Division of Biostatistics, School of Medicine, Washington University, St. Louis, MO, USA.
Clin Trials. 2011 Feb;8(1):15-26. doi: 10.1177/1740774510392391.
Therapeutic trials of disease-modifying agents on Alzheimer's disease (AD) require novel designs and analyses involving switch of treatments for at least a portion of subjects enrolled. Randomized start and randomized withdrawal designs are two examples of such designs. Crucial design parameters such as sample size and the time of treatment switch are important to understand in designing such clinical trials.
The purpose of this article is to provide methods to determine sample sizes and time of treatment switch as well as optimum statistical tests of treatment efficacy for clinical trials of disease-modifying agents on AD.
A general linear mixed effects model is proposed to test the disease-modifying efficacy of novel therapeutic agents on AD. This model links the longitudinal growth from both the placebo arm and the treatment arm at the time of treatment switch for these in the delayed treatment arm or early withdrawal arm and incorporates the potential correlation on the rate of cognitive change before and after the treatment switch. Sample sizes and the optimum time for treatment switch of such trials as well as optimum test statistic for the treatment efficacy are determined according to the model.
Assuming an evenly spaced longitudinal design over a fixed duration, the optimum treatment switching time in a randomized start or a randomized withdrawal trial is half way through the trial. With the optimum test statistic for the treatment efficacy and over a wide spectrum of model parameters, the optimum sample size allocations are fairly close to the simplest design with a sample size ratio of 1:1:1 among the treatment arm, the delayed treatment or early withdrawal arm, and the placebo arm. The application of the proposed methodology to AD provides evidence that much larger sample sizes are required to adequately power disease-modifying trials when compared with those for symptomatic agents, even when the treatment switch time and efficacy test are optimally chosen.
The proposed method assumes that the only and immediate effect of treatment switch is on the rate of cognitive change.
Crucial design parameters for the clinical trials of disease-modifying agents on AD can be optimally chosen. Government and industry officials as well as academia researchers should consider the optimum use of the clinical trials design for disease-modifying agents on AD in their effort to search for the treatments with the potential to modify the underlying pathophysiology of AD.
治疗阿尔茨海默病(AD)的疾病修饰剂治疗试验需要新的设计和分析,其中至少有一部分入组患者需要转换治疗。随机起始和随机停药设计就是这样的设计示例。在设计此类临床试验时,重要的设计参数(如样本量和治疗转换时间)需要了解。
本文旨在提供用于确定样本量和治疗转换时间以及用于 AD 疾病修饰剂治疗试验的最佳统计疗效检验的方法。
提出了一种广义线性混合效应模型来检验新型治疗药物对 AD 的疾病修饰疗效。该模型将来自安慰剂组和治疗组的纵向增长联系起来,这些组在延迟治疗组或提前停药组中在治疗转换时,并结合了治疗转换前后认知变化率的潜在相关性。根据模型确定此类试验的样本量和最佳治疗转换时间以及治疗疗效的最佳检验统计量。
假设在固定时间内进行均匀间隔的纵向设计,随机起始或随机停药试验的最佳治疗转换时间为试验的一半。对于治疗效果的最佳检验统计量和广泛的模型参数范围内,最佳样本量分配与最简单的设计非常接近,即在治疗组、延迟治疗或提前停药组和安慰剂组之间的样本量比例为 1:1:1。将所提出的方法应用于 AD 提供了证据,表明与治疗症状的药物相比,即使最佳选择治疗转换时间和疗效检验,也需要更大的样本量才能充分为疾病修饰试验提供动力。
所提出的方法假设治疗转换的唯一和直接影响是认知变化率。
可以最佳选择 AD 疾病修饰剂治疗试验的关键设计参数。政府和行业官员以及学术界研究人员应考虑为 AD 疾病修饰剂临床试验的最佳使用,以努力寻找具有潜在改变 AD 潜在病理生理学的治疗方法。