1994International Journal of ControlRequires access

Simultaneous structure identification and parameter estimation of multivariable systems

Shaohua Niu, D. Grant Fisher

Open publisher page 9 citations

Abstract

A recursive identification algorithm for multivariable systems is developed by extending the SISO augmented UD identification (AUDI) algorithm developed by Niu, Fisher and Xiao in 1992. This least-squares type algorithm has a simple, compact structure and provides simultaneous identification of model structure and parameters, with excellent numerical properties. A multivariable input/output difference equation model is used as the model representation for identification, and it is shown how the corresponding (unique) canonical state-space representation can also be generated by a straightforward transformation. The algorithm is easier to interpret and more straightforward to implement than the corresponding RLS approaches.

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What this paper is about

A recursive identification algorithm for multivariable systems is developed by extending the SISO augmented UD identification (AUDI) algorithm developed by Niu, Fisher and Xiao in 1992. This least-squares type algorithm has a simple, compact structure and provides simultaneous identification of model structure and parameters, with excellent numerical properties. A multivariable input/output difference equation model is used as the model representation for identification, and it is shown how the corresponding (unique) canonical state-space representation can also be generated by a straightforward transformation. The algorithm is easier to interpret and more straightforward to implement than the corresponding RLS approaches.

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OpenAlex reports 9 citations for this work. Citation counts describe recorded attention and do not establish research quality.

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Available abstract

A recursive identification algorithm for multivariable systems is developed by extending the SISO augmented UD identification (AUDI) algorithm developed by Niu, Fisher and Xiao in 1992. This least-squares type algorithm has a simple, compact structure and provides simultaneous identification of model structure and parameters, with excellent numerical properties. A multivariable input/output difference equation model is used as the model representation for identification, and it is shown how the corresponding (unique) canonical state-space representation can also be generated by a straightforward transformation. The algorithm is easier to interpret and more straightforward to implement than the corresponding RLS approaches.

Key concepts: Multivariable calculus, Representation (politics), Canonical form, Identification (biology), Simple (philosophy), Mathematics, Transformation (genetics), System identification

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