International audienceDefinitions for pseudospectra of an analytic matrix function are given, where the structure of the function is exploited. Various perturbation measures are considered and computationally tractable formulae are derived. The results are applied to a class of retarded delay differential equations. Special properties of the pseudospectra of such equations are determined and illustrated. © 2005 IEEE
The paper presents a pseudospectral approach to assess the stability robustness of linear time-perio...
In the present work we study properties, calculation methods and behaviour of pseudospectrum of matr...
In this paper we introduce structured pseudospectra for nonlinear eigenvalue problems and derive com...
AbstractDefinitions for pseudospectra and stability radii of an analytic matrix function are given, ...
In this paper, we present a new method for computing the pseudospectra of delay differential equatio...
International audienceDefinitions for pseudospectra and stability radii of an analytic matrix functi...
In this paper we introduce structured pseudospectra for analytic matrix functions and derive computa...
In the last few years the authors developed numerical schemes to detect the stability of different c...
AbstractIn this paper, we present a new method for computing the pseudospectra of delay differential...
This paper deals with the computation of pseudospectra of neutral delay differential equations (NDDE...
The stability of an equilibrium point of a dynamical system is determined by the position in the com...
By taking as a \u201cprototype problem\u201d a one-delay linear autonomous system of delay different...
Special Issue on Numerical Methods for Time-Delay SystemsA continuous dynamical system is stable if ...
The stability of an equilibrium point of a dynamical system is determined by the position in the com...
Pseudospectral approximation reduces delay differential equations (DDE) to ordinary differential equ...
The paper presents a pseudospectral approach to assess the stability robustness of linear time-perio...
In the present work we study properties, calculation methods and behaviour of pseudospectrum of matr...
In this paper we introduce structured pseudospectra for nonlinear eigenvalue problems and derive com...
AbstractDefinitions for pseudospectra and stability radii of an analytic matrix function are given, ...
In this paper, we present a new method for computing the pseudospectra of delay differential equatio...
International audienceDefinitions for pseudospectra and stability radii of an analytic matrix functi...
In this paper we introduce structured pseudospectra for analytic matrix functions and derive computa...
In the last few years the authors developed numerical schemes to detect the stability of different c...
AbstractIn this paper, we present a new method for computing the pseudospectra of delay differential...
This paper deals with the computation of pseudospectra of neutral delay differential equations (NDDE...
The stability of an equilibrium point of a dynamical system is determined by the position in the com...
By taking as a \u201cprototype problem\u201d a one-delay linear autonomous system of delay different...
Special Issue on Numerical Methods for Time-Delay SystemsA continuous dynamical system is stable if ...
The stability of an equilibrium point of a dynamical system is determined by the position in the com...
Pseudospectral approximation reduces delay differential equations (DDE) to ordinary differential equ...
The paper presents a pseudospectral approach to assess the stability robustness of linear time-perio...
In the present work we study properties, calculation methods and behaviour of pseudospectrum of matr...
In this paper we introduce structured pseudospectra for nonlinear eigenvalue problems and derive com...