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Area of Science:

  • Geophysics
  • Seismology
  • Earthquake Science

Background:

  • Accurate forecasting of large earthquakes is crucial for seismic hazard assessment.
  • Statistical models using paleoseismic data are key tools for earthquake recurrence interval analysis.
  • Existing methods often struggle with measurement errors and model uncertainties inherent in paleoseismic records.

Purpose of the Study:

  • To compare five statistical models for forecasting large earthquakes.
  • To implement Bayesian model-averaging for time-dependent, probabilistic earthquake forecasts.
  • To assess the benefits of model-averaging for paleoseismic data with significant uncertainties.

Main Methods:

  • Compilation and analysis of paleoseismic data from 93 active fault segments globally.
  • Comparison of five distinct statistical models for earthquake recurrence.
  • Application of Bayesian model-averaging to integrate model predictions and account for measurement errors.

Main Results:

  • The study produced time-dependent, probabilistic earthquake rupture forecasts for the next 50 years for 93 fault segments.
  • A single best model was favored for 65 fault segments, while 28 segments benefited from the model-averaging approach.
  • Forecasts included probabilities of rupture and predicted occurrence times for the next large earthquake on each segment.

Conclusions:

  • No single statistical model universally explains large earthquake recurrence.
  • An ensemble forecasting approach, like Bayesian model-averaging, is advantageous for paleoseismic data, especially with limited data and large measurement errors.
  • The developed methodology enhances seismic hazard assessment by providing more robust earthquake forecasts.