An online parameter estimator for quick convergence and for time-varying linear systems
A recursive algorithm called 3-OM is presented to estimate parameters and process noise variances for systems in state space form. 3-OM is globally convergent to minima of the asymptotic negative log likelihood function. 3-OM approximates the quick convergence attained by the optimal nonlinear filte...
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Published in | Proceedings of the 36th IEEE Conference on Decision and Control Vol. 2; pp. 1259 - 1266 vol.2 |
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Main Authors | , , |
Format | Conference Proceeding |
Language | English |
Published |
IEEE
1997
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Subjects | |
Online Access | Get full text |
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Abstract | A recursive algorithm called 3-OM is presented to estimate parameters and process noise variances for systems in state space form. 3-OM is globally convergent to minima of the asymptotic negative log likelihood function. 3-OM approximates the quick convergence attained by the optimal nonlinear filter used as a parameter estimator. In the present form, 3-OM must be coded by the user, because a third-order moment update equation must be algebraically simplified beforehand by a symbolic processor to obtain a tractable computational load while running 3-OM. |
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AbstractList | A recursive algorithm called 3-OM is presented to estimate parameters and process noise variances for systems in state space form. 3-OM is globally convergent to minima of the asymptotic negative log likelihood function. 3-OM approximates the quick convergence attained by the optimal nonlinear filter used as a parameter estimator. In the present form, 3-OM must be coded by the user, because a third-order moment update equation must be algebraically simplified beforehand by a symbolic processor to obtain a tractable computational load while running 3-OM. |
Author | Powell, T.D. Wilberg, D.M. Ljungquist, D. |
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Snippet | A recursive algorithm called 3-OM is presented to estimate parameters and process noise variances for systems in state space form. 3-OM is globally convergent... |
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StartPage | 1259 |
SubjectTerms | Convergence Equations Linear systems Nonlinear filters Parameter estimation Sparse matrices State estimation State-space methods Time varying systems Transfer functions |
Title | An online parameter estimator for quick convergence and for time-varying linear systems |
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