Pitanje br. 10629
 
Pitanje: 
 Matematika i glazba
Odgovor: 
 Knjige:

  1. Šikić, Zvonimir. Matematika i muzika. Zagreb : Profil, 2013. - sign. 51 /ŠIK/ m

  2. Kiš Žuvela, Sanja. Zlatni rez i Fibonaccijev niz u glazbi 20. stoljeća. Zagreb : HDGT [i. e.] Hrvatsko društvo glazbenih teoretičara, 2011. - sign. 78 /KIŠ/ z    OP


Članci u časopisima:


  1. Karaga, M. ; Petrovečki, A. Primjena teorije grupa u teoriji glazbe ili kako smjestiti Beethovena na torus. // Math.e. - 25 (2014), 1 ; str. 18-35

  2. Adžaga, Elizabeta : Fibonaccijev niz u glazbi // Matka. - 22 (2014), 88 ; str. 254 - 255


EBSCO Host (pristup u GISKO ili putem NSK Portala elektroničkih izvora):


  1. Wu, Dan, et al. "Bach Is the Father of Harmony: Revealed by a 1/f Fluctuation Analysis across Musical Genres." Plos ONE 10, no. 10 (November 6, 2015): 1-17. Academic Search Complete, EBSCOhost (accessed December 11, 2015).

  2. Wiggins, Geraint A. "Music, mind and mathematics: theory, reality and formality." Journal Of Mathematics & Music 6, no. 2 (July 2012): 111-123. Academic Search Complete, EBSCOhost (accessed December 11, 2015).


Izvori na internetu (2015-12-11):


  1. David Wright. Mathematics and Music. 2009. - Dostupno na: http://www.math.wustl.edu/~wright/Math109/00Book.pdf

  2. Thomas M. Fiore. Music and Mathematics - Dostupno na: http://www-personal.umd.umich.edu/~tmfiore/1/musictotal.pdf

  3. Saloni Shah. An Exploration of the Relationship between Mathematics and Music. Manchester Institute for Mathematical Sciences : School of Mathematics, 2010 - Dostupno na: http://eprints.ma.man.ac.uk/1548/01/covered/MIMS_ep2010_103.pdf


Google Books:


  1. John Fauvel. Music and mathematics : from Pythagoras to fractals. Oxford [u.a.] : Oxford Univ. Press, 2006.
UDK pojmovi: 
51 Matematika, 78 Glazba
Predmetnice: 
 Glazba -- Matematičke studije