评估暴露前预防、检测和风险行为改变对男男性行为人群中艾滋病毒/艾滋病传播和控制的影响的两组模型的动态变化

IF 8.8 3区 医学 Q1 Medicine Infectious Disease Modelling Pub Date : 2023-11-20 DOI:10.1016/j.idm.2023.11.004
Queen Tollett , Salman Safdar , Abba B. Gumel
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引用次数: 0

摘要

人类免疫缺陷病毒(HIV)是获得性免疫缺陷综合症(艾滋病)的致病病毒,自 20 世纪 80 年代出现以来,虽然在减轻该病毒对公共卫生造成的负担方面取得了很大进展(这主要归功于强效抗病毒疗法的大规模使用和普及、诊断和干预措施的改进以及缓解措施),但在全球范围内,包括在美国,HIV 仍然是一项重要的公共卫生挑战。本研究采用数学建模方法,评估暴露前预防(PrEP)、自愿检测(检测未被发现的艾滋病毒感染者)和人类行为变化(风险结构)对 MSM(男男性行为者)人群中艾滋病毒/艾滋病传播和控制的影响。具体来说,我们建立了一个新颖的两组数学模型,根据感染艾滋病毒的风险(低或高)对所有 MSM 人口进行分层。如果 PrEP 在防止高风险易感 MSM 感染 HIV 方面的效果不尽如人意,则当模型的控制繁殖数小于 1 时,该模型会发生 PrEP 引发的向后分叉(其后果是,虽然模型的繁殖数小于 1 是必要的,但已不足以在 MSM 群体中消除该疾病)。对于 PrEP 疗效完美的情况,本研究表明,当模型的相关控制繁殖数小于 1 时,两组模型的无病平衡是全局渐近稳定的。研究还进行了全局敏感性分析,以确定对模型的控制繁殖数值影响最大的模型主要参数(从而对 MSM 群体的疾病负担影响最大)。利用合理的参数值范围对模型进行的数值模拟显示,如果半数 MSM 群体严格遵守规定的 PrEP 方案(而其他干预措施保持基线值),则可避免在疾病高峰期记录的每年新增艾滋病病例减少约 22%(与 MSM 群体中未实施基于 PrEP 的干预措施的最坏情况相比)。如果男男性行为人群中的 PrEP 覆盖率提高到 80%,高峰期每年减少的病例数将增加到约 50%。这项研究表明,根据模拟中使用的参数值,如果高风险易感人群感染艾滋病毒的几率与低风险人群相比不超过 15%,那么在 MSM 群体中消除艾滋病毒/艾滋病的前景是光明的。此外,如果未被发现的艾滋病毒感染者能在最佳时间内被检测出来,这些前景就会大大改善。
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Dynamics of a two-group model for assessing the impacts of pre-exposure prophylaxis, testing and risk behaviour change on the spread and control of HIV/AIDS in an MSM population

Although much progress has been made in reducing the public health burden of the human immunodeficiency virus (HIV), which causes acquired immunodeficiency syndrome (AIDS), since its emergence in the 1980s (largely due to the large-scale use and availability of potent antiviral therapy, improved diagnostic and intervention and mitigation measures), HIV remains an important public health challenge globally, including in the United States. This study is based on the use of mathematical modeling approaches to assess the population-level impact of pre-exposure prophylaxis (PrEP), voluntary testing (to detect undetected HIV-infected individuals), and changes in human behavior (with respect to risk structure), on the spread and control of HIV/AIDS in an MSM (men-who-have sex-with-men) population. Specifically, a novel two-group mathematical model, which stratifies the total MSM population based on risk (low or high) of acquisition of HIV infection, is formulated. The model undergoes a PrEP-induced backward bifurcation when the control reproduction number of the model is less than one if the efficacy of PrEP to prevent a high-risk susceptible MSM individual from acquiring HIV infection is not perfect (the consequence of which is that, while necessary, having the reproduction number of the model less than one is no longer sufficient for the elimination of the disease in the MSM population). For the case where the efficacy of PrEP is perfect, this study shows that the disease-free equilibrium of the two-group model is globally-asymptotically stable when the associated control reproduction number of the model is less than one. Global sensitivity analysis was carried out to identify the main parameters of the model that have the highest influence on the value of the control reproduction number of the model (thereby, having the highest influence on the disease burden in the MSM population). Numerical simulations of the model, using a plausible range of parameter values, show that if half of the MSM population considered adhere strictly to the specified PrEP regimen (while other interventions are maintained at their baseline values), a reduction of about 22% of the new yearly HIV cases recorded at the peak of the disease could be averted (compared to the worst-case scenario where PrEP-based intervention is not implemented in the MSM population). The yearly reduction at the peak increases to about 50% if the PrEP coverage in the MSM population increases to 80%. This study showed, based on the parameter values used in the simulations, that the prospects of elimination of HIV/AIDS in the MSM community are promising if high-risk susceptible individuals are no more than 15% more likely to acquire HIV infection, in comparison to their low-risk counterparts. Furthermore, these prospects are significantly improved if undetected HIV-infected individuals are detected within an optimal period of time.

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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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