The purpose of our paper is to introduce African mathematical music theory: to analyse and represent (Nigerian) music through visualizations and sonifications of beat-class theory. Many of the current analytical methods to study African (Nigerian) music lack the qualities necessary to recognize the intricate imbibements from music. Western music theory has evolved largely as a result of non-Western influences and beat-class theory provides a viable solution for the lapses in analytical work which have led to the superimposition of Western ideas on Nigerian music. Musical set theory uses the universal language of mathematics to explore the complexity, beauty and cultural significance of Nigerian music. In our paper we will provide a discussion of Ikpirikpi Ogu, the Ohafia War Dance of Igboland of Nigeria, to explore how Igbo music from Nigeria can be analysed through the narrative of mathematical music theory using visualizations and sonifications of beat-class theory in circular cyclic graphs and ski-hill graphs to represent and acknowledge the listener’s psychoacoustic experience of music.
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2 December 2019
178th Meeting of the Acoustical Society of America
2–6 December 2019
San Diego, California
Musical Acoustics: Paper 3aMU3
December 26 2019
Mathematical music theory and the representation of Igbo music
Andrea Mary Calilhanna
;
Andrea Mary Calilhanna
1MARCS Institute for Brain,
Behaviour and Development, Western Sydney University
, Sydney, New South Wales, 2116, AUSTRALIA
; a.calilhanna@gmail.com; a.calilhanna@westernsydney.edu.au
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Stephen Gbakobachukwu Onwubiko
Stephen Gbakobachukwu Onwubiko
2Department of Music,
University of Nigeria
, Nsukka, Enugu, 410002, NIGERIA
; stephen.onwubiko@gmail.com
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Proc. Mtgs. Acoust. 39, 035002 (2019)
Article history
Received:
September 24 2019
Accepted:
November 13 2019
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Mathematical music theory and the representation of Igbo music
Citation
Andrea Mary Calilhanna, Stephen Gbakobachukwu Onwubiko; Mathematical music theory and the representation of Igbo music. Proc. Mtgs. Acoust. 2 December 2019; 39 (1): 035002. https://doi.org/10.1121/2.0001136
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