Department of Statistics and Operation Research, College of Science, Qassim University, Buraydah 51482, Saudi Arabia.
Department of Mathematical Sciences, Durham University, Durham DH1 5JW, UK.
Viruses. 2023 Jul 18;15(7):1572. doi: 10.3390/v15071572.
The COVID-19 pandemic has expanded fast over the world, affecting millions of people and generating serious health, social, and economic consequences. All South East Asian countries have experienced the pandemic, with various degrees of intensity and response. As the pandemic progresses, it is important to track and analyse disease trends and patterns to guide public health policy and treatments. In this paper, we carry out a sequential cross-sectional study to produce reliable weekly COVID-19 death (out of cases) rates for South East Asian countries for the calendar years 2020, 2021, and 2022. The main objectives of this study are to characterise the trends and patterns of COVID-19 death rates in South East Asian countries through time, as well as compare COVID-19 rates among countries and regions in South East Asia. Our raw data are (daily) case and death counts acquired from "Our World in Data", which, however, for some countries and time periods, suffer from sparsity (zero or small counts), and therefore require a modelling approach where information is adaptively borrowed from the overall dataset where required. Therefore, a sequential cross-sectional design will be utilised, that will involve examining the data week by week, across all countries. Methodologically, this is achieved through a two-stage random effect shrinkage approach, with estimation facilitated by nonparametric maximum likelihood.
新冠疫情在全球迅速蔓延,影响了数百万人,造成了严重的健康、社会和经济后果。所有东南亚国家都经历了这场大流行,其强度和应对措施各不相同。随着疫情的发展,跟踪和分析疾病趋势和模式以指导公共卫生政策和治疗方法非常重要。在本文中,我们进行了一项顺序的横断面研究,为 2020 年、2021 年和 2022 年的东南亚国家提供可靠的每周 COVID-19 死亡(病例)率。本研究的主要目的是通过时间来描述东南亚国家 COVID-19 死亡率的趋势和模式,以及比较东南亚国家和地区的 COVID-19 率。我们的原始数据是从“我们的世界数据”中获取的(每日)病例和死亡人数,但对于一些国家和时间段,数据存在稀疏性(零或小计数),因此需要一种建模方法,在需要时从整个数据集自适应地借用信息。因此,将采用顺序的横断面设计,涉及每周检查所有国家的数据。从方法上讲,这是通过两阶段随机效应收缩方法实现的,通过非参数最大似然法进行估计。