Abstract

Transmission network modelling to infer ‘who infected whom’ in infectious disease outbreaks is a highly active area of research. Outbreaks of foot-and-mouth disease have been a key focus of transmission network models that integrate genomic and epidemiological data. The aim of this study was to extend Lau’s systematic Bayesian inference framework to incorporate additional parameters representing predominant species and numbers of animals held on a farm. Lau’s Bayesian Markov chain Monte Carlo algorithm was reformulated, verified and pseudo-validated on 100 simulated outbreaks populated with demographic data Japan and Australia. The modified model was then implemented on genomic and epidemiological data from the 2010 outbreak of foot-and-mouth disease in Japan, and outputs compared to those from the SCOTTI model implemented in BEAST2. The modified model achieved improvements in overall accuracy when tested on the simulated outbreaks. When implemented on the actual outbreak data from Japan, infected farms that held predominantly pigs were estimated to have five times the transmissibility of infected cattle farms and be 49% less susceptible. The farm-level incubation period was 1 day shorter than the latent period, the timing of the seeding of the outbreak in Japan was inferred, as were key linkages between clusters and features of farms involved in widespread dissemination of this outbreak. To improve accessibility the modified model has been implemented as the R package ‘BORIS’ for use in future outbreaks.

Highlights

  • Outbreaks of foot-and-mouth disease (FMD) in previously free countries cause severe and widespread socio-economic impacts [1]

  • Where ξI(t) is the set of all infectious premises at time t, α is the background rate of infection, β is the secondary transmission rate, kdij is a transmission kernel function used to represent the spatial relationship between premises with o(dt) representing probability of individual j being infected by multiple sources of infection in the small period dt, here the power law kernel was assumed of the form: kdij 1⁄4 1 þ dijk ð2Þ

  • Overall accuracy improved by 7.2% in verification runs J1–50 and by 3.2% in pseudo-validation runs A1–50 (IQR: 0.0–5.8%)

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Summary

Objectives

The aim of this study was to extend Lau’s systematic Bayesian inference framework to incorporate additional parameters representing predominant species and numbers of animals held on a farm. The aim of the present study was to extend Lau’s systematic Bayesian inference framework to incorporate farm-level covariates representing the predominant species and numbers of animals held on infected farms

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