Gomeni Roberto, Merlo-Pich Emilio
CPK/Modelling & Simulation, GlaxoSmithKline, Verona, Italy.
Br J Clin Pharmacol. 2007 May;63(5):595-613. doi: 10.1111/j.1365-2125.2006.02815.x.
To develop a probabilistic and longitudinal model describing the time course of Hamilton's Rating Scale for Depression (HAMD-17) total score in patients with major depressive disorders treated with placebo and to develop predictive models to estimate the response at end-point given HAMD-17 measurements at weeks 2 and 4.
Patients (n = 691) from seven clinical trials were analysed in WinBUGS using a Bayesian approach. The whole dataset was randomly split in a learning (359 patients for model definition) and a test dataset (332 patients for assessment of model predictive performance). The analysis of the learning dataset assumed uninformative priors, whereas the analysis of the test dataset used the posterior parameter estimates of the learning dataset as priors. ROC curve analysis estimated the optimal sensitivity/specificity cut-off between false-negative and false-positive rates and determined the prognostic allocation rule for patients to responder and nonresponder groups.
A Weibull/linear model accurately described the population and individual HAMD-17 time course. The total area under the ROC curve, ranging from 0.76 (logistic model with data at week 2) to 0.86 (longitudinal model with data at week 4), provided a measure of the prognostic discriminatory power of early HAMD-17 measures using the two models. The best placebo-responder classification score (86.32% true and 13.68% false positive) was associated with the longitudinal model with HAMD-17 measures at week 4.
Results showed the relevance of the Bayesian approach to predict HAMD-17 score at study end and to classify a patient as a placebo responder given the uncertainty in parameters derived from historical data and early HAMD-17 measurements.
在重度抑郁症中,抗抑郁药物试验中有相当比例(40%)的患者会出现安慰剂反应。
在这些试验中,临床评分量表(如HAMD - 17)的早期变化(即前4周内)与终点反应相关。
不可预测的安慰剂反应是抗抑郁药物评估临床试验失败的主要原因之一。
提供了一个模型来描述个体和群体安慰剂反应的时间进程。
提供了一种方法,基于早期HAMD - 17测量值预测个体成为安慰剂反应者的概率,并评估预后能力。
提供了一个方法框架,用于在新型抗抑郁药物评估的临床试验设计中实施群体富集策略。
开发一个概率性纵向模型,描述接受安慰剂治疗的重度抑郁症患者汉密尔顿抑郁量表(HAMD - 17)总分的时间进程,并开发预测模型,根据第2周和第4周的HAMD - 17测量值估计终点反应。
使用贝叶斯方法在WinBUGS中分析来自7项临床试验的患者(n = 691)。将整个数据集随机分为一个学习数据集(359例患者用于模型定义)和一个测试数据集(332例患者用于评估模型预测性能)。对学习数据集的分析采用无信息先验,而对测试数据集的分析则将学习数据集的后验参数估计作为先验。ROC曲线分析估计了假阴性率和假阳性率之间的最佳敏感性/特异性截断值,并确定了患者分为反应者和非反应者组的预后分配规则。
一个威布尔/线性模型准确描述了群体和个体HAMD - 17的时间进程。ROC曲线下的总面积,范围从0.76(第2周数据的逻辑模型)到0.86(第4周数据的纵向模型),提供了使用这两种模型的早期HAMD - 17测量值的预后判别能力的度量。最佳的安慰剂反应者分类分数(真阳性率86.32%,假阳性率13.68%)与第4周HAMD - 17测量值的纵向模型相关。
结果表明,鉴于从历史数据和早期HAMD - 17测量值得出的参数存在不确定性,贝叶斯方法在预测研究终点的HAMD - 17分数以及将患者分类为安慰剂反应者方面具有相关性。