Add to ORKGIn this paper we provide sufficient conditions for the solvability of the standard $H_{\infty}$-suboptimal control problem for linear, time invariant, infinite-dimensional systems with finite-dimensional input and output spaces. The sufficient conditions are formulated in terms of the existence of two $J$-lossless factorizations. For the Wiener algebra class of the transfer functions an algorithm for solving $J$-spectral factorization is given
Necessary and sufficient conditions for the existence of suboptimal solutions to the standard model ...
AbstractIn this paper, we consider H∞control of infinite-dimensional linear time-varying (IDLTV) sys...
Necessary and sufficient conditions for J-spectral factorizations are given in terms of the existenc...
In this paper we provide sufficient conditions for the solvability of the standard $H_{\infty}$-subo...
We provide necessary and sufficient conditions for the solvability of the standard H∞-suboptimal con...
We formulate and solve the regular $H_\infty$ control problem with state-feedback for a class of inf...
In this monograph, we solve rather general linear, infinite-dimensional, time-invariant control prob...
This paper extends the coprime factorization approach to the synthesis of internally stabilizing con...
International audienceIn this paper, a time-optimal control problem is considered for plants represe...
AbstractThis paper extends the coprime factorization approach to the synthesis of internally stabili...
Matrix-valued functions in the Wiener class on the imaginary line are considered in this note. This ...
The J-spectral factorization problem naturally arises in control theory and it plays an important ro...
The paper presents a polynomial solution to the standard H∞-optimal control problem. Based on two po...
This paper presents new solutions to certain nonstandard nonlinear $H_\infty$ control problems. We c...
AbstractNecessary and sufficient conditions for J-spectral factorizations are given in terms of the ...
Necessary and sufficient conditions for the existence of suboptimal solutions to the standard model ...
AbstractIn this paper, we consider H∞control of infinite-dimensional linear time-varying (IDLTV) sys...
Necessary and sufficient conditions for J-spectral factorizations are given in terms of the existenc...
In this paper we provide sufficient conditions for the solvability of the standard $H_{\infty}$-subo...
We provide necessary and sufficient conditions for the solvability of the standard H∞-suboptimal con...
We formulate and solve the regular $H_\infty$ control problem with state-feedback for a class of inf...
In this monograph, we solve rather general linear, infinite-dimensional, time-invariant control prob...
This paper extends the coprime factorization approach to the synthesis of internally stabilizing con...
International audienceIn this paper, a time-optimal control problem is considered for plants represe...
AbstractThis paper extends the coprime factorization approach to the synthesis of internally stabili...
Matrix-valued functions in the Wiener class on the imaginary line are considered in this note. This ...
The J-spectral factorization problem naturally arises in control theory and it plays an important ro...
The paper presents a polynomial solution to the standard H∞-optimal control problem. Based on two po...
This paper presents new solutions to certain nonstandard nonlinear $H_\infty$ control problems. We c...
AbstractNecessary and sufficient conditions for J-spectral factorizations are given in terms of the ...
Necessary and sufficient conditions for the existence of suboptimal solutions to the standard model ...
AbstractIn this paper, we consider H∞control of infinite-dimensional linear time-varying (IDLTV) sys...
Necessary and sufficient conditions for J-spectral factorizations are given in terms of the existenc...