TR2017-134

Coupled initialization of multi-channel non-negative matrix factorization based on spatial and spectral information


    •  Tachioka, Y., Narita, T., Miura, I., Uramoto, T., Monta, N., Uenohara, S., Furuya, K., Watanabe, S., Le Roux, J., "Coupled initialization of multi-channel non-negative matrix factorization based on spatial and spectral information", Interspeech, August 2017.
      BibTeX TR2017-134 PDF
      • @inproceedings{Tachioka2017aug,
      • author = {Tachioka, Yuuki and Narita, Tomohiro and Miura, Iori and Uramoto, Takanobu and Monta, Natsuki and Uenohara, Shingo and Furuya, Kenichi and Watanabe, Shinji and Le Roux, Jonathan},
      • title = {Coupled initialization of multi-channel non-negative matrix factorization based on spatial and spectral information},
      • booktitle = {Interspeech},
      • year = 2017,
      • month = aug,
      • url = {https://www.merl.com/publications/TR2017-134}
      • }
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  • Research Areas:

    Artificial Intelligence, Speech & Audio

Abstract:

Multi-channel non-negative matrix factorization (MNMF) is a multi-channel extension of NMF and often outperforms NMF because it can deal with spatial and spectral information simultaneously. On the other hand, MNMF has a larger number of parameters and its performance heavily depends on the initial values. MNMF factorizes an observation matrix into four matrices: spatial correlation, basis, cluster-indicator latent variables, and activation matrices. This paper proposes effective initialization methods for these matrices. First, the spatial correlation matrix, which shows the largest initial value dependencies, is initialized using the cross-spectrum method from enhanced speech by binary masking. Second, when the target is speech, constructing bases from phonemes existing in an utterance can improve the performance: this paper proposes a speech bases selection by using automatic speech recognition (ASR). Third, we also propose an initialization method for the cluster-indicator latent variables that couple the spatial and spectral information, which can achieve the simultaneous optimization of above two matrices. Experiments on a noisy ASR task show that the proposed initialization significantly improves the performance of MNMF by reducing the initial value dependencies.