· 2016
Deep clustering: Discriminative embeddings for segmentation and separation
- 1,432citations
- 2016year
Short summary
A deep learning framework called deep clustering uses contrastive embeddings to segment and separate audio sources, achieving 6dB improvement in signal quality for two-speaker mixtures and performing surprisingly well on three-speaker mixtures.
AI-generated from the title and abstract; the full text is not read.
Key points
- Deep clustering framework uses contrastive embeddings for audio source separation.
- Embeddings implicitly predict segmentation labels, approximating spectral clustering.
- Speaker-independent model trained on two-speaker mixtures improved signal quality by 6dB.
- Model shows surprising effectiveness on three-speaker mixtures.
AI-generated from the title and abstract; the full text is not read.
Abstract
We address the problem of "cocktail-party" source separation in a deep learning framework called deep clustering. Previous deep network approaches to separation have shown promising performance in scenarios with a fixed number of sources, each belonging to a distinct signal class, such as speech and noise. However, for arbitrary source classes and number, "class-based" methods are not suitable. Instead, we train a deep network to assign contrastive embedding vectors to each time-frequency region of the spectrogram in order to implicitly predict the segmentation labels of the target spectrogram from the input mixtures. This yields a deep network-based analogue to spectral clustering, in that the embeddings form a low-rank pair-wise affinity matrix that approximates the ideal affinity matrix, while enabling much faster performance. At test time, the clustering step "decodes" the segmentation implicit in the embeddings by optimizing K-means with respect to the unknown assignments. Preliminary experiments on single-channel mixtures from multiple speakers show that a speaker-independent model trained on two-speaker mixtures can improve signal quality for mixtures of held-out speakers by an average of 6dB. More dramatically, the same model does surprisingly well with three-speaker mixtures.
The authors' abstract, as published at the source., 2016 · DOI ↗
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Field: Signal Processing
Signal ProcessingComputer Science