Chan Stephen, Chu Jeffrey, Zhang Yuanyuan, Nadarajah Saralees
Department of Mathematics and Statistics, American University of Sharjah, United Arab Emirates.
Department of Statistics, Universidad Carlos III de Madrid, Spain.
Physica A. 2021 Feb 1;563:125460. doi: 10.1016/j.physa.2020.125460. Epub 2020 Oct 31.
At the end of 2019, the current novel coronavirus emerged as a severe acute respiratory disease that has now become a worldwide pandemic. Future generations will look back on this difficult period and see how our society as a whole united and rose to this challenge. Many reports have suggested that this new virus is becoming comparable to the Spanish flu pandemic of 1918. We provide a statistical study on the modelling and analysis of the daily incidence of COVID-19 in eighteen countries around the world. In particular, we investigate whether it is possible to fit count regression models to the number of daily new cases of COVID-19 in various countries and make short term predictions of these numbers. The results suggest that the biggest advantage of these methods is that they are simplistic and straightforward allowing us to obtain preliminary results and an overall picture of the trends in the daily confirmed cases of COVID-19 around the world. The best fitting count regression model for modelling the number of new daily COVID-19 cases of all countries analysed was shown to be a negative binomial distribution with log link function. Whilst the results cannot solely be used to determine and influence policy decisions, they provide an alternative to more specialised epidemiological models and can help to support or contradict results obtained from other analysis.
2019年末,新型冠状病毒作为一种严重的急性呼吸道疾病出现,如今已成为全球大流行疾病。后代回顾这段艰难时期时,将会看到我们整个社会是如何团结起来应对这一挑战的。许多报道表明,这种新病毒正变得与1918年的西班牙大流感相当。我们对全球18个国家的新冠肺炎每日发病率进行了建模与分析的统计研究。特别是,我们研究了是否有可能将计数回归模型应用于各国新冠肺炎每日新增病例数,并对这些数字进行短期预测。结果表明,这些方法的最大优点是简单直接,使我们能够获得初步结果以及全球新冠肺炎每日确诊病例趋势的总体情况。对所有分析国家的新冠肺炎每日新增病例数进行建模的最佳拟合计数回归模型显示为具有对数链接函数的负二项分布。虽然这些结果不能单独用于确定和影响政策决策,但它们为更专业的流行病学模型提供了一种替代方法,并有助于支持或反驳从其他分析中获得的结果。