利用计数数据回归模型对尼日利亚新型 COVID-19 大流行病进行建模

D. Kuhe, Enobong Francis Udoumoh, Ukamaka Lawrensia Ibeajaa
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摘要

本研究旨在利用计数数据回归模型对尼日利亚的 COVID-19 日常病例进行建模,重点关注确诊病例、活动病例、危重病例、康复病例和死亡病例。根据上述变量,应用三种计数数据回归模型--泊松回归、负二项回归和广义泊松回归来预测与 COVID-19 相关的死亡病例。研究使用了尼日利亚疾病控制中心(NCDC)提供的 2020 年 2 月 29 日至 2020 年 10 月 19 日期间的二手数据。研究发现,泊松回归无法处理数据固有的过度分散性。因此,研究人员考虑了负二项回归和广义泊松回归,通过-2 对数似然(-2logL)、阿凯克信息准则(AIC)和贝叶斯信息准则(BIC)等性能标准,确定广义泊松回归为最佳模型。研究显示,确诊病例、活动病例和危重病例对与 COVID-19 相关的死亡人数有积极而重要的影响,而康复病例则有负面影响。建议包括有关当局加强对确诊病例、活动病例和危重病例的关注,以减少尼日利亚与 COVID-19 相关的死亡人数。
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MODELING NOVEL COVID-19 PANDEMIC IN NIGERIA USING COUNT DATA REGRESSION MODELS
This study aimed to model COVID-19 daily cases in Nigeria, focusing on confirmed, active, critical, recovered, and death cases using count data regression models. Three count data regression models-Poisson regression, Negative Binomial regression, and Generalized Poisson regression were applied to predict COVID-19 related deaths based on the mentioned variables. Secondary data from the Nigeria Centre for Disease Control (NCDC) between February 29, 2020, and October 19, 2020, were used. The study found that Poisson Regression could not handle over-dispersion inherent in the data. Consequently, Negative Binomial Regression and Generalized Poisson Regression were considered, with Generalized Poisson Regression identified as the best model through performance criteria such as -2 log likelihood (-2logL), Akaike information criterion (AIC), and Bayesian information criterion (BIC). The study revealed positive and significant impacts of confirmed, active, and critical cases on COVID-19 related deaths, while recovered cases had a negative effect. Recommendations included increased attention to confirmed, active, and critical cases by relevant authorities to mitigate COVID-19-related deaths in Nigeria.
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