Matemática na Música – Bibliografia

  1. BEDIENT, J., BENT, L., JONES, P., The Historical Roots of Elementary Mathematics, Prentice-Hall Inc., New Jersey, 1976
  2. FOLLAND, Gerald B., Fourier Analysis and its applications, Brooks/Cole Publishing Company, Pacific Groove, California, 1992.
  3. HELLEGOUARCH, Yves, “Kreisleriana”, I.R.E.M de Basse-Normandie, Caen, 1985
  4. LOI, Maurice, “Mathématiques et Art”, Hermann, Éditeurs des Sciences et des Arts, Paris, 1995
  5. PAPADOPOULOS, Athanase, Mathematics and Music Theory: from Pythagoras to Rameau, The Mathematical Intelligencer, vol. 24, nº1, Springer-Verlag, New York, 2002
  6. Em formato PDF ou DOC:

  7. BARBOSA, Álvaro M., “Edição Digital de Som”, Sebenta do curso de Som e Imagem da Universidade Católica Portuguesa, 1999
    URL: http://www.abarbosa.org/docs/edicao_digital_som.pdf
  8. BENSON, Dave, Mathematics and Music, Department of Mathematics, University of Georgia, Athens, 2002.
    URL: http://www.maths.abdn.ac.uk/~bensondj/html/maths-music.html
  9. LAZZARINI, Victor, “Elementos de Acústica”, Music Department of National University of Ireland, Maynooth,1998
    URL: http://www.fisica.net/ondulatoria/elementos_de_acustica.pdf
  10. espaço virtuals da Internet consultados: (links verificados em 08/2006)

  11. http://euclides.if.usp.br/~fmt405/apostila/harmonia2/node2.html
  12. http://homepages.kcbbs.gen.nz/rtomes/alex-ha.htm
  13. http://www.tvebrasil.com.br/salto/cronograma2003/ame/pgm5.htm
  14. http://www.cmu.eca.usp.br/lami/tutor/acustica/escalas/escalas.html
  15. http://www.qsl.net/py4zbz/teoria/espectro.htm
  16. http://www.cefetba.br/~fge/NFL/fge2/batimento.html
  17. http://www.geocities.com/matematicacomprazer/logaritmomusica.html
  18. http://imaginatorium.org/books/mathmus.htm
  19. http://www.angelfire.com/musicals/mwmusical/historia/china4.htm
  20. http://reglos.de/musinum/
  21. http://www.chrysalis-foundation.org/Al-Jurjani’s_Canon.htm

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