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A Robust Estimation Method of Noise Mixture Model for Noise Suppression

机译:噪声混合模型的鲁棒估计方法

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Vector Taylor series (VTS)-based noise suppression usually employs a single Gaussian distribution for the noise model. However, it is insufficient for non-stationary noise which has a multi-peak distribution. It is very complex to estimate multi-peak distribution of the noise, when we deal with the noise as random variables or hidden variables. To solve these problems, we investigate a way of estimating the noise mixture model by using a minimum mean squared error (MMSE) estimate of the noise. By iterating the MMSE estimation of noise and noise model estimation, the proposed method realizes the simultaneous optimization of both the observed signal model and the noise model. The proposed method significantly outperformed the VTS-based approach, and the maximum improvement in the word error rate was about 12%.
机译:基于矢量泰勒级数(VTS)的噪声抑制通常将单个高斯分布用于噪声模型。但是,对于具有多峰分布的非平稳噪声来说,这是不够的。当我们将噪声作为随机变量或隐藏变量处理时,估计噪声的多峰分布非常复杂。为了解决这些问题,我们研究了一种通过使用噪声的最小均方误差(MMSE)估计来估计噪声混合模型的方法。通过迭代噪声的MMSE估计和噪声模型估计,该方法实现了观测信号模型和噪声模型的同时优化。所提出的方法明显优于基于VTS的方法,并且字错误率的最大改善约为12%。

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