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Adaptive Linear Prediction in Speech Coding

Peter Kabal, +1 more
TLDR
This paper discusses some of the techniques that have been developed for adapting and coding the predictor coefficients in speech coders, and a number of new directions in the application of adaptive prediction in speech coding are discussed.
Abstract
Adaptive linear prediction is commonly used as a key step in digital coding of speech. This paper discusses some of the techniques that have been developed for adapting and coding the predictor coefficients in speech coders. The linear predictors in high quality speech coding often consist of two stages, a short-time span (formant) filter and a long-time span (pitch) filter. The use of such filters in analysis-by-synthesis coders is examined. In addition, backward adaptive strategies can be used to achieve high quality, low delay coding. The filters in these coders can be high-order (50 or more time lags) filters. Computational complexity and numerical stability of the algorithms is of prime concern for these filters. A number of new directions in the application of adaptive prediction in speech coding are also discussed. Keywords adaptive systems, prediction, speech analysis

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Citations
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Journal ArticleDOI

Digital Coding of Waveforms

K.H. Barratt
References
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Digital Coding of Waveforms

Peter No
Journal ArticleDOI

Digital Coding of Waveforms

K.H. Barratt
Journal ArticleDOI

Stable and efficient lattice methods for linear prediction

TL;DR: A class of stable and efficient recursive lattice methods for linear prediction that guarantee the stability of the all-pole filter, with or without windowing of the signal, with finite wordlength computations, and at a computational cost comparable to the traditional autocorrelation and covariance methods is presented.
Journal ArticleDOI

The computation of line spectral frequencies using Chebyshev polynomials

TL;DR: A new method of converting between the direct form predictor coefficients and line spectral frequencies is presented, which is highly accurate and can be used in a form that avoids the storage of trigonometric tables or the computation of trig onometric functions.
Proceedings ArticleDOI

Pitch predictors with high temporal resolution

TL;DR: A first-order pitch predictor is described whose delay is specified as an integer number of samples plus a fraction of a sample at the current sampling rate, which has a better performance than conventional multiple coefficient predictors and leads to more efficient coding of the predictor parameters.
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