Performance of statistical methods to address treatment non-adherence in pragmatic clinical trials with point-treatment settings: a simulation study

M. B. Hossain, L. Mosquera, Mohammad Karim
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Abstract

Introduction: The instrumental variable (IV)-based methods (e.g., two-stage least square [2SLS], two-stage residual inclusion [2SRI], and nonparametric causal bound [NPCB]) can be used to address non-adherence in pragmatic trials. These methods require assumptions, e.g., exclusion restriction, although they are known to handle unmeasured confounding. The inverse probability-weighted per-protocol [IPW-PP] method is useful in the same setting but requires different assumptions (no unmeasured confounding). Although all these methods aim to address the same problem, comprehensive simulations to compare their performance are absent in the literature. We performed extensive simulations when (1) confounding is present, (2) confounder is unmeasured but exclusion restriction is met, (3) exclusion restriction is violated, and (4) non-adherence is one-sided and differential. Method: We compared the performance in terms of bias, standard error (SE), mean squared error (MSE), and 95% confidence interval coverage probability. Results: For setting-1, IPW-PP outperforms IV-methods in terms of bias, SE, MSE, and coverage for <80% non-adherence but produces high bias beyond that point. IPW-PP also has high biases, but 2SLS and 2SRI work well for setting-2. For setting-3, 2SLS and 2SRI perform the worst in all scenarios; IPW-PP produces unbiased estimates when necessary confounders are measured and adjusted. For setting-4, IPW-PP has less bias, but 2SLS and 2SRI have higher SE and MSE. NPCB has wider bounds in all scenarios. We also analyze a two-arm trial to estimate the effect of vitamin A supplementation on childhood mortality after addressing non-adherence. Conclusion: We need to be cautious using the IPW-PP when non-adherence is very high or strong unmeasured confounding and should avoid using the IV methods when the exclusion restriction assumption is violated or high differential non-adherence. Since assumptions are different and often untestable for IPW-PP and IV methods, we suggest analyzing data using both methods for a robust conclusion.
在点治疗设置的实用临床试验中处理治疗不依从的统计方法的表现:一项模拟研究
基于工具变量(IV)的方法(例如,两阶段最小二乘法[2SLS],两阶段残差纳入[2SRI]和非参数因果界[NPCB])可用于解决实用试验中的不依从性。这些方法需要假设,例如排除限制,尽管已知它们可以处理无法测量的混杂。逆概率加权协议[IPW-PP]方法在相同的设置中是有用的,但需要不同的假设(没有未测量的混淆)。尽管所有这些方法都旨在解决相同的问题,但文献中缺乏比较其性能的综合模拟。我们在以下情况下进行了广泛的模拟:(1)存在混杂因素,(2)混杂因素未测量但满足排除限制,(3)违反排除限制,以及(4)非依从性是单侧和差异的。方法:我们从偏倚、标准误差(SE)、均方误差(MSE)和95%置信区间覆盖概率方面比较了性能。结果:对于设置-1,IPW-PP在偏倚、SE、MSE和<80%非依从性覆盖率方面优于iv -方法,但超过该点会产生高偏倚。IPW-PP也有很高的偏差,但2SLS和2SRI在set -2中工作得很好。对于set -3, 2SLS和2SRI在所有场景中表现最差;当测量和调整必要的混杂因素时,IPW-PP产生无偏估计。对于set -4, IPW-PP的偏倚较小,而2SLS和2SRI的SE和MSE较高。NPCB在所有情况下都有更宽的边界。我们还分析了一项两组试验,以估计在解决不依从性后补充维生素a对儿童死亡率的影响。结论:IPW-PP在非依从性非常高或未测量混杂因素较强时应谨慎使用,在违反排除限制假设或高差异非依从性时应避免使用IV方法。由于IPW-PP和IV方法的假设是不同的,而且往往是不可检验的,我们建议使用这两种方法来分析数据,以获得一个可靠的结论。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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