Academia.eduAcademia.edu

Outline

Onset detection in musical audio signals

2003, Proceedings of the International Computer …

Abstract

This paper presents work on changepoint detection in musical audio signals, focusing on the case where there are note changes with low associated energy variation. Several methods are described and results of the best are presented.

References (12)

  1. Abdallah, S. and M. Plumbley (2003). Unsupervised onset de- tection: a probabilistic approach using ICA and a hidden Markov classifier. In Proc. Cambridge Music Processing Colloquium.
  2. Blackman, S. and R. Popoli (1999). Design and Analysis of Mod- ern Tracking Systems. Artech House.
  3. Davy, M. and S. Godsill (2002). Detection of abrupt spectral changes using support vector machines: an application to au- dio signal segmentation. In Proc. ICASSP.
  4. Dixon, S. (2001). Automatic extraction of tempo and beat from expressive performaces. J. NMR 30(1), 39-58.
  5. Duxbury, C., M. Sandler, and M. Davies (2002). A hybrid ap- proach to musical note detection. In Proc. Digital Audio Ef- fects Workshop (DAFx), Hamburg, pp. 33-8.
  6. Foote, J. and S. Uchihashi (2001). The beat spectrum: a new ap- proach to rhythm analysis. In Proc. Int. Conf. on Multimedia and Expo (ICME).
  7. Gustafsson, F. (2000). Adaptive Filtering and Change Detection. Wiley.
  8. Hainsworth, S. and M. Macloed (2003). Beat tracking with par- ticle filtering algorithms. In IEEE Workshop on Applications of Signal Processing to Audio and Acoustics, Mohonk, NY.
  9. Klapuri, A. (1998). Automatic transcription of music. Master's thesis, Audio Research Group, University of Tampere, Fin- land.
  10. Macleod, M. (1998). High resolution nearly-ML estimation of sinusoids in noise using a fast frequency domain approach. In Proc. EUSIPCO, pp. 1849-52.
  11. Punskaya, E., C. Andrieu, A. Doucet, and W. Fitzgerald (2002, March). Bayesian curve fitting using MCMC with applica- tion to signal segmentation. IEEE Trans. Signal Process- ing 50(3), 747-68.
  12. Serra, X. (1997). Musical sound modeling with sinusoids plus noise. In C. Roads, S. Pope, A. Picialli, and G. De Poli (Eds.), Musical Signal Processing, Chapter 3, pp. 91-122. Swets and Zeitlinger.