It is well-known that the H2-norm and H∞-norm of a transfer function can differ arbitrarily since both norms reflect fundamentally different properties. However, if the pole structure of the transfer function is known it is possible to bound the H∞-n
We present an efficient algorithm to compute the norm of a fractional system. The algorithm is based...
This article addresses the H2 norm accumulation problem of linearly coupled dynamical networks. An i...
It is well-known that linear, periodically time-varying, continuous-time systems are formally equiva...
It is well-known that the H2-norm and H-norm of a transfer function can differ arbitrarily since bot...
For a linear time invariant system, the infinity-norm of the transfer function can be used as a meas...
Abstract: The poles/residues expression of the frequency-limited H2-norm is used to derive two upper...
The differential L2,p gain of a linear, time- invariant, p-dominant system is shown to coincide with...
We derive bounds on the parameters of systems represented by a transfer functions such that any syst...
Both supremum norms and 2-norms have found a huge number of applications as fitting and approximatio...
A fast algorithm is presented to compute the H8-norm of a transfer function matrix, based on the rel...
The differential {\mathcal{L}-{2,p}} gain of a linear, time-invariant, p-dominant system is shown to...
Norms for operators play a fundamental role in the stability and approximation theory of linear and ...
We derive bounds on the parameters of systems represented by a transfer functions such that a system...
In this paper, a new simple but yet efficient spectral expression of the frequency-limited H2-norm, ...
The differential $\mathcal{L}_{2,p}$ gain of a linear, time-invariant, $p$-dominant system is shown ...
We present an efficient algorithm to compute the norm of a fractional system. The algorithm is based...
This article addresses the H2 norm accumulation problem of linearly coupled dynamical networks. An i...
It is well-known that linear, periodically time-varying, continuous-time systems are formally equiva...
It is well-known that the H2-norm and H-norm of a transfer function can differ arbitrarily since bot...
For a linear time invariant system, the infinity-norm of the transfer function can be used as a meas...
Abstract: The poles/residues expression of the frequency-limited H2-norm is used to derive two upper...
The differential L2,p gain of a linear, time- invariant, p-dominant system is shown to coincide with...
We derive bounds on the parameters of systems represented by a transfer functions such that any syst...
Both supremum norms and 2-norms have found a huge number of applications as fitting and approximatio...
A fast algorithm is presented to compute the H8-norm of a transfer function matrix, based on the rel...
The differential {\mathcal{L}-{2,p}} gain of a linear, time-invariant, p-dominant system is shown to...
Norms for operators play a fundamental role in the stability and approximation theory of linear and ...
We derive bounds on the parameters of systems represented by a transfer functions such that a system...
In this paper, a new simple but yet efficient spectral expression of the frequency-limited H2-norm, ...
The differential $\mathcal{L}_{2,p}$ gain of a linear, time-invariant, $p$-dominant system is shown ...
We present an efficient algorithm to compute the norm of a fractional system. The algorithm is based...
This article addresses the H2 norm accumulation problem of linearly coupled dynamical networks. An i...
It is well-known that linear, periodically time-varying, continuous-time systems are formally equiva...
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