Mazzola, Guerino
The Topos of Music I: Theory
Part I. Introduction and Orientation
1. What Is Music About?
Guerino Mazzola
2. Topography
Guerino Mazzola
3. Musical Ontology
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4. Models and Experiments in Musicology
Guerino Mazzola
Part II. Navigation on Concept Spaces
5. Navigation
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6. Denotators
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Part III. Local Theory
7. Local Compositions
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8. Symmetries and Morphisms
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9. Yoneda Perspectives
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10. Paradigmatic Classification
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11. Orbits
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12. Topological Specialization
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Part IV. Global Theory
13. Global Compositions
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14. Global Perspectives
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15. Global Classification
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16. Classifying Interpretations
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17. Esthetics and Classification
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18. Predicates
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19. Topoi of Music
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20. Visualization Principles
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Part V. Topologies for Rhythm and Motives
21. Metrics and Rhythmics
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22. Motif Gestalts
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Part VI. Harmony
23. Critical Preliminaries
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24. Harmonic Topology
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25. Harmonic Semantics
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26. Cadence
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27. Modulation
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28. Applications
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Part VII. Counterpoint
29. Melodic Variation by Arrows
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30. Interval Dichotomies as an Expression of Contrast
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31. Modeling Counterpoint by Local Symmetries
Guerino Mazzola
Avainsanat: Mathematics, Mathematics in Music, User Interfaces and Human Computer Interaction, Music, Computer Appl. in Arts and Humanities, Performing Arts, Creativity and Arts Education
- Tekijä(t)
- Mazzola, Guerino
- Julkaisija
- Springer
- Julkaisuvuosi
- 2017
- Kieli
- en
- Painos
- 2nd ed. 2017
- Sarja
- Computational Music Science
- Kategoria
- Eksaktit luonnontieteet
- Tiedostomuoto
- E-kirja
- eISBN (PDF)
- 9783319643649
- Painetun ISBN
- 978-3-319-64363-2