A simple proof of stability for all-pole linear prediction models

S.W Lang,J.H Mcclellan

doi:10.1109/proc.1979.11332

A simple proof of stability for all-pole linear prediction models

S.W Lang, J.H Mcclellan

https://doi.org/10.1109/proc.1979.11332

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Journal: Proceedings of the IRE	Publication Date: Jan 1, 1979
Citations: 32

Affiliation: Massachusetts Institute of Technology

#Covariance Method Of Linear Prediction #Autocorrelation Method Of Linear Prediction + Show 8 more

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Abstract

A simple method of proof is presented for the minimum-phase property of the all-pole model obtained in the autocorrelation method of linear prediction. The proof does not require knowledge of Levinson's recursion and extends easily to some special cases of the covariance method of linear prediction.

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