TB Modelling Group, TB Centre, Centre for Mathematical Modelling of Infectious Diseases, Department of Infectious Disease Epidemiology, London School of Hygiene & Tropical Medicine, London, WC1E 7HT, UK.
BMC Infect Dis. 2020 Nov 23;20(1):880. doi: 10.1186/s12879-020-05592-5.
Following infection with Mycobacterium tuberculosis (M.tb), individuals may rapidly develop tuberculosis (TB) disease or enter a "latent" infection state with a low risk of progression to disease. Mathematical models use a variety of structures and parameterisations to represent this process. The effect of these different assumptions on the predicted impact of TB interventions has not been assessed.
We explored how the assumptions made about progression from infection to disease affect the predicted impact of TB preventive therapy. We compared the predictions using three commonly used model structures, and parameters derived from two different data sources.
The predicted impact of preventive therapy depended on both the model structure and parameterisation. At a baseline annual TB incidence of 500/100,000, there was a greater than 2.5-fold difference in the predicted reduction in incidence due to preventive therapy (ranging from 6 to 16%), and the number needed to treat to avert one TB case varied between 67 and 157. The relative importance of structure and parameters depended on baseline TB incidence and assumptions about the efficacy of preventive therapy, with the choice of structure becoming more important at higher incidence.
The assumptions use to represent progression to disease in models are likely to influence the predicted impact of preventive therapy and other TB interventions. Modelling estimates of TB preventive therapy should consider routinely incorporating structural uncertainty, particularly in higher burden settings. Not doing so may lead to inaccurate and over confident conclusions, and sub-optimal evidence for decision making.
感染结核分枝杆菌(M.tb)后,个体可能会迅速发展为结核病(TB),或者进入进展为疾病风险较低的“潜伏”感染状态。数学模型使用各种结构和参数化来表示这一过程。这些不同假设对 TB 干预措施预测效果的影响尚未评估。
我们探讨了从感染到发病的进展假设如何影响 TB 预防性治疗的预测效果。我们比较了三种常用模型结构和两种不同数据来源得出的参数的预测结果。
预防性治疗的预测效果取决于模型结构和参数化。在每年每 100,000 人中有 500 例的基线 TB 发病率下,预防性治疗预计会降低发病率(幅度为 6%至 16%),预防一例 TB 所需治疗的人数在 67 至 157 人之间变化。结构和参数的相对重要性取决于基线 TB 发病率和预防性治疗效果的假设,在发病率较高的情况下,结构的选择变得更为重要。
模型中用于表示发病进展的假设可能会影响预防性治疗和其他 TB 干预措施的预测效果。TB 预防性治疗的建模估计应考虑常规纳入结构不确定性,尤其是在高负担环境中。不这样做可能会导致不准确和过于自信的结论,并为决策制定提供次优的证据。