流行病建模需要社会网络知识

IF 2.6 Q1 MATHEMATICS, INTERDISCIPLINARY APPLICATIONS Journal of Physics Complexity Pub Date : 2024-01-09 DOI:10.1088/2632-072x/ad19e0
Samuel Johnson
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引用次数: 0

摘要

流行病的 "区隔模型 "被广泛用于预测 COVID-19 等传染病的影响和指导政策。尽管人们早已知道此类过程发生在社会网络中,但通常会假设 "随机混合",从而忽略了网络结构。然而,"超级传播事件 "被发现是幂律分布的,这表明底层网络可能是无尺度的,或者至少是高度异构的。因此,在给定 R0 的情况下,随机混杂假设会导致高估群体免疫阈值;同时也会导致(更显著的)高估 R0 本身。这两个误差相互叠加,会导致预测大大高估感染数量。此外,如果网络是异质的并随时间发生变化,则可能会出现多波感染,而随机混合则无法预测这种情况。在厄尔多斯-雷尼网络和无标度网络上模拟的简单 SIR 模型表明,网络结构的细节可能比疾病的内在传播性更重要。因此,将网络信息纳入流行病的标准模型至关重要。
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Epidemic modelling requires knowledge of the social network
‘Compartmental models’ of epidemics are widely used to forecast the effects of communicable diseases such as COVID-19 and to guide policy. Although it has long been known that such processes take place on social networks, the assumption of ‘random mixing’ is usually made, which ignores network structure. However, ‘super-spreading events’ have been found to be power-law distributed, suggesting that the underlying networks may be scale free or at least highly heterogeneous. The random-mixing assumption would then produce an overestimation of the herd-immunity threshold for given R 0; and a (more significant) overestimation of R 0 itself. These two errors compound each other, and can lead to forecasts greatly overestimating the number of infections. Moreover, if networks are heterogeneous and change in time, multiple waves of infection can occur, which are not predicted by random mixing. A simple SIR model simulated on both Erdős–Rényi and scale-free networks shows that details of the network structure can be more important than the intrinsic transmissibility of a disease. It is therefore crucial to incorporate network information into standard models of epidemics.
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来源期刊
Journal of Physics Complexity
Journal of Physics Complexity Computer Science-Information Systems
CiteScore
4.30
自引率
11.10%
发文量
45
审稿时长
14 weeks
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