Journal of Mathematics and Music

Papers
(The TQCC of Journal of Mathematics and Music is 1. The table below lists those papers that are above that threshold based on CrossRef citation counts [max. 250 papers]. The publications cover those that have been published in the past four years, i.e., from 2021-06-01 to 2025-06-01.)
ArticleCitations
Algebraic tunings8
About some products of Fourier coefficients: proving a conjecture of Jason Yust4
Exhaustive chord progressions and their use in music composition4
Mathematical foundations of complex tonality3
A review of Godfried Toussaint's The Geometry of Musical Rhythm3
Topological data analysis of Korean music in Jeongganbo: a cycle structure3
Towards a mathematical foundation for music theory and composition: a theory of structure2
Tonal harmony and the topology of dynamical score networks2
Colleague, collaborator, friend Jack Douthett (1942–2021)2
On the divisions of the octave in generalized Pythagorean scales and their bidimensional representation2
Turning the volvelle: Exploring Jack Douthett's voice leading dynamics2
In Memoriam2
Overcoming amnesia: on Xenakis's algebraic sources for musical theorization and composition2
Mathematical model of modulation in traditional Chinese music: theory and computational implementation2
The inconstancy of music2
An algebra of chords for a non-degenerate Tonnetz2
A geometric framework for pitch estimation on acoustic musical signals2
Letters on Hook's group, 20001
Explicit presentations of topological categories of gestures1
Exploring Musical Spaces: A Synthesis of Mathematical Approaches1
Ostinatos in Black-Atlantic traditions: generic-specific similarity and proximity1
Two letters by Jack Douthett on uniform triadic transformations1
Three-string inharmonic networks1
Antisphere : exploring non-Euclidean musical spaces1
Symbolic dynamical scales: modes, orbitals, and transversals1
Machine composition of Korean music via topological data analysis and artificial neural network1
Renaissance canons with asymmetric schemes1
Musical stylistic analysis: a study of intervallic transition graphs via persistent homology1
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