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Methods for testing theory and evaluating impact in randomized field trials: intent-to-treat analyses for integrating the perspectives of person, place, and time.

机译:在随机现场试验中检验理论和评估影响的方法:意向性分析,用于整合人,地点和时间的观点。

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Randomized field trials provide unique opportunities to examine the effectiveness of an intervention in real world settings and to test and extend both theory of etiology and theory of intervention. These trials are designed not only to test for overall intervention impact but also to examine how impact varies as a function of individual level characteristics, context, and across time. Examination of such variation in impact requires analytical methods that take into account the trial's multiple nested structure and the evolving changes in outcomes over time. The models that we describe here merge multilevel modeling with growth modeling, allowing for variation in impact to be represented through discrete mixtures--growth mixture models--and nonparametric smooth functions--generalized additive mixed models. These methods are part of an emerging class of multilevel growth mixture models, and we illustrate these with models that examine overall impact and variation in impact. In this paper, we define intent-to-treat analyses in group-randomized multilevel field trials and discuss appropriate ways to identify, examine, and test for variation in impact without inflating the Type I error rate. We describe how to make causal inferences more robust to misspecification of covariates in such analyses and how to summarize and present these interactive intervention effects clearly. Practical strategies for reducing model complexity, checking model fit, and handling missing data are discussed using six randomized field trials to show how these methods may be used across trials randomized at different levels.
机译:随机现场试验提供了独特的机会来检查现实环境中的干预措施的有效性,并测试和扩展病因学理论和干预理论。这些试验的目的不仅在于测试整体干预的影响,还在于检查影响如何随个人水平特征,环境和时间而变化。要检查这种影响的变化,就需要采用分析方法,这些方法应考虑到试验的多重嵌套结构以及结果随时间的变化。我们在此描述的模型将多级建模与增长建模融合在一起,从而可以通过离散混合物(增长混合物模型)和非参数平滑函数(广义混合模型)来表示影响的变化。这些方法是新兴的多级增长混合模型类别的一部分,我们通过检查总体影响和影响变化的模型来说明这些方法。在本文中,我们在小组随机化的多级现场试验中定义了意向性处理分析,并讨论了在不夸大I型错误率的情况下识别,检查和测试影响变化的适当方法。在这种分析中,我们将描述如何使因果推断对协变量的错误指定更加可靠,以及如何清楚地总结和呈现这些互动干预效果。使用六项随机现场试验讨论了降低模型复杂性,检查模型拟合以及处理缺失数据的实用策略,以展示如何在不同级别的随机试验中使用这些方法。

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