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Forecasting Multi-Wave Epidemics Through Bayesian Inference

delete2021-07-28
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OA
AI
P
Patrick Blonigan *
J
Jaideep Ray
C
Cosmin Safta
DOI:10.1007/s11831-021-09603-9delete
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Abstract

Abstract

En 中文
We present a simple, near-real-time Bayesian method to infer and forecast a multiwave outbreak, and demonstrate it on the COVID-19 pandemic. The approach uses timely epidemiological data that has been widely available for COVID-19. It provides short-term forecasts of the outbreak's evolution, which can then be used for medical resource planning. The method postulates one- and multiwave infection models, which are convolved with the incubation-period distribution to yield competing disease models. The disease models' parameters are estimated via Markov chain Monte Carlo sampling and information-theoretic criteria are used to select between them for use in forecasting. The method is demonstrated on two- and three-wave COVID-19 outbreaks in California, New Mexico and Florida, as observed during Summer-Winter 2020. We find that the method is robust to noise, provides useful forecasts (along with uncertainty bounds) and that it reliably detected when the initial single-wave COVID-19 outbreaks transformed into successive surges as containment efforts in these states failed by the end of Spring 2020.
Keywords:
Markov Chain Monte Carlo
Pseudo-marginal MCMC
Bayesian framework
COVID-19
Infection rate
Incubation model
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Journal

Archives of Computational Methods in Engineering cover
Archives of Computational Methods in Engineering
IF:
12.1
Papers:
1.8K
Citations:
1.2W

Organization

U
united states department of energy (doe)
Scholars:
11.3W
Papers: 9.6W
Citations: 246