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The regression trunk approach to discover treatment covariate interaction

机译:发现治疗协变量相互作用的回归主干方法

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摘要

The regression trunk approach (RTA) is an integration of regression trees and multiple linear regression analysis. In this paper RTA is used to discover treatment covariate interactions, in the regression of one continuous variable on a treatment variable withmultiple covariates. The performance of RTA is compared to the classical method of forward stepwise regression. The results of two simulation studies, in which the true interactions are modeled as threshold interactions, show that RTA detects the interactions in a higher number of cases (82.3% in the first simulation study, and 52.3% in the second) than stepwise regression (56.5% and 20.5%). In a real data example the final RTA model has a higher cross-validated variance-accounted-for (29.8%) than the stepwise regression model (12.5%). All of these results indicate that RTA is a promising alternative method for demonstrating differential effectiveness of treatments.
机译:回归主干方法(RTA)是回归树和多元线性回归分析的集成。在一个连续变量对具有多个协变量的治疗变量的回归中,本文使用RTA来发现治疗协变量之间的相互作用。将RTA的性能与经典的逐步逐步回归方法进行了比较。两项模拟研究的结果(其中将真实相互作用建模为阈值相互作用)显示,与逐步回归相比,RTA在更多情况下(第一次模拟研究为82.3%,第二次模拟为52.3%)检测到相互作用。 56.5%和20.5%)。在一个真实的数据示例中,最终的RTA模型具有比交叉回归模型(12.5%)高的交叉验证方差(29.8%)。所有这些结果表明,RTA是证明治疗效果不同的有希望的替代方法。

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