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Mathematical.Theory.Of.Music.Jedrzejewski.2006.en.pdf torrent |
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49.68 MB |
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| Torrent added: | 2026-01-09 07:38:13 |
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Torrent Description
Mathematical Theory of Music

 Auteur : Franck Jedrzejewski Éditeur : Ircam-Centre Pompidou Catégories : Music Maths
Fiche de l'ebook ISBN : 275210023X
 This book provides a unified account of mathematical tools for music theory and analysis, as alternatives to empirical methods. It constitutes a unique reference.
The first chapters of the book take as its subject the staple (basic, essential, age-old...) topics in systematic musicology: harmonic and sonance models, Helmholtz research, Costere affinity models as well as chords and scales taxonomy using group action method. Messiaen's limited transposition modes are generalized to n-tone equal temperament.
Methods reviewed by the author briefly include the popular techniques of Forte set theory and Lewin generalized interval systems. The legacy of Hugo Riemann is evoked via the new definition of Riemannian transformations with permutations, which appear in mathematical music theory as carriers for models of some musical objects, as well as for the semantics of other types of musical logic.
Neo-Riemannian investigations also provide new interpretations in the design of chords lattices and isographies. Among the novel features of this book are diagrammatic representations of knots and braids. Schoenberg series are mapped to singular knots. The appendix gives the complete classification of the twelve tone rows in chord diagrams.
In the chapters devoted to tuning and temperaments, the hierarchical organization of contemporary tunings and historical temperaments is studied under various refinements of fundamental concepts: continued fractions, harmonic distance and tuning groups. In the last chapter, the relationships between tilings and canons are related to groups and topology.
This book will be of value to graduate students and research workers in systematic musicology.
 Langue : EN Date de sortie : 01/04/2006 Nombre de pages : 350 Type : Ebook
 Format : PDF Dimensions : Hauteur : 26.00 cm, largeur : 18.00 cm, épaisseur : 1.90 cm Nombre de fichier(s) : 1 Poids Total : 49.6 Mo

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