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Blind convolution using signal reconstruction from partial higher order cepstral information

机译:使用来自部分高阶倒谱信息的信号重构进行盲卷积

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摘要

A blind deconvolution scheme for the reconstruction of a signal that propagates in the presence of reverberation and additive noise is presented. The reconstruction employs data collected by two receivers placed well apart from each other. Each received sequence consists of the convolution of the transmitted signal with a channel. Applying the bicepstrum iterative reconstruction algorithm on the differences of the cepstra coefficients of the two received sequences, the cepstra coefficients of the transmission channels can be computed and used for the reconstruction of the transmitted signal. The deconvolution can be performed even if the data sequences are corrupted by additive noise. The computation of the cepstra coefficients is based on the cross-bispectrum if the noise processes present in the observation sequences are zero mean and uncorrelated, while the bicepstrum of each observation is used if the noise processes are zero mean correlated with a symmetric probability density function.
机译:提出了一种用于重建在混响和加性噪声存在下传播的信号的盲解卷积方案。重建使用了彼此相距很远的两个接收器收集的数据。每个接收到的序列都包括发射信号与信道的卷积。通过对两个接收序列的倒谱系数的差值应用二头肌迭代重建算法,可以计算出传输通道的倒谱系数,并将其用于发射信号的重建。即使数据序列被附加噪声破坏,也可以执行反卷积。如果观测序列中存在的噪声过程为零均值且不相关,则倒谱系数的计算基于交叉双谱,而如果噪声过程为零均值且与对称概率密度函数相关,则使用每个观测值的二头肌。

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