Renny Doig

Title: Efficient Bayesian parameter inference for COVID-19 transmission models
Date: December 17, 2020
Time: 10:00am (PST)
Location: Remote delivery

Abstract

Many transmission models have been proposed and adapted to reflect changes in policy for mitigating the spread of COVID-19. Often these models are applied without any formal comparison with previously existing models. Here we use an annealed sequential Monte Carlo (ASMC) algorithm to estimate parameters of these transmission models. We also use Bayesian model selection to provide a framework through which the relative performance of transmission models can be compared in a statistically rigorous manner. The ASMC algorithm provides an unbiased estimate of the marginal likelihood which can be computed at no additional computational cost. This offers a significant computational advantage over MCMC methods which require expensive post hoc computation to estimate the marginal likelihood. We find that ASMC can produce results that are comparable to MCMC in a fraction of the time.