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Journal of Mathematics and Music
Mathematical and Computational Approaches to Music Theory, Analysis, Composition and Performance
Volume 15, 2021 - Issue 3
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Articles

Entropy of Fourier coefficients of periodic musical objects

Emmanuel AmiotLaboratoire de Mathématiques, Physique, et Informatique, Université de Perpignan Via Domitia, Perpignan, FranceCorrespondence[email protected] [email protected]
Pages 235-246 | Received 14 Aug 2019, Accepted 30 May 2020, Published online: 01 Jul 2020

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Jin Yan & Xiongjun Xia. (2023) Interactive Audio-Visual Course Teaching of Music Education Based on VR and AI Support. International Journal of Human–Computer Interaction 0:0, pages 1-8.
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Ricardo Gómez Aíza. (2023) Symbolic dynamical scales: modes, orbitals, and transversals. Journal of Mathematics and Music 17:1, pages 46-64.
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Articles from other publishers (3)

Cédric Viaccoz, Daniel Harasim, Fabian C. Moss & Martin Rohrmeier. (2022) Wavescapes: A visual hierarchical analysis of tonality using the discrete Fourier transform. Musicae Scientiae 27:2, pages 390-427.
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Enas Abdulhay, Maha Alafeef, Hikmat Hadoush, V. Venkataraman & N. Arunkumar. (2022) EMD-based analysis of complexity with dissociated EEG amplitude and frequency information: a data-driven robust tool -for Autism diagnosis- compared to multi-scale entropy approach. Mathematical Biosciences and Engineering 19:5, pages 5031-5054.
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Daniel Harasim, Giovanni Affatato & Fabian C. Moss. 2022. Mathematics and Computation in Music. Mathematics and Computation in Music 363 368 .

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