The purpose of this paper is to present an extension to some of the current work on worst-case identification problems to multivariable systems.
Dec 14, 1994 · H∞ Identification of Multivariable Systems by Tangential Interpolation Methods ; Publication status, Published - Dec 1994 ; Externally published ...
A novel algorithm is proposed for H∞ identification with mixed time and frequency response data. This algorithm shares similar properties to the ...
We introduce a multivariable parity interlacing property for left interpolation data and present an algorithm to compute units. The algorithm involves a line ...
Missing: identification methods.
Tangential interpolation-based eigensystem realization algorithm ...
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The eigensystem realization algorithm (ERA) is a commonly used data-driven method for system identification and reduced-order modelling of dynamical systems ...
Kemin ZHOU | Louisiana State University, Baton Rouge | LSU
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This paper considers H<sub>2</sub> and H<sub>∞</sub> controller order reductions with the consideration of both stability and performance. A new H<sub>2</sub> ...
Zhou, H-infinity identification of multivariable systems by tangential interpolation ... H-infinity identification of multivariable systems by tangential ...
Jun 22, 2016 · The eigensystem realization algorithm (ERA) is a commonly used data- driven method for system identification and reduced-order modelling of.
TL;DR: In this paper, an interpolation approach for identification in H/sub infinity / was proposed, where the Nevanlinna Pick interpolation theorem was used to ...
H∞ identification of multivariable systems by tangential interpolation methods ... The problem of identification in H∞ is considered for feedback systems.