Bayesian Inference for Epidemic Final Size Datasets with Hidden Underlying Household Structure
Joseph Brooks, Thomas House, Lorenzo Pellis, Joe Hilton

TL;DR
This paper introduces a Bayesian inference method using MCMC to estimate disease transmission rates from household data, accounting for hidden household structures, thereby improving the accuracy and generalizability of epidemiological models.
Contribution
The study presents a novel Bayesian MCMC approach that infers unreported household structures, enabling more accurate transmission estimates from varied-resolution data.
Findings
Achieved over 95% coverage in transmission rate estimates with synthetic data.
Stratifying SARs by household size reduces uncertainty in estimates.
Reporting household-stratified data enhances model utility and accuracy.
Abstract
Households represent a key unit of interest in infectious disease epidemiology, in both empirical studies and mathematical modelling. The within-household transmission potential of a disease is often summarised by a secondary attack ratio (SAR). Despite its widespread use, the SAR depends on the household size distribution (HHSD) seen during the study period, making it difficult to generalise to new contexts. Extending estimates of transmission potential to new populations instead requires estimates of person-to-person transmission rates which can be convoluted with data on population structure to parametrise mechanistic transmission models. In this study we present a new Bayesian inference method which uses an MCMC algorithm to infer the transmission intensity by imputing the unreported household structure underlying the epidemic. This method can be run on household epidemiological…
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Taxonomy
TopicsCOVID-19 epidemiological studies · Zoonotic diseases and public health · Viral Infections and Outbreaks Research
