The Topos of Music: Geometric Logic of Concepts, Theory, and Performance

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Birkhäuser, 6 dec. 2012 - 1344 pagini
With contributions by numerous experts
 

Cuprins

Taxonomy of Expressive Performance
733
Performance Grammars
747
Stemma Theory
755
Operator Theory
771
Architecture
807
README
825
contrapunctus_III
831
Performance Experiments
833

Local Compositions
105
Symmetries and Morphisms
135
Yoneda Perspectives
175
Paradigmatic Classification
191
Orbits
203
programs
230
sources
258
Topological Specialization
275
Global Compositions
299
rubato
319
Global Perspectives
333
Global Classification
349
Classifying Interpretations
369
Esthetics and Classification
387
Predicates
397
Topoi of Music
427
Visualization Principles
439
Topologies for Rhythm and Motives
453
Motif Gestalts
465
Critical Preliminaries
501
Harmonic Semantics
529
Cadence
551
Modulation
563
Local and Global Performance Transformations
663
nextrubato
665
Performance Fields
681
Initial Sets and Initial Performances
695
Statistics of Analysis and Performance
853
kuriose_geschichte
858
Differential Operators and Regression
871
Principles of Music Critique
905
Critical Fibers
911
Unfolding Geometry and Logic in Time
933
Local and Global Strategies in Composition
939
Synthesis by Guerino Mazzola
955
ObjectOriented Programming in OpenMusic
967
Historical and Theoretical Prerequisites
993
Estimation of Resolution Parameters
999
The Travelling Wave
1041
Aspects of Consonance and Dissonance
1049
Sets Relations Monoids Groups
1057
Rings and Algebras
1075
E Modules Linear and Affine Transformations
1083
F Algebraic Geometry
1107
G Categories Topoi and Logic
1115
H Complements on General and Algebraic Topology
1145
J Eulers Gradus Function
1165
Two Three and Four Tone Motif Classes
1183
N WellTempered and Just Modulation Steps
1197
O Counterpoint Steps
1211
Bibliography
1221
Index
1253
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