DocumentCode
84317
Title
Bayesian Estimation of Clean Speech Spectral Coefficients Given a Priori Knowledge of the Phase
Author
Gerkmann, Timo
Author_Institution
Dept. of Med. Phys. & Acoust., Univ. Oldenburg, Oldenburg, Germany
Volume
62
Issue
16
fYear
2014
fDate
Aug.15, 2014
Firstpage
4199
Lastpage
4208
Abstract
While most short-time discrete Fourier transform-based single-channel speech enhancement algorithms only modify the noisy spectral amplitude, in recent years the interest in phase processing has increased in the field. The goal of this paper is twofold. First, we derive Bayesian probability density functions and estimators for the clean speech phase when different amounts of prior knowledge about the speech and noise amplitudes is given. Second, we derive a joint Bayesian estimator of the clean speech amplitudes and phases, when uncertain a priori knowledge on the phase is available. Instrumental measures predict that by incorporating uncertain prior information of the phase, the quality and intelligibility of processed speech can be improved both over traditional phase insensitive approaches, and approaches that treat prior information on the phase as deterministic.
Keywords
Bayes methods; acoustic noise; amplitude estimation; discrete Fourier transforms; phase estimation; speech enhancement; speech intelligibility; Bayesian estimation; Bayesian probability density functions; clean speech phase; clean speech spectral coefficients; discrete Fourier transform; joint Bayesian estimator; noise amplitudes; noisy spectral amplitude; phase estimation; phase insensitive approaches; phase processing; priori knowledge; single-channel speech enhancement algorithms; speech amplitudes; Bayes methods; Noise; Noise measurement; Phase estimation; Signal processing algorithms; Speech; Speech enhancement; Noise reduction; phase estimation; signal reconstruction; speech enhancement;
fLanguage
English
Journal_Title
Signal Processing, IEEE Transactions on
Publisher
ieee
ISSN
1053-587X
Type
jour
DOI
10.1109/TSP.2014.2336615
Filename
6850043
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