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大流行后 COVID-19 建模:免疫衰减决定复发频率。

Post-pandemic modeling of COVID-19: Waning immunity determines recurrence frequency.

机构信息

Department of Mathematics, Applied Mathematics, and Statistics, Case Western Reserve University, 30100 Euclid Avenue, Cleveland, OH 44106, United States of America.

Department of Mathematics, Applied Mathematics, and Statistics, Case Western Reserve University, 30100 Euclid Avenue, Cleveland, OH 44106, United States of America.

出版信息

Math Biosci. 2023 Nov;365:109067. doi: 10.1016/j.mbs.2023.109067. Epub 2023 Sep 13.

Abstract

There are many factors in the current phase of the COVID-19 pandemic that signal the need for new modeling ideas. In fact, most traditional infectious disease models do not address adequately the waning immunity, in particular as new emerging variants have been able to break the immune shield acquired either by previous infection by a different strain of the virus, or by inoculation of vaccines not effective for the current variant. Furthermore, in a post-pandemic landscape in which reporting is no longer a default, it is impossible to have reliable quantitative data at the population level. Our contribution to COVID-19 post-pandemic modeling is a simple mathematical predictive model along the age-distributed population framework, that can take into account the waning immunity in a transparent and easily controllable manner. Numerical simulations show that under static conditions, the model produces periodic solutions that are qualitatively similar to the reported data, with the period determined by the immunity waning profile. Evidence from the mathematical model indicates that the immunity dynamics is the main factor in the recurrence of infection spikes, however, irregular perturbation of the transmission rate, due to either mutations of the pathogen or human behavior, may result in suppression of recurrent spikes, and irregular time intervals between consecutive peaks. The spike amplitudes are sensitive to the transmission rate and vaccination strategies, but also to the skewness of the profile describing the waning immunity, suggesting that these factors should be taken into consideration when making predictions about future outbreaks.

摘要

在当前的 COVID-19 大流行阶段,有许多因素表明需要新的建模思路。事实上,大多数传统的传染病模型都不能充分解决免疫衰退的问题,特别是因为新出现的变种能够打破通过之前感染不同病毒株或接种对当前变种无效的疫苗获得的免疫屏障。此外,在后疫情时代,报告不再是默认的,因此在人群层面上不可能获得可靠的定量数据。我们对 COVID-19 大流行后建模的贡献是一个简单的沿年龄分布人口框架的数学预测模型,可以以透明且易于控制的方式考虑免疫衰退。数值模拟表明,在静态条件下,该模型产生的周期解与报告的数据定性相似,其周期由免疫衰退曲线决定。数学模型的证据表明,免疫动力学是感染高峰再次出现的主要因素,但是由于病原体的突变或人类行为导致的传播率不规则波动,可能导致反复出现的高峰受到抑制,并且连续高峰之间的时间间隔不规则。高峰幅度对传播率和疫苗接种策略敏感,但也对描述免疫衰退的曲线的偏度敏感,这表明在预测未来疫情时应考虑这些因素。

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