We present an efficient algorithm to compute the norm of a fractional system. The algorithm is based on the computation of level sets of the maximum singular value of the transfer function, as a function of frequency. Numerical examples are given to illustrate the new method
It is well-known that the H2-norm and H-norm of a transfer function can differ arbitrarily since bot...
A self-contained derivation is presented of the characterization of all optimal Hankel-norm approxim...
We describe an algorithm for estimating the H∞-norm of a large linear time invariant dynamical syste...
AbstractIn this paper, the Rayleigh–Ritz method of estimating the eigenvalues of an operator on a Hi...
A fast algorithm is presented to compute the H8-norm of a transfer function matrix, based on the rel...
AbstractThis paper develops a validated numerical algorithm to compute the L∞-norm, a norm which pla...
A fast algorithm for the computation of the optimally frequencydependent scaled H1-norm of a finite ...
The minimum norm of a linear fractional transformation (LFT) over a structured set is computed using...
Abstract: The poles/residues expression of the frequency-limited H2-norm is used to derive two upper...
We describe an algorithm for estimating the Η∞-norm of a large linear time invariant dynamical syste...
Our aim is to develop a new approach for solving the H∞ optimal control problem where the feedback a...
In this paper, a new simple but yet efficient spectral expression of the frequency-limited H2-norm, ...
The aim of this paper is to propose a new method for the optimal "H_∞ norm" computation of time-vary...
Abstract. The H ∞ norm of a transfer matrix function for a control system is the reciprocal of the l...
Simple state-space formulas are derived for all controllers solving the following standard H∞ proble...
It is well-known that the H2-norm and H-norm of a transfer function can differ arbitrarily since bot...
A self-contained derivation is presented of the characterization of all optimal Hankel-norm approxim...
We describe an algorithm for estimating the H∞-norm of a large linear time invariant dynamical syste...
AbstractIn this paper, the Rayleigh–Ritz method of estimating the eigenvalues of an operator on a Hi...
A fast algorithm is presented to compute the H8-norm of a transfer function matrix, based on the rel...
AbstractThis paper develops a validated numerical algorithm to compute the L∞-norm, a norm which pla...
A fast algorithm for the computation of the optimally frequencydependent scaled H1-norm of a finite ...
The minimum norm of a linear fractional transformation (LFT) over a structured set is computed using...
Abstract: The poles/residues expression of the frequency-limited H2-norm is used to derive two upper...
We describe an algorithm for estimating the Η∞-norm of a large linear time invariant dynamical syste...
Our aim is to develop a new approach for solving the H∞ optimal control problem where the feedback a...
In this paper, a new simple but yet efficient spectral expression of the frequency-limited H2-norm, ...
The aim of this paper is to propose a new method for the optimal "H_∞ norm" computation of time-vary...
Abstract. The H ∞ norm of a transfer matrix function for a control system is the reciprocal of the l...
Simple state-space formulas are derived for all controllers solving the following standard H∞ proble...
It is well-known that the H2-norm and H-norm of a transfer function can differ arbitrarily since bot...
A self-contained derivation is presented of the characterization of all optimal Hankel-norm approxim...
We describe an algorithm for estimating the H∞-norm of a large linear time invariant dynamical syste...
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