Department of Geography and Earth Sciences, University of North Carolina at Charlotte, Charlotte, NC 28223, USA.
Department of Public Health Sciences, University of North Carolina at Charlotte, Charlotte, NC 28223, USA.
Int J Environ Res Public Health. 2022 Nov 27;19(23):15771. doi: 10.3390/ijerph192315771.
The global COVID-19 pandemic has taken a heavy toll on health, social, and economic costs since the end of 2019. Predicting the spread of a pandemic is essential to developing effective intervention policies. Since the beginning of this pandemic, many models have been developed to predict its pathways. However, the majority of these models assume homogeneous dynamics over the geographic space, while the pandemic exhibits substantial spatial heterogeneity. In addition, spatial interaction among territorial entities and variations in their magnitude impact the pandemic dynamics. In this study, we used a spatial extension of the SEIR-type epidemiological model to simulate and predict the 4-week number of COVID-19 cases in the Charlotte-Concord-Gastonia Metropolitan Statistical Area (MSA), USA. We incorporated a variety of covariates, including mobility, pharmaceutical, and non-pharmaceutical interventions, demographics, and weather data to improve the model's predictive performance. We predicted the number of COVID-19 cases for up to four weeks in the 10 counties of the studied MSA simultaneously over the time period 29 March 2020 to 13 March 2021, and compared the results with the reported number of cases using the root-mean-squared error (RMSE) metric. Our results highlight the importance of spatial heterogeneity and spatial interactions among locations in COVID-19 pandemic modeling.
自 2019 年底以来,全球 COVID-19 大流行给健康、社会和经济造成了沉重的损失。预测大流行的传播对于制定有效的干预政策至关重要。自这场大流行开始以来,已经开发了许多模型来预测其传播途径。然而,这些模型大多假设地理空间中的动态是同质的,而大流行表现出显著的空间异质性。此外,领土实体之间的空间相互作用及其大小的变化会影响大流行的动态。在这项研究中,我们使用 SEIR 型流行病学模型的空间扩展来模拟和预测美国夏洛特-康科德-加斯托尼亚都会统计区 (MSA) 未来四周的 COVID-19 病例数。我们结合了多种协变量,包括流动性、药物和非药物干预、人口统计学和天气数据,以提高模型的预测性能。我们预测了在研究期间(2020 年 3 月 29 日至 2021 年 3 月 13 日)10 个县的 MSA 未来四周的 COVID-19 病例数,并使用均方根误差 (RMSE) 指标将预测结果与报告病例数进行比较。我们的结果强调了在 COVID-19 大流行建模中考虑空间异质性和位置之间空间相互作用的重要性。