从流行病学数据中估算随时间变化的康复率和死亡率:一种新方法

Samiran Ghosh, Malay Banerjee, Subhra Sankar Dhar, Siuli Mukhopadhyay
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引用次数: 0

摘要

受人口统计学差异、免疫力、病史、年龄、原有病症和感染严重程度等多种因素的影响,各种传染病的康复时间或死亡时间在个体之间会有很大差异。为了捕捉这些变化,与感染时间相关的康复率和死亡率提供了对流行病的详细描述。然而,获取个人层面的数据来估算这些比率具有挑战性,而总体流行病学数据(如新感染病例数、活动病例数、新康复病例数和新死亡病例数)则更容易获得。本文提出了一种新的方法,利用容易获得的数据源估算与感染时间相关的康复率和死亡率,同时考虑到反映真实世界报告实践的不规则数据收集时间。利用 Nadaraya-Watson 估计器得出新感染人数。该模型提高了疫情发展描述的准确性,并提供了有关康复和死亡分布的清晰见解。利用 COVID-19 数据对所提出的方法进行了验证,并将其应用于麻疹和伤寒等其他疾病,从而证明了该方法的普遍适用性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Estimation of time-varying recovery and death rates from epidemiological data: A new approach
The time-to-recovery or time-to-death for various infectious diseases can vary significantly among individuals, influenced by several factors such as demographic differences, immune strength, medical history, age, pre-existing conditions, and infection severity. To capture these variations, time-since-infection dependent recovery and death rates offer a detailed description of the epidemic. However, obtaining individual-level data to estimate these rates is challenging, while aggregate epidemiological data (such as the number of new infections, number of active cases, number of new recoveries, and number of new deaths) are more readily available. In this article, a new methodology is proposed to estimate time-since-infection dependent recovery and death rates using easily available data sources, accommodating irregular data collection timings reflective of real-world reporting practices. The Nadaraya-Watson estimator is utilized to derive the number of new infections. This model improves the accuracy of epidemic progression descriptions and provides clear insights into recovery and death distributions. The proposed methodology is validated using COVID-19 data and its general applicability is demonstrated by applying it to some other diseases like measles and typhoid.
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