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Bayesian blind MIMO deconvolution of nonstationary autoregressive sources mixed through all-pole channels

机译:通过全极点信道混合的非平稳自回归源的贝叶斯盲MIMO反卷积

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Blind deconvolution is fundamental in signal processing applications and still remains a challenging problem. In particular, blind dereverberation is necessary for applications set in acoustic environments. In this setting, a temporally-correlated observed signal whose signal-value has infinite support is modelled as the convolutive mixture of unknown source signals with an unknown channel. Multi-channel blind deconvolution is tackled by extending a method that has previously been successfully applied to the single-channel scenario. To avoid any channel-source identification ambiguities, each nonstationary source is modelled by block stationary AR process, and each channel path by a stationary subband all-pole filter. Robust and accurate estimates of the channel are obtained using Bayesian techniques, and an estimate of the original signal is obtained by inverse filtering the observed convolved signal. Simulation results are included, and it is expected that further results is presented at http://www-sigproc.eng.cam.uk/jrh1008.
机译:盲反卷积是信号处理应用中的基础,仍然是一个具有挑战性的问题。特别是,对于在声学环境中设置的应用,必须使用盲混响。在这种设置下,信号值具有无限支持的时间相关观察信号被建模为未知源信号与未知通道的卷积混合。通过扩展先前已成功应用于单通道方案的方法,可以解决多通道盲解卷积问题。为了避免任何信道源识别歧义,每个非平稳源都通过块固定AR过程建模,每个信道路径都通过一个固定子带全极点滤波器建模。使用贝叶斯技术可以获得对信道的鲁棒和准确的估计,并且通过对观察到的卷积信号进行逆滤波来获得原始信号的估计。包括仿真结果,并希望在http://www-sigproc.eng.cam.uk/jrh1008上提供更多结果。

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