Machine Composition of Korean Music via Topological Data Analysis and Artificial Neural Network
Mai Lan Tran, Dongjin Lee, Jae-Hun Jung

TL;DR
This paper introduces a novel AI music composition method that uses topological data analysis and the Overlap matrix to learn composition principles from Korean music data, enabling algorithmic creation of new music.
Contribution
The paper presents a new approach to AI music composition that captures underlying musical principles via TDA and the Overlap matrix, moving beyond blackbox neural network models.
Findings
Successfully reconstructed Korean music data as graphs for TDA analysis
Identified unique cycles in music using persistent homology
Enabled algorithmic music composition using the Overlap matrix
Abstract
Common AI music composition algorithms based on artificial neural networks are to train a machine by feeding a large number of music pieces and create artificial neural networks that can produce music similar to the input music data. This approach is a blackbox optimization, that is, the underlying composition algorithm is, in general, not known to users. In this paper, we present a way of machine composition that trains a machine the composition principle embedded in the given music data instead of directly feeding music pieces. We propose this approach by using the concept of {\color{black}{Overlap}} matrix proposed in \cite{TPJ}. In \cite{TPJ}, a type of Korean music, so-called the {\it Dodeuri} music such as Suyeonjangjigok has been analyzed using topological data analysis (TDA), particularly using persistent homology. As the raw music data is not suitable for TDA analysis, the…
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Taxonomy
TopicsTopological and Geometric Data Analysis
