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February 14, 2026Fractal and Fractional0 citationsOpen Access

Multifractal and Entropic Properties of Seismic Noise in the Japanese Islands

ALA. A. Lyubushin

Key Points

  • The research aims to investigate the multifractal and entropic properties of seismic noise in relation to earthquake occurrences.
  • Analyzed seismic noise data from the F-net network (1997–2025) in Japan.
  • Utilized nonlinear noise statistics, including entropy and multifractal measures.
  • Compared changes in noise properties with strong earthquake sequences.
  • Estimated effects of local noise properties relative to seismic events using point process models.
  • Applied Hilbert–Huang decomposition to study synchronization of noise amplitudes.
  • Identified significant changes in seismic noise structure before and after major earthquakes.
  • Found a correlation between noise property extrema and the timing of seismic events.
  • Revealed patterns in weighted probability density maps associated with past mega-earthquakes.

Abstract

This article examines the behavior of seismic noise fields over the Japanese islands recorded by the F-net seismic network for 1997–2025. This paper uses nonlinear noise statistics: the entropy of the wavelet coefficient distribution, the Donoho–Johnston (DJ) wavelet index, and the multifractal singularity spectrum support width. These parameters were chosen because their changes reflect the complication or simplification of the noise structure. Changes in the structure of seismic noise properties are analyzed in comparison with a sequence of strong earthquakes. Using a model of the intensity of interacting point processes, the effect of the leading of local noise property extrema relative to the seismic event times is estimated. Using the Hilbert–Huang decomposition, the synchronization of the amplitudes of the envelopes of noise property time series for different IMF levels is estimated. A sequence of weighted probability density maps of extreme values of noise properties is analyzed in comparison with the mega-earthquake of 11 March 2011 and the preparation of another possible strong seismic event.

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Cite This Study

A. A. Lyubushin (2026) studied this question.

synapsesocial.com/papers/699011032ccff479cfe57616https://doi.org/10.3390/fractalfract10020122
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