International audienceThis paper tackles the problem of the characterization of robust pole-clustering for descriptor systems using linear matrix inequalities (LMI). It states a necessary and sufficient condition for a descriptor system to be impulse free and to have its finite poles in a specified convex region of the complex plane. A sufficient condition to guarantee this result in the presence of norm-bounded uncertainties is established. The results are expressed in terms of strict LMIs, thus they are numerically tractable with LMI optimization tools. Numerical examples are given
Techniques for stabilization of linear descriptor systems by state-derivative feedback are proposed....
By using a generalized Sylvester equation based parametrization, three minimum norm robust pole assi...
summary:The paper deals with the problem of obtaining a robust PI-D controller design procedure for ...
This paper discusses analysis and synthesis techniques for robust pole placement in LMI regions, a c...
International audienceThis paper considers robust stability analysis for a matrix affected by unstru...
International audienceThis paper addresses the problem of robust matrix root-clustering. The conside...
This paper deals with the problems of robust stability and stabilization for uncertain con-tinuous d...
This study investigates the robust stability of discrete-time descriptor polytopic systems. Necessar...
This paper deals with the problems of robust stability and stabilization for uncertain continuous de...
A new sufficient condition is proposed for robust root clustering in an arbitrary subregion of the c...
International audienceThe problem of robust matrix root-clustering against additive structured uncer...
This paper investigates the problem of robustness analysis for descriptor systems with parameter unc...
International audienceThe research for robustness bounds for systems whose behaviour is described by...
In this paper a new methodology to solve the pole clustering problem for parametric uncertain system...
International audienceThe problem of robust matrix root-clustering against additive structured uncer...
Techniques for stabilization of linear descriptor systems by state-derivative feedback are proposed....
By using a generalized Sylvester equation based parametrization, three minimum norm robust pole assi...
summary:The paper deals with the problem of obtaining a robust PI-D controller design procedure for ...
This paper discusses analysis and synthesis techniques for robust pole placement in LMI regions, a c...
International audienceThis paper considers robust stability analysis for a matrix affected by unstru...
International audienceThis paper addresses the problem of robust matrix root-clustering. The conside...
This paper deals with the problems of robust stability and stabilization for uncertain con-tinuous d...
This study investigates the robust stability of discrete-time descriptor polytopic systems. Necessar...
This paper deals with the problems of robust stability and stabilization for uncertain continuous de...
A new sufficient condition is proposed for robust root clustering in an arbitrary subregion of the c...
International audienceThe problem of robust matrix root-clustering against additive structured uncer...
This paper investigates the problem of robustness analysis for descriptor systems with parameter unc...
International audienceThe research for robustness bounds for systems whose behaviour is described by...
In this paper a new methodology to solve the pole clustering problem for parametric uncertain system...
International audienceThe problem of robust matrix root-clustering against additive structured uncer...
Techniques for stabilization of linear descriptor systems by state-derivative feedback are proposed....
By using a generalized Sylvester equation based parametrization, three minimum norm robust pole assi...
summary:The paper deals with the problem of obtaining a robust PI-D controller design procedure for ...