基于多层网络的流行病预测人类出行和社会联系建模

Wei Duan, Tao Wang, Peng Wang, Rusheng Ju, Xiao Wang, Tian Yang
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引用次数: 0

摘要

在流行病模型中,如何合理地表示人的旅行和社会接触是一个关键问题。我们采用了各种方法来建立人类在远距离或短距离内的流动性和接触模型,如布朗运动、随机行走、空间网络、重力模型、接触网络。我们提出了一种利用具有时间边权的多层网络来表示人类日常运动和社会接触的方法。我们将双部网络与社会网络相结合,分别描述了人类的日常出行和社会联系。采用多层网络的时间边权来表示个体的运动倾向和接触倾向。我们还结合人类日常出行和接触规律,并将实验结果与人类行为统计规律进行比较,验证了我们的模型和参数。最后,我们以中国某高校校园为例,调查学生的日常出行和社交情况,研究COVID-19病毒的传播和控制策略。我们发现需要更严格的控制策略来减少COVID-19病毒在大学中的传播。一所大学一旦出现病例,最好关闭校园,隔离所有学生。隔离部分学生和建筑物等部分控制策略无法取得很大的缓解COVID-19病毒传播的效果。我们的工作对计算流行病学领域的从业者是有益的。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Modeling Human Travel and Social Contact with Multi-layer Networks for Epidemic Prediction
It is a key issue to reasonably represent human travel and social contact in epidemic models. Various measures were applied to develop the models of human mobility and contact in a long range or a short range, such as Brown movement, random walks, spatial networks, gravity models, contact networks. We proposed a method of representing human daily movement and social contact by using multi-layer networks with temporal edge weights. We combined bipartite networks with social networks to describe human daily trip and social contact, respectively. Temporal edge weights of multi-layer networks were employed to denote the propensity of individual movement and contact. We also verified our models and parameters by incorporating human daily travel and contact regularities, as well as comparing experimental results with human behavior statistical laws. At last, we applied a Chinese university campus as a case study to investigate students' daily travel and social contact, and studied the transmission and control strategies of COVID-19 virus. We found stricter control strategies are needed to mitigate the transmission of COVID-19 virus in a university. Once a patient case emerges in a university, it is better to close the campus and quarantine all students. Partial control strategies such as quarantining a part of students and buildings cannot achieve a great effect of mitigating the transmission of COVID-19 virus. Our works are beneficial for the practitioners in the field of computational epidemiology.
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