Crump Ronald E, Medley Graham F
Warwick Infectious Disease Epidemiology Research, School of Life Sciences, Gibbet Hill Campus, The University of Warwick, Coventry, CV4 7AL, UK.
Public Health & Policy, London School of Hygiene and Tropical Medicine, London, WC1E 7HT, UK.
Parasit Vectors. 2015 Oct 22;8:534. doi: 10.1186/s13071-015-1142-5.
The number of new leprosy cases reported annually is falling worldwide, but remains relatively high in some populations. Because of the long and variable periods between infection, onset of disease, and diagnosis, the recently detected cases are a reflection of infection many years earlier. Estimation of the numbers of sub-clinical and clinical infections would be useful for management of elimination programmes. Back-calculation is a methodology that could provide estimates of prevalence of undiagnosed infections, future diagnoses and the effectiveness of control.
A basic back-calculation model to investigate the infection dynamics of leprosy has been developed using Markov Chain Monte Carlo in a Bayesian context. The incidence of infection and the detection delay both vary with calendar time. Public data from Thailand are used to demonstrate the results that are obtained as the incidence of diagnosed cases falls.
The results show that the underlying burden of infection and short-term future predictions of cases can be estimated with a simple model. The downward trend in new leprosy cases in Thailand is expected to continue. In 2015 the predicted total number of undiagnosed sub-clinical and clinical infections is 1,168 (846-1,546) of which 466 (381-563) are expected to be clinical infections.
Bayesian back-calculation has great potential to provide estimates of numbers of individuals in health/infection states that are as yet unobserved. Predictions of future cases provides a quantitative measure of understanding for programme managers and evaluators. We will continue to develop the approach, and suggest that it might be useful for other NTD in which incidence of diagnosis is not an immediate measure of infection.
全球每年报告的新麻风病例数正在下降,但在某些人群中仍相对较高。由于感染、发病和诊断之间的时间间隔长且变化不定,最近检测到的病例反映的是多年前的感染情况。估计亚临床感染和临床感染的数量将有助于麻风消除计划的管理。反向推算方法可以提供未诊断感染的患病率、未来诊断数及控制效果的估计值。
在贝叶斯框架下,利用马尔可夫链蒙特卡洛方法开发了一个用于研究麻风感染动态的基本反向推算模型。感染发生率和检测延迟均随日历时间变化。利用泰国的公开数据来展示随着确诊病例数下降所获得的结果。
结果表明,使用一个简单模型就可以估计潜在的感染负担和病例的短期未来预测情况。预计泰国新麻风病例的下降趋势将持续。2015年,预计未诊断的亚临床和临床感染总数为1168例(846 - 1546例),其中预计临床感染为466例(381 - 563例)。
贝叶斯反向推算在估计尚未观察到的健康/感染状态个体数量方面具有很大潜力。对未来病例的预测为项目管理者和评估者提供了一种定量的理解方式。我们将继续开发该方法,并认为它可能对其他诊断发病率并非感染直接指标的被忽视热带病也有用。