A Principal Component Analysis Approach to Noise Removal for Speech Denoising

B. Li
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引用次数: 14

Abstract

There is still remnant noise which affects the quality of speech data after traditional speech signal denoising for the speech data. In order to improve the effect of speech signal denoising, a speech denoising method based on the principal component analysis was proposed. Firstly? an embedded matrix that contains all information of collection signals is obtained by using dynamic embedded (Dynamic embedding, DE) technology in order to meet the needs of the principle of principal component analysis. Secondly, the principal components of speech signal are transformed through the principle of principal component analysis. By analyzing the principal components of speech signal, the low order principal components which associated with the big eigenvalues reflect the correlated speech signals could be selected to reconstruct the speech data. The required number of principal components is determined based on the Bayesian information criterion. Finally, the speech data are reconstructed by suitable number of the low-order components to remove the uncorrelated noise. In order to prove the effectiveness of the denoising algorithm, several experiments are conducted by the traditional filtering algorithm and the algorithm of this paper. All of the results indicate that the de-noising algorithm based on principal component analysis can achieve a better effect. And the signal waveform of the principal component denoising method is more full and more close to the original speech signal.
基于主成分分析的语音去噪方法
对语音数据进行传统的语音信号去噪后,仍然存在残余噪声,影响语音数据的质量。为了提高语音信号去噪的效果,提出了一种基于主成分分析的语音去噪方法。首先呢?为了满足主成分分析原理的需要,采用动态嵌入(dynamic embedding, DE)技术得到包含采集信号全部信息的嵌入矩阵。其次,利用主成分分析原理对语音信号的主成分进行变换。通过分析语音信号的主成分,选择与大特征值相关的低阶主成分来重构语音数据。根据贝叶斯信息准则确定所需的主成分个数。最后,利用适当数量的低阶分量重构语音数据,去除不相关噪声。为了证明该去噪算法的有效性,分别用传统滤波算法和本文算法进行了实验。结果表明,基于主成分分析的去噪算法能够取得较好的降噪效果。主成分去噪方法的信号波形更饱满,更接近原始语音信号。
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