Estimating the epidemic reproduction number from temporally aggregated incidence data: A statistical modelling approach and software tool.

IF 4.3 2区 生物学
PLoS Computational Biology Pub Date : 2023-08-28 eCollection Date: 2023-08-01 DOI:10.1371/journal.pcbi.1011439
Rebecca K Nash, Samir Bhatt, Anne Cori, Pierre Nouvellet
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引用次数: 0

Abstract

The time-varying reproduction number (Rt) is an important measure of epidemic transmissibility that directly informs policy decisions and the optimisation of control measures. EpiEstim is a widely used opensource software tool that uses case incidence and the serial interval (SI, time between symptoms in a case and their infector) to estimate Rt in real-time. The incidence and the SI distribution must be provided at the same temporal resolution, which can limit the applicability of EpiEstim and other similar methods, e.g. for contexts where the time window of incidence reporting is longer than the mean SI. In the EpiEstim R package, we implement an expectation-maximisation algorithm to reconstruct daily incidence from temporally aggregated data, from which Rt can then be estimated. We assess the validity of our method using an extensive simulation study and apply it to COVID-19 and influenza data. For all datasets, the influence of intra-weekly variability in reported data was mitigated by using aggregated weekly data. Rt estimated on weekly sliding windows using incidence reconstructed from weekly data was strongly correlated with estimates from the original daily data. The simulation study revealed that Rt was well estimated in all scenarios and regardless of the temporal aggregation of the data. In the presence of weekend effects, Rt estimates from reconstructed data were more successful at recovering the true value of Rt than those obtained from reported daily data. These results show that this novel method allows Rt to be successfully recovered from aggregated data using a simple approach with very few data requirements. Additionally, by removing administrative noise when daily incidence data are reconstructed, the accuracy of Rt estimates can be improved.

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根据时间聚集的发病率数据估计流行病繁殖数量:一种统计建模方法和软件工具。
时变繁殖数(Rt)是衡量流行病传播性的重要指标,直接为政策决策和控制措施的优化提供信息。EpiEstim是一种广泛使用的开源软件工具,它使用病例发生率和序列间隔(SI,病例中症状与其感染者之间的时间)来实时估计Rt。发病率和SI分布必须以相同的时间分辨率提供,这可能会限制EpiEstim和其他类似方法的适用性,例如,在发病率报告的时间窗口长于平均SI的情况下。在EpiEstim R包中,我们实现了期望最大化算法,以从时间聚合数据中重建每日发病率,由此可以估计Rt。我们使用广泛的模拟研究来评估我们的方法的有效性,并将其应用于新冠肺炎和流感数据。对于所有数据集,通过使用汇总的每周数据减轻了报告数据中周内变异性的影响。使用从每周数据重建的发病率在每周滑动窗口上估计的Rt与原始每日数据的估计值强相关。模拟研究表明,无论数据的时间聚集如何,在所有情况下都能很好地估计Rt。在存在周末效应的情况下,从重建数据中估计的Rt比从报告的每日数据中获得的Rt更能成功地恢复Rt的真实值。这些结果表明,这种新方法允许使用一种简单的方法从聚合数据中成功地恢复Rt,而数据需求很少。此外,通过在重建每日发病率数据时消除管理噪声,可以提高Rt估计的准确性。
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来源期刊
PLoS Computational Biology
PLoS Computational Biology 生物-生化研究方法
CiteScore
7.10
自引率
4.70%
发文量
820
期刊介绍: PLOS Computational Biology features works of exceptional significance that further our understanding of living systems at all scales—from molecules and cells, to patient populations and ecosystems—through the application of computational methods. Readers include life and computational scientists, who can take the important findings presented here to the next level of discovery. Research articles must be declared as belonging to a relevant section. More information about the sections can be found in the submission guidelines. Research articles should model aspects of biological systems, demonstrate both methodological and scientific novelty, and provide profound new biological insights. Generally, reliability and significance of biological discovery through computation should be validated and enriched by experimental studies. Inclusion of experimental validation is not required for publication, but should be referenced where possible. Inclusion of experimental validation of a modest biological discovery through computation does not render a manuscript suitable for PLOS Computational Biology. Research articles specifically designated as Methods papers should describe outstanding methods of exceptional importance that have been shown, or have the promise to provide new biological insights. The method must already be widely adopted, or have the promise of wide adoption by a broad community of users. Enhancements to existing published methods will only be considered if those enhancements bring exceptional new capabilities.
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