Wen Conghua, Wei Junwei, Ma Zheng Feei, He Mu, Zhao Shi, Ji Jiayu, He Daihai
Department of Financial and Actuarial Mathematics, School of Science, Xi'an Jiaotong-Liverpool University, China.
Department of Health and Environmental Science, School of Science, Xi'an Jiaotong-Liverpool University, China.
Infect Dis Model. 2022 Jun;7(2):1-24. doi: 10.1016/j.idm.2022.02.001. Epub 2022 Mar 10.
Since March 11th, 2020, COVID-19 has been a global pandemic for more than one years due to a long and infectious incubation period. This paper establishes a heterogeneous epidemic model that divides the incubation period into infectious and non-infectious and employs the Bayesian framework to model the 'Diamond Princess' enclosed space incident. The heterogeneity includes two different identities, two transmission methods, two different-size rooms, and six transmission stages. This model is also applicable to similar mixed structures, including closed schools, hospitals, and communities. As the COVID-19 pandemic continues, our mathematical modeling can provide management insights to the governments and policymakers on how the COVID-19 disease has spread and what prevention strategies still need to be taken.
自2020年3月11日以来,由于潜伏期长且具有传染性,新冠疫情已成为一场持续一年多的全球大流行。本文建立了一个异质性传播模型,将潜伏期分为传染性和非传染性两个阶段,并采用贝叶斯框架对“钻石公主号”封闭空间事件进行建模。异质性包括两种不同身份、两种传播方式、两个不同规模的房间以及六个传播阶段。该模型也适用于类似的混合结构,包括封闭的学校、医院和社区。随着新冠疫情的持续,我们的数学模型可以为政府和政策制定者提供管理见解,以了解新冠病毒是如何传播的,以及仍需采取哪些预防策略。