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Journal of Mathematics and Music
Mathematical and Computational Approaches to Music Theory, Analysis, Composition and Performance
Volume 16, 2022 - Issue 3: Tribute to Jack Douthett; Guest Editor: Jason Yust
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Articles

Turning the volvelle: Exploring Jack Douthett's voice leading dynamics

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Pages 346-366 | Received 23 Sep 2022, Accepted 22 Nov 2022, Published online: 04 Jan 2023

References

  • Amiot, Emmanuel. 2009a. “David Lewin and Maximally Even Sets.” Journal of Mathematics and Music 1 (3): 157–172. doi:10.1080/17459730701654990
  • Amiot, Emmanuel. 2009b. “New Perspectives on Rhythmic Canons and the Spectral Conjecture.” Journal of Mathematics and Music 3 (2): 71–84. doi:10.1080/17459730903040709
  • Chen, Yingshi. 2002. “Theory and Notation in China.” In The Garland Encyclopedia of World Music: East Asia: China, Japan, and Korea, edited by Yosihiko Tokumaru Robert C. Provine and J. Lawrence Witzleben. Routledge.
  • Clough, John, and Jack Douthett. 1991. “Maximally Even Sets.” Journal of Music Theory 35 (1/2): 93–173. doi:10.2307/843811
  • Douthett, Jack. 2008. “Filtered Point-Symmetry and Dynamical Voice-Leading.” In Music Theory and Mathematics: Chords, Collections, and Transformations, edited by Jack Douthett, Martha Hyde, and Charles Smith, 72–106. University of Rochester Press.
  • Hook, Julian. 2008. “Signature Transformations.” In Music Theory and Mathematics: Chords, Collections, and Transformations, edited by Jack Douthett, Martha Hyde, and Charles Smith, 137–160. University of Rochester Press.
  • Weiss, Susan. 2019. “Ambrosius Wilfflingseder's Erotemata Musices.” In Thinking 3D: Collaborative Online Research Initiative. https://www.thinking3d.ac.uk/MusicalVolvelles/.

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