Add to ORKGAbstract: The computation of robust H ∞ performance of linear systems subject to polytopic parametric uncertainty is known to be a difficult problem in robust control. In this paper, quadratic parameter-dependent Lyapunov functions, with polynomial dependence on the uncertain parameters, are exploited to provide upper bounds to the robust H ∞ performance. It is shown that such bounds can be computed via convex optimizations constrained by LMIs. Numerical examples show that the proposed technique is a powerful alternative to existing methods based on linearly parameter-dependent Lyapunov functions. Copyright c©2005 IFA
In this paper robust stability of state space models with respect to real parametric uncertainty is ...
It is known that robust analysis of polytopic systems, i.e. linear system with polytopic state space...
This book presents a number of techniques for robustness analysis of uncertain systems. The theoreti...
The computation of robust H-infinity performance of linear systems subject to polytopic parametric u...
Several methods have been proposed to provide upper bounds to the robust H∞ performance of a linear ...
This paper investigates the problems of checking robust stability and evaluating robust H-2 performa...
The robust stability of uncertain linear systems in polytopic domains is investigated in this paper....
New LMI conditions are given for robust H2 analysis of polytopic systems based on polynomial paramet...
Abstract — This paper investigates the robust stability of continuous-time, time-invariant linear un...
Abstract: In this paper, we address the robust H2 performance analysis problems of linear time-invar...
In this note, robust stability of state-space models with respect to real parametric uncertainty is ...
In this note, robust stability of state–space models with respect to real parametric uncertainty is ...
In this paper robust stability of state space models with respect to real parametric uncertainty is ...
This note investigates the robust stability of uncertain linear time-invariant systems in polytopic ...
In this note, the use of homogeneous polynomial Lyapunov functions (HPLFs) for robust stability anal...
In this paper robust stability of state space models with respect to real parametric uncertainty is ...
It is known that robust analysis of polytopic systems, i.e. linear system with polytopic state space...
This book presents a number of techniques for robustness analysis of uncertain systems. The theoreti...
The computation of robust H-infinity performance of linear systems subject to polytopic parametric u...
Several methods have been proposed to provide upper bounds to the robust H∞ performance of a linear ...
This paper investigates the problems of checking robust stability and evaluating robust H-2 performa...
The robust stability of uncertain linear systems in polytopic domains is investigated in this paper....
New LMI conditions are given for robust H2 analysis of polytopic systems based on polynomial paramet...
Abstract — This paper investigates the robust stability of continuous-time, time-invariant linear un...
Abstract: In this paper, we address the robust H2 performance analysis problems of linear time-invar...
In this note, robust stability of state-space models with respect to real parametric uncertainty is ...
In this note, robust stability of state–space models with respect to real parametric uncertainty is ...
In this paper robust stability of state space models with respect to real parametric uncertainty is ...
This note investigates the robust stability of uncertain linear time-invariant systems in polytopic ...
In this note, the use of homogeneous polynomial Lyapunov functions (HPLFs) for robust stability anal...
In this paper robust stability of state space models with respect to real parametric uncertainty is ...
It is known that robust analysis of polytopic systems, i.e. linear system with polytopic state space...
This book presents a number of techniques for robustness analysis of uncertain systems. The theoreti...