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Benedikt Loesch and Bin Yang University of Stuttgart Chair of System Theory and Signal Processing International Workshop on Acoustic Echo and Noise Control, 2008 Presenter Chia-Cheng Chen 1
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Introduction Observation Vector Clustering Source Number Estimation Experimental results Conclusion 2
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The task of blind source separation is to separate M (possibly) convolutive mixtures x m [i],m = 1,...,M into N different source signals. Present an algorithm call NOSET (Number of Source Estimation Technique) 3
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Short Time Fourier transform (STFT) Three steps ◦ Normalization ◦ Clustering ◦ Reconstruction 4
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Normalization ◦ The normalization is performed with respect to a reference sensor J [4] ◦ Unit-norm normalization 5
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Clustering ◦ K-means Reconstruction [4] 6
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The phase difference among different sensors is large enough. In the low-frequency region, this is not the case and the phase estimate is rather noisy. Only one source is dominant at a TF point [k, l]. 7
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Selection of One-Source TF Points Power of source n Selection of reliable TF points 8
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DOA Estimation ◦ time delay δ m for sensor m 9
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Frequency of fs = 8 kHz and a cross-array with M = 5 microphones 16 sets of 6 speech signals (3 male, 3 female, different for each of the 16 sets) SNR was between 20 and 30 dB Typical values are: f l = 250Hz, t2 = 20 dB, t3 = 0.2 13
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Presented the NOSET algorithm to estimate the number of sources in blind source separation. It relies on DOA estimation at selected one-source TF points and works in both overdetermined and underdetermined situations. 16
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