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What residualizing predictors in regression analyses does (and what it does not do)

机译:回归分析中残差预测变量的作用(以及不起作用)

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Psycholinguists are making increasing use of regression analyses and mixed-effects modeling. In an attempt to deal with concerns about collinearity, a number of researchers orthogonalize predictor variables by residualizing (i.e., by regressing one predictor onto another, and using the residuals as a stand-in for the original predictor). In the current study, the effects of residualizing predictor variables are demonstrated and discussed using ordinary least-squares regression and mixed-effects models. Some of these effects are almost certainly not what the researcher intended and are probably highly undesirable. Most importantly, what residualizing does not do is change the result for the residualized variable, which many researchers probably will find surprising. Further, some analyses with residualized variables cannot be meaningfully interpreted. Hence, residualizing is not a useful remedy for collinearity.
机译:心理语言学家越来越多地使用回归分析和混合效果模型。为了解决关于共线性的担忧,许多研究人员通过残差(即通过将一个预测变量回归到另一个预测变量,并将残差用作原始预测变量的替代者)正交化预测变量。在当前的研究中,使用普通的最小二乘回归和混合效应模型证明并讨论了残留预测变量的影响。这些影响中的一些几乎肯定不是研究人员想要的,并且可能是非常不希望的。最重要的是,残差不做的是更改残差变量的结果,许多研究人员可能会感到惊讶。此外,某些带有残差变量的分析无法得到有意义的解释。因此,残差不是共线性的有用补救措施。

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