AbstractAnalytic expressions are derived for the complex and real stability radii of non-monic polynomial matrices with respect to an arbitrary stability region of the complex plane. Numerical issues for computing these radii for different perturbation structures are also considered with application to robust stability of Hurwitz and Schur polynomial matrices
The generalized stability of families of real matrices and polynomials is considered. (Generalized s...
A necessary and sufficient condition for robust D-stability of polynomial matrices is presented. Foc...
. We describe a fast algorithm to compute the real structured stability radius with respect to the o...
Analytic expressions are derived for the complex and real stability radii of non-monic polynomial ma...
AbstractAnalytic expressions are derived for the complex and real stability radii of non-monic polyn...
In this paper we consider robustness measures (stability radii) for system matrices which are subjec...
Stability analysis is the major qualitative property of a dynamic system. In this thesis, we investi...
We consider real polynomials whose coefficients depend polynomially on the elements of an uncertain ...
All in-text references underlined in blue are linked to publications on ResearchGate, letting you ac...
Necessary and sufficient conditions are formulated for the zeros of an arbitrary polynomial matrix t...
Recently, the authors introduced the "guardian map" approach as a unifying tool in the study of robu...
International audienceNecessary and sufficient conditions are formulated for the zeros of an arbitra...
International audienceNecessary and sufficient conditions are formulated for the zeros of an arbitra...
We consider uncertain polynomials whose coefficients depend polynomially on the elements of the para...
Real and complex stability radii for stable linear systems with respect to structured stochastic mul...
The generalized stability of families of real matrices and polynomials is considered. (Generalized s...
A necessary and sufficient condition for robust D-stability of polynomial matrices is presented. Foc...
. We describe a fast algorithm to compute the real structured stability radius with respect to the o...
Analytic expressions are derived for the complex and real stability radii of non-monic polynomial ma...
AbstractAnalytic expressions are derived for the complex and real stability radii of non-monic polyn...
In this paper we consider robustness measures (stability radii) for system matrices which are subjec...
Stability analysis is the major qualitative property of a dynamic system. In this thesis, we investi...
We consider real polynomials whose coefficients depend polynomially on the elements of an uncertain ...
All in-text references underlined in blue are linked to publications on ResearchGate, letting you ac...
Necessary and sufficient conditions are formulated for the zeros of an arbitrary polynomial matrix t...
Recently, the authors introduced the "guardian map" approach as a unifying tool in the study of robu...
International audienceNecessary and sufficient conditions are formulated for the zeros of an arbitra...
International audienceNecessary and sufficient conditions are formulated for the zeros of an arbitra...
We consider uncertain polynomials whose coefficients depend polynomially on the elements of the para...
Real and complex stability radii for stable linear systems with respect to structured stochastic mul...
The generalized stability of families of real matrices and polynomials is considered. (Generalized s...
A necessary and sufficient condition for robust D-stability of polynomial matrices is presented. Foc...
. We describe a fast algorithm to compute the real structured stability radius with respect to the o...
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