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Performance of Principal Stratification Method Adjusting for Treatment Noncompliance in Two Arms of a Randomized Trial

机译:主要分层方法的性能调整治疗不合规在随机试验的两臂中的不合规性

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The method of principal stratification is a unifying framework for modelling cause and effect which is applicable to adjusting for treatment noncompliance in multiple arms of a trial. Baseline covariates which predict compliance with treatment are useful in addressing parameter identification problem associated with principal stratification. Roy, Hogan and Marcus (RHM) (2008) proposed a principal stratification framework in which they used baseline covariates to adjust for imperfect compliance in both arms of a two-active treatments trial. Key to the application of this method is a defining but untestable distributional assumption whose robustness is unknown. The present work uses statistically designed simulation studies in the framework of a clinical trial comparing two active treatments as applied to survival data under both homogeneous and heterogeneous treatment effect assumptions to evaluate the performance of the RHM method in terms of bias and $95%$ credible intervals. We first apply the standard proportional hazard model to obtain the ITT estimate and evaluate resulting bias if viewed as estimating a causal hazard ratio. We then compare the method's performance in terms of stratum-specific causal relative risk for different specifications of a user-defined spectrum parameter. The results showed no effect of the spectrum parameter on the ITT estimates. The RHM method performed poorly by producing significantly biased efficacy estimates in all strata with wider corresponding $95%$ credible intervals under heterogeneous treatment effect assumption. The resulting efficacy estimates varied a lot depending on the value of the unknown (user-defined) spectrum parameter.
机译:主分层的方法是用于建模原因的统一框架和效果,其适用于调节试验的多个臂中的治疗不合规。预测遵守治疗的基线协变量可用于解决与主分层相关的参数识别问题。 ROY,Hogan和Marcus(RHM)(2008)提出了一个主要的分层框架,其中他们使用基线协变量来调整两个主动治疗试验的双臂的不完美遵守情况。这种方法应用的关键是一个定义但不可衰减的分布假设,其鲁棒性未知。本作本作在临床试验框架中使用统计设计的仿真研究,比较了在均匀和异质治疗效果假设下应用于存活数据的两个有源处理,以评估rhM方法在偏差方面的性能和95 00 %$可信间隔。我们首先应用标准比例危险模型,以获得ITT估计并评估所得到的偏差,如果估计因果危险比。然后,我们将方法的性能与阶层特定的因果关系相对风险进行比较,以了解用户定义的频谱参数的不同规范。结果表明Spectrum参数对ITT估计的影响没有影响。通过在异构治疗效果假设下,通过在所有地层中产生显着偏向的效力估计,通过在异构治疗效果假设下产生显着偏向的疗效估计来进行rHM方法。由此产生的功效估计根据未知(用户定义的)频谱参数的值而变化。

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