AbstractThe stabilization problem of systems with a skew-adjoint operator in a Hilbert space is considered. We prove that an one dimensional stabilizing feedback control allows a wide class of perturbations such that the system under consideration is strongly stabilizable with the aim of the perturbed controls
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...
We discuss the problem of designing stabilizing controllers for singularly perturbed systems on the ...
AbstractThe stabilization problem of systems with a skew-adjoint operator in a Hilbert space is cons...
AbstractWe consider the linear control system ẋ = Ax + Bu. Here A is the infinitesmal generator of ...
International audienceThe paper is concerned with infinite-dimensional boundary control systems in H...
AbstractThe paper introduces a new notion of stability for internal (state-space) autonomous system ...
AbstractThe problem of strong stabilizability of linear systems of neutral type is investigated. We ...
In this thesis the question of stabilization of perturbed (or uncertain) infinite dimensional linear...
A criterion of exact controllabilty using the resolvent of the state space operator is given for lin...
AbstractA criterion of exact controllability using the resolvent of the state space operator is give...
We introduce a general formalism for linear evolution equations with skew adjoint operators. We make...
The problem of absolute stability of a feedback loop of an abstract differential system in Hilbert s...
Representation of an abstract system by a mathematical object such as a matrix or a differential equ...
International audienceIn this paper, we address the problem of globally stabilizing a linear time-in...
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...
We discuss the problem of designing stabilizing controllers for singularly perturbed systems on the ...
AbstractThe stabilization problem of systems with a skew-adjoint operator in a Hilbert space is cons...
AbstractWe consider the linear control system ẋ = Ax + Bu. Here A is the infinitesmal generator of ...
International audienceThe paper is concerned with infinite-dimensional boundary control systems in H...
AbstractThe paper introduces a new notion of stability for internal (state-space) autonomous system ...
AbstractThe problem of strong stabilizability of linear systems of neutral type is investigated. We ...
In this thesis the question of stabilization of perturbed (or uncertain) infinite dimensional linear...
A criterion of exact controllabilty using the resolvent of the state space operator is given for lin...
AbstractA criterion of exact controllability using the resolvent of the state space operator is give...
We introduce a general formalism for linear evolution equations with skew adjoint operators. We make...
The problem of absolute stability of a feedback loop of an abstract differential system in Hilbert s...
Representation of an abstract system by a mathematical object such as a matrix or a differential equ...
International audienceIn this paper, we address the problem of globally stabilizing a linear time-in...
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...
We discuss the problem of designing stabilizing controllers for singularly perturbed systems on the ...
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