A Platonic Model of Funky Rhythms

Author:

Cohn Richard1

Affiliation:

1. Yale University

Abstract

Many popular and improvised musics project duple meter at multiple levels of a metric hierarchy, and superimpose upon them a series of three-unit spans that induce multi-levelled conflicts with that hierarchy. Adopting a real-time generative model from Pressing 1983, this paper attributes these metric conflicts to relations among the small numbers that underlie the meters. This model suggests a deep resemblance between funky rhythms and the acoustic relations at the core of Plato's model of musical tone. Examples of 3-generation, superimposed on cycles of 8, 16, 32, and 64 units, are examined in compositions of Scott Joplin, Duke Ellington, Robert and Richard Sherman, Bill Withers, and Deadmau5.

Publisher

Society for Music Theory

Subject

Music

Reference70 articles.

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2. Berlin, Edward A. 1980.Ragtime: A Musical and Cultural History.University of California Press.

3. Biamonte, Nicole. 2014. “Formal Functions of Metric Dissonance in Rock Music.”Music Theory Online20.2. http://www.mtosmt.org/issues/mto.14.20.2/mto.14.20.2.biamonte.html.

4. Blesh, Rudi. 1973.Classic Piano Rags.Dover.

5. Breslauer, Peter. 1988. “Diminutional Rhythm and Melodic Structure.”Journal of Music Theory32 (1): 1–21.

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