilization ...
The receding horizon control strategy for dynamical systems posed in infinite dimensional spaces is ...