2018
DOI: 10.1016/j.specom.2018.10.002
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Robustness metric-based tuning of the augmented Kalman filter for the enhancement of speech corrupted with coloured noise

Abstract: In this paper, we describe a tuning method based on a robustness metric and extended to work with the augmented Kalman filter for enhancing coloured-noise-corrupted speech. The method proposed within utilises the robustness metric to provide dynamic and adaptive tuning of the Kalman filter gain in order to reduce the residual noise that results from poor speech model estimates. An analysis of the Kalman filter recursion equations is presented that augments the robustness metric equations to include coloured no… Show more

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Cited by 19 publications
(72 citation statements)
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References 22 publications
(35 reference statements)
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“…stationary noise conditions, we repeat the experiment inFigure 2. It can be seen from Comparing K 0 (n) obtained using KF-Oracle, Proposed, and AKF-RMBT[21] methods from the utterance sp05 corrupted with 5 dB: (a) non-stationary (babble) and (b) colored (f16) noises.238 (a) that K 0 (n) is closely similar to the oracle K 0 (n). Specifically, it maintains a 239 smooth transition at the edges and the temporal changes in speech regions are closely 240 matched to the oracle K 0 (n).…”
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confidence: 96%
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“…stationary noise conditions, we repeat the experiment inFigure 2. It can be seen from Comparing K 0 (n) obtained using KF-Oracle, Proposed, and AKF-RMBT[21] methods from the utterance sp05 corrupted with 5 dB: (a) non-stationary (babble) and (b) colored (f16) noises.238 (a) that K 0 (n) is closely similar to the oracle K 0 (n). Specifically, it maintains a 239 smooth transition at the edges and the temporal changes in speech regions are closely 240 matched to the oracle K 0 (n).…”
mentioning
confidence: 96%
“…that the biasing effect is reduced significantly in K 0 (n) and closely similar to the oracle 246 K 0 (n). However, the AKF-RMBT method [21] still produced under-estimated K 0 (n) in 247 speech regions. In light of the comparative study, it is evident to say that the proposed 248 method adequately addresses the tuning of biased K 0 (n) both in real-life non-stationary 249 and colored noise conditions.…”
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confidence: 98%
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