重构美国 COVID-19 大流行中 SARS-CoV-2 delta 变种的发病报告率

IF 8.8 3区 医学 Q1 Medicine
Alexandra Smirnova, Mona Baroonian
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引用次数: 0

摘要

近年来,先进的正则化技术已成为稳定估算传染病参数的有力工具,这些参数对未来预测、预防和控制至关重要。与其他系统参数(即潜伏率和恢复率)不同,病例报告率 Ψ 和随时间变化的有效繁殖数 Re(t) 直接受到大量因素的影响,因此无法对这些参数进行有意义的预先估计。在本研究中,我们提出了一种新颖的迭代正则化信任区域优化算法,并将其与 SuSvIuIvRD 隔室模型相结合,用于从已报告的疫苗接种率、发病病例和日死亡人数等流行病数据中稳定地重建 Ψ 和 Re(t)。创新的正则化程序利用(并充分利用)了非线性观测算子的 Jacobian 和 Hessian 近似的独特结构。我们用 2021 年 7 月 9 日至 2021 年 11 月 25 日美国不同地区的合成和真实 SARS-CoV-2 Delta 变异数据对所提出的反演方法进行了全面测试。我们的研究表明,在 COVID-19 大流行的三角洲浪潮期间,美国的病例报告率介于 12% 到 37% 之间,大多数州介于 15% 到 25% 之间。这证实了之前的说法,即由于 "无声传播者 "的影响和检测的局限性,COVID-19 病例的报告率相当低。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Reconstruction of incidence reporting rate for SARS-CoV-2 Delta variant of COVID-19 pandemic in the US

In recent years, advanced regularization techniques have emerged as a powerful tool aimed at stable estimation of infectious disease parameters that are crucial for future projections, prevention, and control. Unlike other system parameters, i.e., incubation and recovery rates, the case reporting rate, Ψ, and the time-dependent effective reproduction number, Re(t), are directly influenced by a large number of factors making it impossible to pre-estimate these parameters in any meaningful way. In this study, we propose a novel iteratively-regularized trust-region optimization algorithm, combined with SuSvIuIvRD compartmental model, for stable reconstruction of Ψ and Re(t) from reported epidemic data on vaccination percentages, incidence cases, and daily deaths. The innovative regularization procedure exploits (and takes full advantage of) a unique structure of the Jacobian and Hessian approximation for the nonlinear observation operator. The proposed inversion method is thoroughly tested with synthetic and real SARS-CoV-2 Delta variant data for different regions in the United States of America from July 9, 2021, to November 25, 2021. Our study shows that case reporting rate during the Delta wave of COVID-19 pandemic in the US is between 12% and 37%, with most states being in the range from 15% to 25%. This confirms earlier accounts on considerable under-reporting of COVID-19 cases due to the impact of ”silent spreaders” and the limitations of testing.

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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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