Projet META2Elementary state-space concepts are used to derive a transparent solution to the stationary H control problem. The main contribution of this solution is a novel representation of suboptimal controllers in terms of a pair of parametric Riccati equations with a coupling constraint. Unlike the classical parametrization in terms of linear fractional transformation, this state-space representation has a homogeneous Riccati formulation which should help to make the most out of the suboptimal controller diversity. Potential applications include the design of reduced-order controllers and more generally the selection of suboptimal controllers to meet or optimize additional constraints
This article presents the central finite-dimensional H ∞ regulator for nonlinear polynomial systems,...
This paper discusses a new iterative method for designing an H? low-order controller. The method is ...
This article presents the central finite-dimensional H∞ regulator for nonlinear polynomial systems, ...
Projet META2A new parametrization is proposed for suboptimal H controllers of order no larger than t...
Projet META2The most general H control problem is solved by elementary state-space manipulations. He...
Simple state-space formulas are derived for all controllers solving the following standard H∞ proble...
Projet META2In the state-space approach to H optimal control, feasibility of some closed-loop attenu...
Necessary and sufficient conditions for existence of a solution to the suboptimal H problem for inpu...
Projet META2The state-space formulas for the usual H central controller become singular when approac...
In this paper we consider the problem of minimizing the H_2 norm of a closed-loop map over all stati...
Simple state-space formulas are presented for a controller solving a standard H_∞-problem. The contr...
Programme 5 : traitement du signal, automatique et productiqueSIGLEAvailable at INIST (FR), Document...
In this paper, a new nonlinear control synthesis technique (θ - D approximation) is presented. This ...
An H 2 suboptimal control problem is defined and analyzed. Then an algorithm called `H 2 suboptimal ...
The standard state space solutions to the H∞ control problem for linear time invariant systems are g...
This article presents the central finite-dimensional H ∞ regulator for nonlinear polynomial systems,...
This paper discusses a new iterative method for designing an H? low-order controller. The method is ...
This article presents the central finite-dimensional H∞ regulator for nonlinear polynomial systems, ...
Projet META2A new parametrization is proposed for suboptimal H controllers of order no larger than t...
Projet META2The most general H control problem is solved by elementary state-space manipulations. He...
Simple state-space formulas are derived for all controllers solving the following standard H∞ proble...
Projet META2In the state-space approach to H optimal control, feasibility of some closed-loop attenu...
Necessary and sufficient conditions for existence of a solution to the suboptimal H problem for inpu...
Projet META2The state-space formulas for the usual H central controller become singular when approac...
In this paper we consider the problem of minimizing the H_2 norm of a closed-loop map over all stati...
Simple state-space formulas are presented for a controller solving a standard H_∞-problem. The contr...
Programme 5 : traitement du signal, automatique et productiqueSIGLEAvailable at INIST (FR), Document...
In this paper, a new nonlinear control synthesis technique (θ - D approximation) is presented. This ...
An H 2 suboptimal control problem is defined and analyzed. Then an algorithm called `H 2 suboptimal ...
The standard state space solutions to the H∞ control problem for linear time invariant systems are g...
This article presents the central finite-dimensional H ∞ regulator for nonlinear polynomial systems,...
This paper discusses a new iterative method for designing an H? low-order controller. The method is ...
This article presents the central finite-dimensional H∞ regulator for nonlinear polynomial systems, ...