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    Catégorie de document Contribution à un colloque ou à un congrès
    Titre A Source/Filter Model with Adaptive Constraints for NMF-based Speech Separation
    Auteur principal Damien Bouvier
    Co-auteurs Nicolas Obin, Marco Liuni, Axel Roebel
    Colloque / congrès International Conference on Acoustics, Speech, and Signal Processing (ICASSP). Shanghai : 2016
    Comité de lecture Oui
    Année 2016
    Statut éditorial Accepté - publication en cours
    Résumé

    This paper introduces a constrained source/filter model for semi- supervised speech separation based on non-negative matrix factorization (NMF). The objective is to inform NMF with prior knowledge about speech, providing a physically meaningful speech separation. To do so, a source/filter model (indicated as Instantaneous Mixture Model or IMM) is integrated in the NMF. Further- more, constraints are added to the IMM-NMF, in order to control the NMF behaviour during separation, and to enforce its physical meaning. In particular, a speech specific constraint - based on the source/filter coherence of speech - and a method for the automatic adaptation of constraints’ weights during separation are presented. Also, the proposed source/filter model is semi-supervised: during training, one filter basis is estimated for each phoneme of a speaker; during separation, the estimated filter bases are then used in the constrained source/filter model. An experimental evaluation for speech separation was conducted on the TIMIT speakers database mixed with various environmental background noises from the QUT- NOISE database. This evaluation showed that the use of adaptive constraints increases the performance of the source/filter model for speaker-dependent speech separation, and compares favorably to fully-supervised speech separation.

    Mots-clés speech separation / non-negative matrix factorization / source / filter model / constraints
    Equipe Analyse et synthèse sonores
    Cote Bouvier16a
    Adresse de la version en ligne http://architexte.ircam.fr/textes/Bouvier16a/index.pdf

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