System approximations based on Meixner‐like models

Author:

Maraoui Safa1,Krifa Abdelkader1,Bouzrara Kais1

Affiliation:

1. Research Laboratory of Automatic, signal processing and Image (LARATSI)National School of Engineers of Monastir (ENIM), University of MonastirRue Ibn El Jazzar5019MonastirTunisia

Publisher

Institution of Engineering and Technology (IET)

Subject

Electrical and Electronic Engineering,Signal Processing

Reference26 articles.

1. Approximate identification in Laguerre and Kautz bases;Bokor J.;Automatica,1998

2. Online identification of the ARX model expansion on Laguerre orthonormal bases with filters on model input and output

3. Hirama Y.: ‘Identification method for commercialized PI control using Laguerre function’.SICE Annual Conf. Tokyo Japan 13–18 September2011 pp.2955–2960

4. Closed-loop identification using Laguerre orthogonal functions for a virtual diesel engine

5. Masnadi‐Shirazi M.A.: ‘Laguerre approximation of nonrecursive discrete‐time systems’.Proc. IEEE Int. Conf. Acoustics Speech and Signal Processing Albuquerque April1990 pp.1309–1312

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1. Pole optimization of NARX-Laguerre model using Gradient method;2024 International Conference on Control, Automation and Diagnosis (ICCAD);2024-05-15

2. ARX model decomposed on Meixner-Like orthonormal bases;ISA Transactions;2019-12

3. Parametric identification of linear systems using AutoRegressive with eXogenous input model expansion on Meixner-like orthonormal bases;Transactions of the Institute of Measurement and Control;2019-08-29

4. Robust predictive control based on the Meixner-like model;Journal of the Franklin Institute;2019-08

5. Analytical solution of optimal Meixner-like pole;Journal of Difference Equations and Applications;2019-01-02

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