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Speech Enhancement Gain and Noise Spectrum Adaptation Using Approximate Bayesian Estimation

机译:使用近似贝叶斯估计的语音增强增益和噪声频谱自适应

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摘要

This paper presents a new approximate Bayesian estimator for enhancing a noisy speech signal. The speech model is assumed to be a Gaussian mixture model (GMM) in the log-spectral domain. This is in contrast to most current models in frequency domain. Exact signal estimation is a computationally intractable problem. We derive three approximations to enhance the efficiency of signal estimation. The Gaussian approximation transforms the log-spectral domain GMM into the frequency domain using minimal Kullback–Leiber (KL)-divergency criterion. The frequency domain Laplace method computes the maximum a posteriori (MAP) estimator for the spectral amplitude. Correspondingly, the log-spectral domain Laplace method computes the MAP estimator for the log-spectral amplitude. Further, the gain and noise spectrum adaptation are implemented using the expectation–maximization (EM) algorithm within the GMM under Gaussian approximation. The proposed algorithms are evaluated by applying them to enhance the speeches corrupted by the speech-shaped noise (SSN). The experimental results demonstrate that the proposed algorithms offer improved signal-to-noise ratio, lower word recognition error rate, and less spectral distortion.
机译:本文提出了一种新的近似贝叶斯估计器,用于增强噪声语音信号。语音模型假定为对数谱域中的高斯混合模型(GMM)。这与大多数当前频域模型相反。精确的信号估计是计算上难以解决的问题。我们得出三个近似值,以提高信号估计的效率。高斯近似使用最小Kullback-Leiber(KL)-发散准则将对数谱域GMM转换为频域。频域拉普拉斯方法计算频谱幅度的最大后验(MAP)估计器。相应地,对数谱域Laplace方法计算对数谱幅度的MAP估计器。此外,在高斯近似下,使用GMM内的期望最大化(EM)算法来实现增益和噪声频谱自适应。通过应用所提出的算法来评估它们,以增强被语音形噪声(SSN)破坏的语音。实验结果表明,所提出的算法提供了改进的信噪比,较低的单词识别错误率和较小的频谱失真。

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