Harmonic, melodic, and functional automatic analysis
P. Illescas, D. Rizo, und J. Iñesta. Proceedings of the 2007 International Computer Music Conference, I, Seite 165--168. (2007)
Zusammenfassung
This work is an effort towards the development of a system for the automation of traditional harmonic analysis of polyphonic scores in symbolic format. A number of stages have been designed in this procedure: melodic analysis of harmonic and non-harmonic tones, vertical harmonic analysis, tonality, and tonal functions. All these informations are represented as a weighted directed acyclic graph. The best possible analysis is the path that maximizes the sum of weights in the graph, obtained through a dynamic programming algorithm. The feasibility of this approach has been tested on six J.S. Bach's harmonized chorales
%0 Conference Paper
%1 Illescas2007
%A Illescas, Plácido R.
%A Rizo, David
%A Iñesta, José M.
%B Proceedings of the 2007 International Computer Music Conference
%D 2007
%K analysis harmony mem music
%P 165--168
%T Harmonic, melodic, and functional automatic analysis
%V I
%X This work is an effort towards the development of a system for the automation of traditional harmonic analysis of polyphonic scores in symbolic format. A number of stages have been designed in this procedure: melodic analysis of harmonic and non-harmonic tones, vertical harmonic analysis, tonality, and tonal functions. All these informations are represented as a weighted directed acyclic graph. The best possible analysis is the path that maximizes the sum of weights in the graph, obtained through a dynamic programming algorithm. The feasibility of this approach has been tested on six J.S. Bach's harmonized chorales
@inproceedings{Illescas2007,
abstract = {This work is an effort towards the development of a system for the automation of traditional harmonic analysis of polyphonic scores in symbolic format. A number of stages have been designed in this procedure: melodic analysis of harmonic and non-harmonic tones, vertical harmonic analysis, tonality, and tonal functions. All these informations are represented as a weighted directed acyclic graph. The best possible analysis is the path that maximizes the sum of weights in the graph, obtained through a dynamic programming algorithm. The feasibility of this approach has been tested on six J.S. Bach's harmonized chorales},
added-at = {2010-02-02T17:03:01.000+0100},
author = {Illescas, Plácido R. and Rizo, David and Iñesta, José M.},
biburl = {https://www.bibsonomy.org/bibtex/209b9fdfdd4cdfd24455da9fc0036cef7/aucelum},
booktitle = {Proceedings of the 2007 International Computer Music Conference},
df = {icmc07_tonal_analysis.pdf},
interhash = {7c421f512b1fa80c1a1e1321b3406369},
intrahash = {09b9fdfdd4cdfd24455da9fc0036cef7},
keywords = {analysis harmony mem music},
pages = {165--168},
timestamp = {2010-02-02T17:03:02.000+0100},
title = {Harmonic, melodic, and functional automatic analysis},
volume = {I},
year = 2007
}