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Miwa Fukino Laboratory (Mathematical Musical Brain Laboratory)
Miwa Fukino Laboratory (Mathematical Musical Brain Laboratory)

吹野美和

In this laboratory, we conduct research into the brain and biological mechanisms that generate emotions when listening to music.
Music evokes emotions. However, individual emotions cannot be accurately estimated by simple machine learning of sound alone, as differences in musical experience and circumstances, as well as musical elements, also have an impact. We will use two approaches, nonlinear time series analysis and computational brain models, to elucidate why these individual differences arise. In the future, we hope to apply this to entertainment and realize technology that uses sound to improve psychological and physiological states without the use of drugs.

Basic Information

Faculty name/Affiliation Miwa Fukino / Department of Data Science
Specialized Fields Nonlinear time series analysis, auditory information processing, music-induced emotions
Research theme
  • Nonlinear Time Series Analysis
  • Computational model of the brain
Research keywords Reservoir computing, predictive coding, recurrence plot, nonlinear time series analysis, music, brain function, emotion
Faculty introduction URL https://www3.med.teikyo-u.ac.jp/profile/ja.26ff28ab6b09d309.html

Our Research

Study of the mechanisms of individual sensitivity to music using a computational model of the auditory cortex

Using a predictive coding model of the auditory cortex using reservoir computing, we will describe individual differences in perception and the relationship between prediction and emotion as a computational model, and use this model to elucidate the mechanisms underlying individual perception of music.

Research into nonlinear time series analysis methods for media data, primarily music audio, and brain and physiological data

We will use recurrence plots, an important method for nonlinear time series analysis, to visualize and index the high-dimensional rules that lie behind music acoustics and brain/physiological data. By using hierarchical recurrence plots and extensions to point processes, we will be able to handle long data sets and data sets with different formats, which were previously difficult to handle with recurrence plots, and observe phenomena from new perspectives (the figure shows an example visualization of a pop song. Similar patterns can be seen in the repeated choruses of the red squares).

Papers and Conferences Presentation

Paper presentation

Title Laboratory Contents
Coarse-graining time series data : Recurrence plot of recurrence plots and its application for music   Miwa Fukino Laboratory (Mathematical Musical Brain Laboratory) detail

Conference presentation

Title Society name Laboratory Contents
Subjective and Objective Complexity of Musical Rhythm and Harmony Joint Conference of the 17th International Conference on Music Perception and Cognition and the 7th Conference(ICMPC17-APSCOM7, Tokyo, Japan) Miwa Fukino Laboratory (Mathematical Musical Brain Laboratory) detail