Beta-Divergence-Based Recurrence Plots for Audio Time-Series Analysis

While recurrence plots (RPs) are a well-known tool in various fields such as physics, astronomy, and health sciences, their application in audio signal processing remains limited. RPs are a data-analysis tool that visualizes recurrences of states, which are typically measured by the Euclidean norm. When analyzing audio data, however, <tex>$\beta$</tex>-divergences are more common than the Euclidean norm because of their adaptability and suitability for audio-specific characteristics. Therefore, we propose the use of <tex>$\beta$</tex>-divergence-based RPs to gain additional insight into audio data. In this paper, we explore the properties of such RPs, providing a fundamental understanding of their characteristics and an indication of possible future applications. Our findings show that <tex>$\beta$</tex>-divergence-based RPs can provide additional information over traditional RPs, making them well-suited for audio analysis.

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Publication Details

Published
2025-09-08
DOI
https://doi.org/10.23919/eusipco63237.2025.11226301
Primary Topic
Music and Audio Processing
Type
article
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article

Beta-Divergence-Based Recurrence Plots for Audio Time-Series Analysis

Norbert Marwan, Martijn Boussé, Philippe Dreesen, Elena Deckert
Music and Audio Processing
article

Beta-Divergence-Based Recurrence Plots for Audio Time-Series Analysis

Norbert Marwan, Martijn Boussé, Philippe Dreesen, Elena Deckert
article en

Abstract

While recurrence plots (RPs) are a well-known tool in various fields such as physics, astronomy, and health sciences, their application in audio signal processing remains limited. RPs are a data-analysis tool that visualizes recurrences of states, which are typically measured by the Euclidean norm. When analyzing audio data, however, <tex>$\beta$</tex>-divergences are more common than the Euclidean norm because of their adaptability and suitability for audio-specific characteristics. Therefore, we propose the use of <tex>$\beta$</tex>-divergence-based RPs to gain additional insight into audio data. In this paper, we explore the properties of such RPs, providing a fundamental understanding of their characteristics and an indication of possible future applications. Our findings show that <tex>$\beta$</tex>-divergence-based RPs can provide additional information over traditional RPs, making them well-suited for audio analysis.

Maastricht University (NL), Potsdam Institute for Climate Impact Research (DE)
Openalex Percentile: Top 53%
Music and Audio Processing
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