Exploring the Impact of Government Interventions on COVID-19 Pandemic Spread in Kuwait

S. BuHamra, Jehad Al Dallal
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引用次数: 1

Abstract

To model the trajectory of the pandemic in Kuwait from February 24, 2020 to February 28, 2021, we used two modeling procedures: Auto Regressive Integrated Moving Average (ARIMA) with structural breaks and Multivariate Adaptive Regression Splines (MARS), and then mapped the key breakpoints of the models to the set of government-enforced interventions. The MARS model, as opposed to the ARIMA model, provides a more precise interpretation of the intervention's effects. It demonstrates that partial and total lockdown interventions were highly effective in reducing the number of confirmed cases. When some interventions, such as enforcing regional curfews, closing workplaces, and imposing travel restrictions, were combined, their impact became significant. MARS method is recommended to be applied when exploring the impact of interventions on the spread of a disease. It does not require any prior assumptions about the statistical distribution of data, does not affect data collinearity, has simple and transparent functions, and allows for a more accurate analysis of intervention results.
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探索政府干预对科威特COVID-19大流行传播的影响
为了模拟2020年2月24日至2021年2月28日科威特大流行的轨迹,我们使用了两种建模程序:带有结构断裂的自动回归综合移动平均线(ARIMA)和多元自适应回归样条线(MARS),然后将模型的关键断点映射到政府强制干预措施集。与ARIMA模型相反,MARS模型对干预措施的效果提供了更精确的解释。这表明,部分封锁和全面封锁措施在减少确诊病例方面非常有效。当一些干预措施,如实施地区宵禁、关闭工作场所和实施旅行限制,结合在一起时,它们的影响变得显著。在探索干预措施对疾病传播的影响时,建议采用MARS方法。它不需要对数据的统计分布进行任何预先假设,不影响数据共线性,功能简单透明,并允许对干预结果进行更准确的分析。
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