Adaptive Markov Chain Monte Carlo Forward Simulation for Statistical Analysis in Epidemic Modelling of Human Papillomavirus
Igor A. Korostil, Gareth W. Peters, Julien Cornebise, David G. Regan

TL;DR
This paper introduces an adaptive MCMC method for calibrating a complex Bayesian epidemic model of HPV, jointly estimating transmission parameters and sexual mixing patterns using real and synthetic data.
Contribution
It develops a novel Bayesian calibration approach with a stochastic sexual mixing matrix for high-dimensional HPV epidemic models.
Findings
Successful calibration of HPV transmission parameters.
Effective estimation of sexual mixing matrix attributes.
Model accurately fits observed HPV data.
Abstract
We develop a Bayesian statistical model and estimation methodology based on Forward Projection Adaptive Markov chain Monte Carlo in order to perform the calibration of a high-dimensional non-linear system of Ordinary Differential Equations representing an epidemic model for Human Papillomavirus types 6 and 11 (HPV-6, HPV-11). The model is compartmental and involves stratification by age, gender and sexual activity-group. Developing this model and a means to calibrate it efficiently is relevant since HPV is a very multi-typed and common sexually transmitted infection with more than 100 types currently known. The two types studied in this paper, types 6 and 11, are causing about 90% of anogenital warts. We extend the development of a sexual mixing matrix for the population, based on a formulation first suggested by Garnett and Anderson. In particular we consider a stochastic mixing…
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Taxonomy
TopicsBayesian Methods and Mixture Models · Statistical Methods and Inference · Statistical Methods and Bayesian Inference
