We solve the problem of robust stabilization with respect to normalized coprime factor perturbations for a new class of infinite-dimensional systems with finite-rank, colocated actuators and sensors and possibly infinitely many unstable eigenvalues on the imaginary axis. Such systems are often used to model large scale flexible space structures. These systems are not exponentially stabilizable, which means that the existing theory is not applicable
This paper describes three theories for robust controller design for infinite-dimensional linear sys...
We solve the problem of robust stabilization with respect to right-coprime factor perturbations for ...
In this thesis the question of stabilization of perturbed (or uncertain) infinite dimensional linear...
We solve the problem of robust stabilization with respect to normalized coprime factor perturbations...
We derive formulas for normalized doubly coprime factorizations over H-infinity for a class of nonex...
We derive formulas for normalized doubly coprime factorizations over H1 , for a class of nonexponent...
It is shown that infinite-dimensional positive real systems can be robustly stabilized with respect ...
It is shown that infinite-dimensional positive real systems can be robustly stabilized with respect ...
We solve the problem of robust stabilization with respect to left-coprime factor perturbations for a...
This paper describes three theories for robust controller design for infinite-dimensional linear sys...
The problem of robustly stabilizing a linear system subject to H∞-bounded perturbations in the numer...
This paper describes three theories for robust controller design for infinite-dimensional linear sys...
We solve the problem of robust stabilization with respect to right-coprime factor perturbations for ...
In this thesis the question of stabilization of perturbed (or uncertain) infinite dimensional linear...
We solve the problem of robust stabilization with respect to normalized coprime factor perturbations...
We derive formulas for normalized doubly coprime factorizations over H-infinity for a class of nonex...
We derive formulas for normalized doubly coprime factorizations over H1 , for a class of nonexponent...
It is shown that infinite-dimensional positive real systems can be robustly stabilized with respect ...
It is shown that infinite-dimensional positive real systems can be robustly stabilized with respect ...
We solve the problem of robust stabilization with respect to left-coprime factor perturbations for a...
This paper describes three theories for robust controller design for infinite-dimensional linear sys...
The problem of robustly stabilizing a linear system subject to H∞-bounded perturbations in the numer...
This paper describes three theories for robust controller design for infinite-dimensional linear sys...
We solve the problem of robust stabilization with respect to right-coprime factor perturbations for ...
In this thesis the question of stabilization of perturbed (or uncertain) infinite dimensional linear...