DocumentCode
640513
Title
Towards shifted NMF for improved monaural separation
Author
Jaiswal, R. ; Fitzgerald, D. ; Coyle, Eric ; Rickard, Scott
fYear
2013
fDate
20-21 June 2013
Firstpage
1
Lastpage
7
Abstract
The ability of Non-negative Matrix Factorisation (NMF) to decompose magnitude spectrogram into meaningful entities has found use in many audio applications. NMF can be used to factorise audio spectrogram of a music signal into parts based frequency basis functions which typically corresponds to notes and chords in music. However, these pitched basis functions needed to be clustered to their respective sources. Many clustering algorithms have been proposed to group these basis functions. Recently, Shifted Non-negative Matrix Factorisation (SNMF) based methods have been used to reconstruct individual sound sources. Clustering of basis functions using SNMF uses a Constant Q Transform (CQT) of the frequency basis functions. Here, we argue that incorporating the CQT into the SNMF model can be used to better the separation quality of individual sources. An algorithm is presented to estimate sound sources and is an improvement to the existing techniques. Results are compared to show the improvement.
Keywords
acoustic generators; acoustic radiators; audio signal processing; decomposition; matrix decomposition; pattern clustering; signal reconstruction; source separation; transforms; CQT; SNMF; audio application; audio spectrogram factorisation; clustering algorithm; constant Q transform; frequency basis function; improved monaural separation; individual sound source reconstruction; magnitude spectrogram decomposition; music signal; pitched basis function; shifted nonnegative matrix factorisation; sound source estimation; Frequency basis functions; NMF; Single channel Source Separation; shifted NMF;
fLanguage
English
Publisher
iet
Conference_Titel
Signals and Systems Conference (ISSC 2013), 24th IET Irish
Conference_Location
Letterkenny
Electronic_ISBN
978-1-84919-754-0
Type
conf
DOI
10.1049/ic.2013.0027
Filename
6621213
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