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动态结核病传播模型中潜伏感染向活动性疾病的进展:对模型假设有效性的系统评价。

Progression from latent infection to active disease in dynamic tuberculosis transmission models: a systematic review of the validity of modelling assumptions.

机构信息

Department of Global Health and Population, Harvard TH Chan School of Public Health, Boston, MA, USA; Center for Health Decision Science, Harvard TH Chan School of Public Health, Boston, MA, USA.

Department of Global Health and Population, Harvard TH Chan School of Public Health, Boston, MA, USA.

出版信息

Lancet Infect Dis. 2018 Aug;18(8):e228-e238. doi: 10.1016/S1473-3099(18)30134-8. Epub 2018 Apr 10.

Abstract

Mathematical modelling is commonly used to evaluate infectious disease control policy and is influential in shaping policy and budgets. Mathematical models necessarily make assumptions about disease natural history and, if these assumptions are not valid, the results of these studies can be biased. We did a systematic review of published tuberculosis transmission models to assess the validity of assumptions about progression to active disease after initial infection (PROSPERO ID CRD42016030009). We searched PubMed, Web of Science, Embase, Biosis, and Cochrane Library, and included studies from the earliest available date (Jan 1, 1962) to Aug 31, 2017. We identified 312 studies that met inclusion criteria. Predicted tuberculosis incidence varied widely across studies for each risk factor investigated. For population groups with no individual risk factors, annual incidence varied by several orders of magnitude, and 20-year cumulative incidence ranged from close to 0% to 100%. A substantial proportion of modelled results were inconsistent with empirical evidence: for 10-year cumulative incidence, 40% of modelled results were more than double or less than half the empirical estimates. These results demonstrate substantial disagreement between modelling studies on a central feature of tuberculosis natural history. Greater attention to reproducing known features of epidemiology would strengthen future tuberculosis modelling studies, and readers of modelling studies are recommended to assess how well those studies demonstrate their validity.

摘要

数学模型常用于评估传染病控制政策,对政策和预算的制定具有重要影响。数学模型必然对疾病的自然史做出假设,如果这些假设不成立,那么这些研究的结果可能存在偏差。我们对已发表的结核病传播模型进行了系统综述,以评估初始感染后进展为活动性疾病(PROSPERO ID CRD42016030009)假设的有效性。我们检索了 PubMed、Web of Science、Embase、Biosis 和 Cochrane Library,并纳入了自最早可获得日期(1962 年 1 月 1 日)至 2017 年 8 月 31 日的研究。我们确定了符合纳入标准的 312 项研究。对于每个研究的风险因素,预测的结核病发病率在不同的研究之间差异很大。对于没有个体风险因素的人群,年发病率相差几个数量级,20 年累积发病率从接近 0%到 100%不等。相当一部分模型结果与经验证据不一致:对于 10 年累积发病率,40%的模型结果是经验估计值的两倍以上或不到一半。这些结果表明,结核病自然史的一个核心特征在建模研究之间存在很大分歧。更多地关注再现已知的流行病学特征将加强未来的结核病建模研究,建议模型研究的读者评估这些研究在多大程度上证明了其有效性。

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