A family of linear time-invariant finite-dimensional plants is called robustly stabilizable if there exists a single controller that stabilizes each plant in the family. A condition for robust stabilizability is given that requires the plant transmission zeros to remain in the left-half complex plane and moreover imposes a restriction on the high-frequency behavior of the plant transfer matrix
It is shown that a proper interval plant is strongly stabilizable if and only if all members are fre...
Representation of an abstract system by a mathematical object such as a matrix or a differential equ...
For linear systems with polytopic uncertainties, the problem of robust finite-time stabilization is ...
Stabilization of finite dimensional linear, time-invariant, multi-input multi-output plants by stabl...
The problem of robust stabilization of a system family is studied here. A sufficient condition for t...
The characterization of all stabilizing controllers via the Youla Parameterization requires prior kn...
In this paper, we prove that some stabilizing controllers of a plant, which admits a left/right-copr...
Given a nominal plant, together with a fixed neighborhood of this plant, the problem of robust stabi...
The authors consider the problem of finding a fixed stable finite-dimensional linear time-invariant ...
Given a nominal plant, together with a fixed neighborhood of this plant, the problem of robust stabi...
In this paper, we use merely continuous feedback to robustly stabilize a class of parameterized fami...
This paper presents a sufficient condition that establishes closed loop stability for linear time in...
This paper describes three theories for robust controller design for infinite-dimensional linear sys...
This paper describes three theories for robust controller design for infinite-dimensional linear sys...
We study the stabilizability of a linear controllable system using state derivative feedback control...
It is shown that a proper interval plant is strongly stabilizable if and only if all members are fre...
Representation of an abstract system by a mathematical object such as a matrix or a differential equ...
For linear systems with polytopic uncertainties, the problem of robust finite-time stabilization is ...
Stabilization of finite dimensional linear, time-invariant, multi-input multi-output plants by stabl...
The problem of robust stabilization of a system family is studied here. A sufficient condition for t...
The characterization of all stabilizing controllers via the Youla Parameterization requires prior kn...
In this paper, we prove that some stabilizing controllers of a plant, which admits a left/right-copr...
Given a nominal plant, together with a fixed neighborhood of this plant, the problem of robust stabi...
The authors consider the problem of finding a fixed stable finite-dimensional linear time-invariant ...
Given a nominal plant, together with a fixed neighborhood of this plant, the problem of robust stabi...
In this paper, we use merely continuous feedback to robustly stabilize a class of parameterized fami...
This paper presents a sufficient condition that establishes closed loop stability for linear time in...
This paper describes three theories for robust controller design for infinite-dimensional linear sys...
This paper describes three theories for robust controller design for infinite-dimensional linear sys...
We study the stabilizability of a linear controllable system using state derivative feedback control...
It is shown that a proper interval plant is strongly stabilizable if and only if all members are fre...
Representation of an abstract system by a mathematical object such as a matrix or a differential equ...
For linear systems with polytopic uncertainties, the problem of robust finite-time stabilization is ...
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