CESP INSERM-UVSQ UMRS-1018, Villejuif, France.
PLoS One. 2011;6(8):e21149. doi: 10.1371/journal.pone.0021149. Epub 2011 Aug 10.
The objectives of this study were to determine the capacity of BED incidence testing to a) estimate the effect of a HIV prevention intervention and b) provide adequate statistical power, when used among young people from sub-Saharan African settings with high HIV incidence rates.
Firstly, after having elaborated plausible scenarios based on empirical data and the characteristics of the BED HIV-1 Capture EIA (BED) assay, we conducted statistical calculations to determine the BED theoretical power and HIV incidence rate ratio (IRR) associated with an intervention when using BED incidence testing. Secondly, we simulated a cross-sectional study conducted in a population among whom an HIV intervention was rolled out. Simulated data were analyzed using a log-linear Poisson model to recalculate the IRR and its confidence interval, and estimate the BED practical power. Calculations were conducted with and without corrections for misclassifications.
Calculations showed that BED incidence testing can yield a BED theoretical power of 75% or more of the power that can be obtained in a classical cohort study conducted over a duration equal to the BED window period. Statistical analyses using simulated populations showed that the effect of a prevention intervention can be estimated with precision using classical statistical analysis of BED incidence testing data, even with an imprecise knowledge of the characteristics of the BED assay. The BED practical power was lower but of the same magnitude as the BED theoretical power.
BED incidence testing can be applied to reasonably small samples to achieve good statistical power when used among young people to estimate IRR.
本研究的目的是确定 BED 感染率检测在以下情况下的能力:a)估计 HIV 预防干预的效果;b)在撒哈拉以南非洲高 HIV 感染率人群中使用时,提供足够的统计功效。
首先,在基于经验数据和 BED HIV-1 捕获 ELISA(BED)检测特点制定合理的假设场景后,我们进行了统计计算,以确定使用 BED 感染率检测时,干预措施相关的 BED 理论功效和 HIV 感染率比值(IRR)。其次,我们模拟了在实施 HIV 干预措施的人群中进行的横断面研究。使用对数线性泊松模型对模拟数据进行分析,重新计算 IRR 及其置信区间,并估计 BED 实际功效。计算时分别考虑和不考虑错误分类的校正。
计算结果表明,BED 感染率检测的功效可以达到经典队列研究的 75%或更高,而经典队列研究的持续时间等于 BED 窗口期。使用模拟人群进行的统计分析表明,即使对 BED 检测的特点缺乏准确的了解,也可以使用 BED 感染率检测数据的经典统计分析来精确估计预防干预的效果。BED 实际功效虽低于理论功效,但功效相当。
BED 感染率检测可应用于较小的样本,在年轻人中使用时,可以达到良好的统计功效,以估计 IRR。