AbstractWe consider the problem of approximating a p×m rational transfer function H(s) of high degree by another p×m rational transfer function Ĥ(s) of much smaller degree. We derive the gradients of the H2-norm of the approximation error and show how stationary points can be described via tangential interpolation
Abstract: The poles/residues expression of the frequency-limited H2-norm is used to derive two upper...
International audienceThis paper deals with the problem of computing a best stable rational L2 appro...
We propose a method for model reduction on a given frequency range, without the use of input and out...
We consider the problem of approximating a p × m rational transfer function H(s) of high degree by a...
We revisit the problem of approximating a multiple-input multiple-output $p imes m$ rational transfe...
Abstract. We consider the optimal H2 model reduction for large scale multi-input multi-output system...
This paper develops an interpolatory framework for weighted-H2 model reduction of MIMO dynamical sys...
Abstract. The optimal H2 model reduction problem is of great importance in the area of dynamical sys...
AbstractModeling strategies often result in dynamical systems of very high dimension. It is then des...
Abstract — Model approximation of multiple-inputs/multiple-outputs (MIMO) linear dynamical systems o...
In this paper, we address the problem of constructing a reduced order system of minimal McMillan deg...
<p>In this contribution, a new framework for <math><mrow><msub><mrow><mrow><mi>H</mi></mrow></mrow><...
A model reduction technique that is optimal in the H∞-norm has long been pursued due to its theoreti...
144 p. : ill. ; 30 cmOver the past few decades, considerable imprvements have been made in the appro...
In this paper, the H2 optimal model order reduction method for the large-scale multiple-input multip...
Abstract: The poles/residues expression of the frequency-limited H2-norm is used to derive two upper...
International audienceThis paper deals with the problem of computing a best stable rational L2 appro...
We propose a method for model reduction on a given frequency range, without the use of input and out...
We consider the problem of approximating a p × m rational transfer function H(s) of high degree by a...
We revisit the problem of approximating a multiple-input multiple-output $p imes m$ rational transfe...
Abstract. We consider the optimal H2 model reduction for large scale multi-input multi-output system...
This paper develops an interpolatory framework for weighted-H2 model reduction of MIMO dynamical sys...
Abstract. The optimal H2 model reduction problem is of great importance in the area of dynamical sys...
AbstractModeling strategies often result in dynamical systems of very high dimension. It is then des...
Abstract — Model approximation of multiple-inputs/multiple-outputs (MIMO) linear dynamical systems o...
In this paper, we address the problem of constructing a reduced order system of minimal McMillan deg...
<p>In this contribution, a new framework for <math><mrow><msub><mrow><mrow><mi>H</mi></mrow></mrow><...
A model reduction technique that is optimal in the H∞-norm has long been pursued due to its theoreti...
144 p. : ill. ; 30 cmOver the past few decades, considerable imprvements have been made in the appro...
In this paper, the H2 optimal model order reduction method for the large-scale multiple-input multip...
Abstract: The poles/residues expression of the frequency-limited H2-norm is used to derive two upper...
International audienceThis paper deals with the problem of computing a best stable rational L2 appro...
We propose a method for model reduction on a given frequency range, without the use of input and out...
DOI
Add to ORKG