A transfer function approach to the problems of H∞ minimum error state estimation amd deconvoluton

U. Shaked

doi:10.1109/ICCON.1989.770638

A transfer function approach to the problems of H_∞ minimum error state estimation amd deconvoluton

U. Shaked^*

^*Corresponding author for this work

School of Electrical Engineering

Research output: Contribution to conference › Paper › peer-review

Abstract

The problem of H_∞-minimum error estimation of the states of linear stationary process is solved, independently of the dual H_∞-state feedback regulator problem, by applying frequency domain arguments. The properties of the derived solution are investigated and its relation to the equlizing solution of the standard H_∞-minimization methods is discussed. The optimal estimation solution is applied also to the multivariable deconvolution problem. A simple deconvolution filter of minimum order is obtained which minimizes the H_∞-norm of the deconvolution error.

Original language	English
Pages	842-846
Number of pages	5
DOIs	https://doi.org/10.1109/ICCON.1989.770638
State	Published - 1989
Event	1989 IEEE International Conference on Control and Applications, ICCON 1989 - Jerusalem, Israel Duration: 3 Apr 1989 → 6 Apr 1989

Conference

Conference	1989 IEEE International Conference on Control and Applications, ICCON 1989
Country/Territory	Israel
City	Jerusalem
Period	3/04/89 → 6/04/89

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10.1109/ICCON.1989.770638

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A transfer function approach to the problems of H_∞ minimum error state estimation amd deconvoluton

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