Faculty of Mathematics and Physics, University of Ljubljana, Ljubljana, Slovenia.
Department of Gastroenterology and Hepatology, University Medical Center Ljubljana, Ljubljana, Slovenia.
PLoS One. 2020 Aug 27;15(8):e0238090. doi: 10.1371/journal.pone.0238090. eCollection 2020.
In the article a virus transmission model is constructed on a simplified social network. The social network consists of more than 2 million nodes, each representing an inhabitant of Slovenia. The nodes are organised and interconnected according to the real household and elderly-care center distribution, while their connections outside these clusters are semi-randomly distributed and undirected. The virus spread model is coupled to the disease progression model. The ensemble approach with the perturbed transmission and disease parameters is used to quantify the ensemble spread, a proxy for the forecast uncertainty. The presented ongoing forecasts of COVID-19 epidemic in Slovenia are compared with the collected Slovenian data. Results show that at the end of the first epidemic wave, the infection was twice more likely to transmit within households/elderly care centers than outside them. We use an ensemble of simulations (N = 1000) and data assimilation approach to estimate the COVID-19 forecast uncertainty and to inversely obtain posterior distributions of model parameters. We found that in the uncontrolled epidemic, the intrinsic uncertainty mostly originates from the uncertainty of the virus biology, i.e. its reproduction number. In the controlled epidemic with low ratio of infected population, the randomness of the social network becomes the major source of forecast uncertainty, particularly for the short-range forecasts. Virus transmission models with accurate social network models are thus essential for improving epidemics forecasting.
在这篇文章中,构建了一个简化的社交网络上的病毒传播模型。该社交网络由超过 200 万个节点组成,每个节点代表斯洛文尼亚的一个居民。节点根据实际的家庭和养老院分布进行组织和相互连接,而它们在这些集群之外的连接是半随机分布且无方向的。病毒传播模型与疾病进展模型耦合。使用带有扰动传输和疾病参数的集合方法来量化集合传播,这是预测不确定性的代理。与收集到的斯洛文尼亚数据相比,本文还对斯洛文尼亚 COVID-19 疫情的持续预测进行了比较。结果表明,在第一波疫情结束时,感染在家庭/养老院内部传播的可能性是外部的两倍。我们使用模拟的集合(N = 1000)和数据同化方法来估计 COVID-19 的预测不确定性,并反演获得模型参数的后验分布。我们发现,在不受控制的疫情中,内在不确定性主要来自病毒生物学的不确定性,即其繁殖数。在感染人口比例低的受控疫情中,社交网络的随机性成为预测不确定性的主要来源,特别是对于短期预测。因此,具有准确社交网络模型的病毒传播模型对于改进传染病预测至关重要。