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评估 HIV 预防干预措施状态依存有效性的数学见解。

Mathematical insights in evaluating state dependent effectiveness of HIV prevention interventions.

机构信息

Department of Mathematics, Arizona State University, Tempe, AZ 85287, USA.

出版信息

Bull Math Biol. 2013 Apr;75(4):649-75. doi: 10.1007/s11538-013-9824-7. Epub 2013 Feb 23.

Abstract

Mathematical models have been used to simulate HIV transmission and to study the use of preexposure prophylaxis (PrEP) for HIV prevention. Often a single intervention outcome over 10 years has been used to evaluate the effectiveness of PrEP interventions. However, different metrics express a wide variation over time and often disagree in their forecast on the success of the intervention. We develop a deterministic mathematical model of HIV transmission and use it to evaluate the public-health impact of oral PrEP interventions. We study PrEP effectiveness with respect to different evaluation methods and analyze its dynamics over time. We compare four traditional indicators, based on cumulative number or fractions of infections prevented, on reduction in HIV prevalence or incidence and propose two additional methods, which estimate the burden of the epidemic to the public-health system. We investigate the short and long term behavior of these indicators and the effects of key parameters on the expected benefits from PrEP use. Our findings suggest that public-health officials considering adopting PrEP in HIV prevention programs can make better informed decisions by employing a set of complementing quantitative metrics.

摘要

数学模型被用于模拟 HIV 传播并研究使用暴露前预防(PrEP)进行 HIV 预防。通常,在 10 年内使用单一干预结果来评估 PrEP 干预措施的有效性。然而,不同的指标在时间上表现出很大的差异,并且在干预成功的预测上往往存在分歧。我们开发了一种 HIV 传播的确定性数学模型,并使用它来评估口服 PrEP 干预措施对公共卫生的影响。我们根据不同的评估方法研究 PrEP 的有效性,并分析其随时间的动态变化。我们比较了基于预防感染的累积数量或分数、HIV 流行率或发病率降低以及提出的两种额外方法的四个传统指标,这两种方法分别估计了流行对公共卫生系统的负担。我们研究了这些指标的短期和长期行为,以及关键参数对 PrEP 使用预期收益的影响。我们的研究结果表明,公共卫生官员在考虑在 HIV 预防计划中采用 PrEP 时,可以通过使用一组互补的定量指标做出更明智的决策。

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