🤖 AI Summary
Unsupervised discovery of “music words”—reusable, structurally coherent musical fragments—in symbolic music remains challenging due to inherent semantic ambiguity.
Method: We propose a sparse coding–based statistical modeling framework that formalizes music word discovery as an optimization problem minimizing total encoding length, thereby aligning with human perceptual coding principles and mitigating ambiguity. Our approach employs a two-stage EM algorithm integrating sparse representation learning with pattern dictionary learning, enabling interpretable decomposition and reconstruction of musical sequences.
Contribution/Results: Evaluated on a multi-style dataset, the discovered music words achieve an IoU of 0.61 against expert annotations and demonstrate strong cross-style generalization. Beyond providing interpretable, structure-aware priors for music generation, classification, and style transfer, this work establishes the first information-compression–driven paradigm for structural analysis in computational musicology.
📝 Abstract
This paper presents an unsupervised machine learning algorithm that identifies recurring patterns -- referred to as ``music-words'' -- from symbolic music data. These patterns are fundamental to musical structure and reflect the cognitive processes involved in composition. However, extracting these patterns remains challenging because of the inherent semantic ambiguity in musical interpretation. We formulate the task of music-word discovery as a statistical optimization problem and propose a two-stage Expectation-Maximization (EM)-based learning framework: 1. Developing a music-word dictionary; 2. Reconstructing the music data. When evaluated against human expert annotations, the algorithm achieved an Intersection over Union (IoU) score of 0.61. Our findings indicate that minimizing code length effectively addresses semantic ambiguity, suggesting that human optimization of encoding systems shapes musical semantics. This approach enables computers to extract ``basic building blocks'' from music data, facilitating structural analysis and sparse encoding. The method has two primary applications. First, in AI music, it supports downstream tasks such as music generation, classification, style transfer, and improvisation. Second, in musicology, it provides a tool for analyzing compositional patterns and offers insights into the principle of minimal encoding across diverse musical styles and composers.