Department of Epidemiology, Gillings School of Global Public Health, University of North Carolina at Chapel Hill, NC 27599, USA.
Epidemiol Infect. 2011 Apr;139(4):544-51. doi: 10.1017/S0950268810001652. Epub 2010 Jul 12.
Evaluation of antimalarial efficacy is difficult because recurrent parasitaemia can be due to recrudescence or re-infection. PCR is used to differentiate between recrudescences and re-infections by comparing parasite allelic variants before and after treatment. However, PCR-corrected results are susceptible to misclassification: false positives, due to re-infection by the same variant present in the patient before treatment; and false negatives, due to variants that are present but too infrequent to be detected in the pre-treatment PCR, but are then detectable post-treatment. This paper aimed to explore factors affecting the probability of false positives and proposes a Monte Carlo uncertainty analysis to account for both types of misclassification. Higher levels of transmission intensity, increased multiplicity of infection, and limited allelic variation resulted in more false recrudescences. The uncertainty analysis exploits characteristics of study data to minimize bias in the estimate of efficacy and can be applied to areas of different transmission intensity.
疟疾疗效评估较为困难,因为寄生虫血症的再次出现可能是由于疟疾复发或再感染所致。聚合酶链反应(PCR)通过比较治疗前后寄生虫等位基因变体来区分复发和再感染。然而,PCR 校正结果容易发生错误分类:假阳性,是由于治疗前患者体内存在的相同变体再次感染所致;假阴性,是由于治疗前 PCR 检测不到,但治疗后可检测到的存在但频率过低的变体所致。本文旨在探讨影响假阳性概率的因素,并提出一种蒙特卡罗不确定性分析方法来考虑这两种类型的错误分类。较高的传播强度、感染的多发性增加以及等位基因变异有限会导致更多的假复发。不确定性分析利用研究数据的特征,最大限度地减少疗效估计的偏差,可应用于不同传播强度的地区。