Vector Autoregression in Forecasting COVID-19 Under-Reporting–Nepal as a Case Study

Jyoti U. Devkota
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Abstract

This paper aims to understand and predict the dynamics of spread of COVID-19. It is based on government data on COVID-19 from February 1, 2021 to August 31, 2021. First, Vector Autoregression (VAR) model is used here to model the interrelationships between time series data of daily tested, infected, dead and discharged. The impact of under-reporting on interrelated variables is quantified. The behavior of the parameters of these VAR model is also analyzed. The entire time period of study is divided into three phases, according to the intensity of vaccination drive. The impact of vaccination in controlling the spread of the pandemic is measured by studying the behavior of the coefficients of VAR model for these three time periods. Then, Granger causality is also measured. At 10% level of significance, it is found that if the number of infected is under-reported today, this is due to the significant influence of number of infected until previous two days. The number of discharged one day ago and three days ago also significantly influence this number. Number of tests conducted two days ago also significantly contributes to this underreporting. The impact of latent variables on the spread of COVID-19 is measured here.
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向量自回归预测COVID-19低报率——尼泊尔案例研究
本文旨在了解和预测COVID-19的传播动态。该报告基于2021年2月1日至2021年8月31日的政府数据。首先,本文使用向量自回归(VAR)模型对每日检测、感染、死亡和出院时间序列数据之间的相互关系进行建模。少报对相关变量的影响是量化的。分析了这些VAR模型参数的变化规律。整个研究时间段根据疫苗接种的力度分为三个阶段。通过研究这三个时间段VAR模型系数的行为来衡量疫苗接种对控制大流行传播的影响。然后,格兰杰因果关系也被测量。在10%显著性水平下,发现如果今天的感染人数报告不足,这是由于感染人数在前两天之前的显著影响。一天前和三天前出院的人数对这一数字也有显著影响。两天前进行的检测数量也在很大程度上导致了这种少报情况。这里测量了潜在变量对COVID-19传播的影响。
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