从全人口废水数据估算 COVID-19 的有效繁殖数量:在日本香川县的应用

IF 8.8 3区 医学 Q1 Medicine Infectious Disease Modelling Pub Date : 2024-04-03 DOI:10.1016/j.idm.2024.03.006
Yuta Okada, Hiroshi Nishiura
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引用次数: 0

摘要

尽管 COVID-19 在全球范围内的流行病学监测已逐步降级,但 COVID-19 的传播仍在继续。利用包括废水病毒浓度数据在内的多种数据集量化 COVID-19 的传播动态至关重要。在此,我们提出了一种利用废水数据估算有效繁殖数量的综合方法。我们将每周收集两次的废水病毒浓度数据与 2022 年 1 月至 2022 年 9 月期间从日本高松市获得的 COVID-19 每日发病率数据进行了分析。我们估算了脱落负荷分布(SLD)与感染日期后时间的函数关系,采用的模型是延迟分布(假定为伽马分布)乘以比例因子。我们还研究了考虑病毒载量测量数据时间平稳性的模型。对病毒载量的时间模式进行平滑处理的模型是最佳拟合模型(WAIC = 2795.8),它得出的 SLD 平均估计分布为 3.46 天(95% CrI:3.01-3.95 天)。利用该 SLD,我们重建了日发病率,从而计算出有效繁殖数。直接使用参数的最佳拟合后验值,或将其作为后续分析的先验分布,我们首先使用了一个假定废水中病毒载量浓度以及感染日期的感染计数具有时间平稳性的模型。在随后的方法中,我们还研究了将每周报告的病例数作为每周发病率报告替代物的模型。这两种方法都能根据每周两次的废水病毒载量数据估算出流行曲线和有效繁殖数。增加每周病例计数数据降低了有效繁殖数的不确定性。我们的结论是,废水数据仍然是推断 COVID-19 传播动态的重要信息来源,而且当这些数据与每周发病率数据相结合时,推断性能会得到提高。
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Estimating the effective reproduction number of COVID-19 from population-wide wastewater data: An application in Kagawa, Japan

Although epidemiological surveillance of COVID-19 has been gradually downgraded globally, the transmission of COVID-19 continues. It is critical to quantify the transmission dynamics of COVID-19 using multiple datasets including wastewater virus concentration data. Herein, we propose a comprehensive method for estimating the effective reproduction number using wastewater data. The wastewater virus concentration data, which were collected twice a week, were analyzed using daily COVID-19 incidence data obtained from Takamatsu, Japan between January 2022 and September 2022. We estimated the shedding load distribution (SLD) as a function of time since the date of infection, using a model employing the delay distribution, which is assumed to follow a gamma distribution, multiplied by a scaling factor. We also examined models that accounted for the temporal smoothness of viral load measurement data. The model that smoothed temporal patterns of viral load was the best fit model (WAIC = 2795.8), which yielded a mean estimated distribution of SLD of 3.46 days (95% CrI: 3.01–3.95 days). Using this SLD, we reconstructed the daily incidence, which enabled computation of the effective reproduction number. Using the best fit posterior draws of parameters directly, or as a prior distribution for subsequent analyses, we first used a model that assumed temporal smoothness of viral load concentrations in wastewater, as well as infection counts by date of infection. In the subsequent approach, we examined models that also incorporated weekly reported case counts as a proxy for weekly incidence reporting. Both approaches enabled estimations of the epidemic curve as well as the effective reproduction number from twice-weekly wastewater viral load data. Adding weekly case count data reduced the uncertainty of the effective reproduction number. We conclude that wastewater data are still a valuable source of information for inferring the transmission dynamics of COVID-19, and that inferential performance is enhanced when those data are combined with weekly incidence data.

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来源期刊
Infectious Disease Modelling
Infectious Disease Modelling Mathematics-Applied Mathematics
CiteScore
17.00
自引率
3.40%
发文量
73
审稿时长
17 weeks
期刊介绍: Infectious Disease Modelling is an open access journal that undergoes peer-review. Its main objective is to facilitate research that combines mathematical modelling, retrieval and analysis of infection disease data, and public health decision support. The journal actively encourages original research that improves this interface, as well as review articles that highlight innovative methodologies relevant to data collection, informatics, and policy making in the field of public health.
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