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Robust spectral representation using group delay function and stabilized weighted linear prediction for additive noise degradations

机译:使用群延迟功能和稳定加权线性预测的鲁棒光谱表示,用于添加性噪声降级

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In this paper, we propose a robust spectral representation using the group delay (GD) function computed from the stabilized weighted linear prediction (SWLP) coefficients. Temporal weighting of the cost function in linear prediction (LP) analysis with the short-term energy of the speech signal improves the robustness of the resultant spectrum. The additive property of the group delay function provides for better representation of weaker resonances in the spectrum, and thereby improving the robustness of the representation. The SWLP provides robustness in the temporal domain, whereas the GD function provides robustness in the frequency domain. The proposed SWLP-GD representation is shown to be robust against different types of additive noise degradations, compared to the popularly used discrete Fourier transform (DFT) or LP based representations. In a small-scale closed-set speaker recognition experiment, the cepstral features derived from the proposed SWLP-GD spectrum perform better than the traditional mel-cepstral features computed from the discrete Fourier transform (DFT) spectrum under conditions of mismatched degradations.
机译:在本文中,我们使用从稳定的加权线性预测(SWLP)系数计算的组延迟(GD)函数提出了鲁棒的光谱表示。用语音信号的短期能量的线性预测(LP)分析中的成本函数的时间加权提高了所得谱的鲁棒性。组延迟函数的添加性能提供频谱中较弱共振的更好表示,从而提高了表示的鲁棒性。 SWLP在时间域中提供稳健性,而GD函数在频域中提供鲁棒性。与普遍使用的离散傅里叶变换(DFT)或基于LP的表示相比,所提出的SWLP-GD表示被示出对不同类型的添加性噪声降级进行稳健。在小规模的闭合扬声器识别实验中,从所提出的SWLP-GD谱衍生的抗倒期特征比在错配的降解条件下从离散的傅里叶变换(DFT)谱计算的传统Mel-倒谱特征更好。

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