Bayesian event categorization matrix approach for explosion monitoring

SUMMARY Current efforts to correctly categorize natural events from suspected explosion sources with data that is collected by ground- or space-based sensors presents historical challenges that remain unaddressed by the Event Categorization Matrix (ECM) model. Smaller historical events (lower yield explosions) may have data available from fewer measurement techniques than are available today, and therefore, a historical event record can lack a complete set of discriminants. The covariance structures can also differ between such observations of event (source-type) categories. Both obstacles are problematic for the classic ECM model. Our work addresses this gap and presents a Bayesian update to the previous ECM model, termed the Bayesian Event Categorization Matrix model, which can be trained on partial observations and does not rely on a pooled covariance structure. We further augment the ECM model with Bayesian Decision Theory so that false negative or false positive rates of an event categorization can be reduced in an intuitive manner. To demonstrate improved categorization rates for the Bayesian Event Categorization Matrix model, we compare an array of Bayesian and classic models with multiple performance metrics using Monte Carlo experiments. We use both synthetic and real data. Our Bayesian models show consistent gains in overall accuracy and lower false negative rates relative to the classic ECM model. We propose future avenues to improve Bayesian Event Categorization Matrix models’ decision making and predictive capability.

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Publication Details

Journal
Geophysical Journal International
Published
2025-05-10
DOI
https://doi.org/10.1093/gji/ggaf171
Primary Topic
Risk and Safety Analysis
Type
article
Field-Weighted Citation Impact
0.00

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article

Bayesian event categorization matrix approach for explosion monitoring

Joshua Carmichael, Brian J. Williams, Scott Koermer
1 links
Geophysical Journal International
Risk and Safety Analysis
article

Bayesian event categorization matrix approach for explosion monitoring

Joshua Carmichael, Brian J. Williams, Scott Koermer
article en

Abstract

SUMMARY Current efforts to correctly categorize natural events from suspected explosion sources with data that is collected by ground- or space-based sensors presents historical challenges that remain unaddressed by the Event Categorization Matrix (ECM) model. Smaller historical events (lower yield explosions) may have data available from fewer measurement techniques than are available today, and therefore, a historical event record can lack a complete set of discriminants. The covariance structures can also differ between such observations of event (source-type) categories. Both obstacles are problematic for the classic ECM model. Our work addresses this gap and presents a Bayesian update to the previous ECM model, termed the Bayesian Event Categorization Matrix model, which can be trained on partial observations and does not rely on a pooled covariance structure. We further augment the ECM model with Bayesian Decision Theory so that false negative or false positive rates of an event categorization can be reduced in an intuitive manner. To demonstrate improved categorization rates for the Bayesian Event Categorization Matrix model, we compare an array of Bayesian and classic models with multiple performance metrics using Monte Carlo experiments. We use both synthetic and real data. Our Bayesian models show consistent gains in overall accuracy and lower false negative rates relative to the classic ECM model. We propose future avenues to improve Bayesian Event Categorization Matrix models’ decision making and predictive capability.

Geophysical Journal InternationalVol. 242(1)
Los Alamos National Laboratory (US)
U.S. Department of Energy, National Nuclear Security Administration, Office of Defense Nuclear Nonproliferation, Lawrence Livermore National Laboratory, Los Alamos National Laboratory, Pacific Northwest National Laboratory
Openalex Percentile: Top 90%
Risk and Safety Analysis
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