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Titlebook: Mathematics and Computation in Music; Third International Carlos Agon,Moreno Andreatta,John Mandereau Conference proceedings 2011 Springer

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Building Topological Spaces for Musical Objectsvel classifications and provides new computational tools. In this paper, we show how a topological representation for .-note chords associated with the degrees of the diatonic scale and for the All-Interval Series (AIS) can be automatically built using ., a rule-based spatial programming language. T
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A Model for Collective Free Improvisationsome interesting mechanisms of CFI. We use two variables: the . and the .. Both variables are used to describe the production and organization of the improvisers’ signals. Using a system of Landau equations, we propose a non-linear dynamics for the intention evolving on a short time-scale while the
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Spelled Heptachordsmetries of spc space are transposition and inversion along the line of fifths. Because of the inextricable link between pitch spelling and diatonic scales, ..—seven-note spc sets that include each letter name exactly once—occupy a privileged position in this theory. Spelled heptachords may be regard
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Fundamental Passacaglia: Harmonic Functions and the Modes of the Musical Tetractysby a dialectical interpretation—and redeploy them within an alternative theoretical framework: the combinatorics of the modes of the musical ., enriched by musical-theoretical interpretations of selected mathematical facts. Section 1 introduces tonal perspectives of the analysis of the fundamental b
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