Scalable Calibration of Individual-Based Epidemic Models with Categorical Approximations
by Lorenzo Rimella·Updated 26d ago
5.6 MB2files
Available on 1 platform
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Description
A methodological paper by Lorenzo Rimella, published on figshare in 2026, presents a deterministic approach for calibrating individual-based epidemic models. The work includes a real-world application to the 2001 UK Foot-and-Mouth outbreak, incorporating data from 162,775 farms. The method uses categorical distributions to approximate likelihoods, enabling parameter estimation with automatic differentiation libraries like TensorFlow.
Use Cases
Calibrating individual-based epidemic models based on the described categorical approximation method.
Estimating parameters for models with individual-specific transition rates based on the automatic differentiation approach.
Analyzing disease outbreaks with spatial interactions and under-reporting using the scalable likelihood framework.
Comparing the performance of approximate inference methods against sampling-based competitors as demonstrated in the paper.
Strengths
Includes a real-world application to a major outbreak, modeling 162,775 farms.
Method is designed for scalability and reduced computational cost compared to competitor methods.
Licensed under CC-BY-4.0 for open sharing and reuse.
Limitations
The dataset is a 5.6 MB PDF document; the underlying data files are not directly provided.
Column-level documentation and sample data are unavailable, limiting immediate analysis.
Row count is unknown, which may limit suitability assessment for direct ML application.
Provenance
Source
Lorenzo Rimella via figshare.
Collection Method
Likely contains results from applying a novel calibration method to synthetic and real-world epidemic data.
Time Range
Includes analysis of the 2001 UK Foot-and-Mouth outbreak.
Freshness
Last updated 2026-05-11 13:56:22; freshness should be verified.
Geography
United Kingdom (for the Foot-and-Mouth disease application).
Primary file is a PDF (5.6 MB); the described data and models are embedded within the academic paper and not provided as standalone structured datasets.