Forecasting the 2020 COVID-19 Epidemic: A Multivariate Quasi-Poisson Regression to Model the Evolution of New Cases in Chile
Overview
Affiliations
To understand and forecast the evolution of COVID-19 (Coronavirus disease 2019) in Chile, and analyze alternative simulated scenarios to better predict alternative paths, in order to implement policy solutions to stop the spread and minimize damage. We have specified a novel multi-parameter generalized logistic growth model, which does not only look at the trend of the data, but also includes explanatory covariates, using a quasi-Poisson regression specification to account for overdispersion of the count data. We fitted our model to data from the onset of the disease (February 28) until September 15. Estimating the parameters from our model, we predicted the growth of the epidemic for the evolution of the disease until the end of October 2020. We also evaluated via simulations different fictional scenarios for the outcome of alternative policies (those analyses are included in the Supplementary Material). The evolution of the disease has not followed an exponential growth, but rather, stabilized and moved downward after July 2020, starting to increase again after the implementation of the policy. The lockdown policy implemented in the majority of the country has proven effective in stopping the spread, and the lockdown-relaxation policies, however gradual, appear to have caused an upward break in the trend.
Murphy C, Lim W, Mills C, Wong J, Chen D, Xie Y Philos Trans A Math Phys Eng Sci. 2023; 381(2257):20230132.
PMID: 37611629 PMC: 10446910. DOI: 10.1098/rsta.2023.0132.
Nesteruk I Infect Dis Model. 2023; 8(3):806-821.
PMID: 37496830 PMC: 10366461. DOI: 10.1016/j.idm.2023.06.003.
Analysis of reporting lag in daily data of COVID-19 in Japan.
Kanatani T, Nakagawa K Lett Spat Resour Sci. 2023; 16(1):12.
PMID: 36974275 PMC: 10034910. DOI: 10.1007/s12076-023-00334-y.
Mobility and the spatial spread of sars-cov-2 in Belgium.
Rollier M, Miranda G, Vergeynst J, Meys J, Alleman T, Baetens J Math Biosci. 2023; 360:108957.
PMID: 36804448 PMC: 9934928. DOI: 10.1016/j.mbs.2022.108957.
Quiroga B, Vasquez C, Vicuna M Int Trans Oper Res. 2023; .
PMID: 36712286 PMC: 9874731. DOI: 10.1111/itor.13222.