References

music.bib


@BOOK{alan89:_discr,
  AUTHOR = {Alan V. Oppenheim and Ronald W. Schafer},
  TITLE = {Discrete-time signal processing},
  PUBLISHER = {Prentice-Hall},
  SERIES = {Prentice Hall signal processing series},
  YEAR = 1989,
  NOTE = {NOTE: The classical introduction to discrete-time signal processing.},
  CATEGORIE = {A}
}


@INPROCEEDINGS{cheveigne98:_time,
  AUTHOR = {Alain de Cheveigné},
  TITLE = {Time domain processing in the auditory system},
  BOOKTITLE = {ICONIP (International Conference on Neural Information Processing)},
  YEAR = 1998,
  PAGES = {1327-1332},
  PDF = {to_read/signal_processing/iconip98.pdf},
  NOTE = {NOTE: Review models of auditory signal processing that operate in the time domain.},
  CATEGORIE = {A}
}


@INPROCEEDINGS{rodet97:_music_sound_signal_analy_synth,
  AUTHOR = {Xavier Rodet},
  TITLE = {Musical Sound Signal Analysis/Synthesis: Sinusoi\-dal+\-Re\-sidual and Elementary Waveform Models},
  BOOKTITLE = {Proceedings of the IEEE Time-Frequency and Time-Scale Workshop (TFTS'97)},
  YEAR = 1997,
  ADDRESS = {University of Warwick, Coventry, UK},
  MONTH = {27th-29th August},
  URL = {to_read/signal_processing/rodet98musical.ps.gz},
  NOTE = {NOTE: Another paper about the harmonic plus noise sound model.},
  CATEGORIE = {A}
}


@ARTICLE{irizarry02:_weigh_estim_harmon_compon_music_sound_signal,
  AUTHOR = {Rafael A. Irizarry},
  TITLE = {Weighted Estimation of Harmonic Components in a Musical Sound Signal},
  JOURNAL = {Journal of Time Series Analysis},
  YEAR = 1999,
  VOLUME = 23,
  PAGES = {29-48},
  URL = {to_read/signal_processing/half_done/irizarry99weighted.ps.gz},
  NOTE = {NOTE: A paper about the harmonic signal plus noise musical sound model.},
  CATEGORIE = {A}
}


@ARTICLE{irizarry01:_local_harmon_estim_music_sound_signal,
  AUTHOR = {Rafael A. Irizarry},
  TITLE = {Local Harmonic Estimation in Musical Sound Signals},
  JOURNAL = {Journal of the American Statistical Association},
  YEAR = 2001,
  PS = {to_read/signal_processing/jasa99.ps},
  NOTE = {NOTE: A local harmonic model that tracks changes in pitch and in the amplitudes of the harmonics is fit. Ways to choose appropriate window sizes are also studied.},
  CATEGORIE = {A}
}

This bibliography was generated by Jean-François Paiement.