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Understanding the Results of Multiple Linear Regression: Beyond Standardized Regression Coefficients

机译:了解多元线性回归的结果:超越标准回归系数

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摘要

Multiple linear regression (MLR) remains a mainstay analysis in organizational research, yet intercorrelationsbetween predictors (multicollinearity) undermine the interpretation of MLR weights interms of predictor contributions to the criterion. Alternative indices include validity coefficients,structure coefficients, product measures, relative weights, all-possible-subsets regression, dominanceweights, and commonality coefficients. This article reviews these indices, and uniquely, itoffers freely available software that (a) computes and compares all of these indices with one another,(b) computes associated bootstrapped confidence intervals, and (c) does so for any number of predictorsso long as the correlation matrix is positive definite. Other available software is limited in allof these respects. We invite researchers to use this software to increase their insights when applyingMLR to a data set. Avenues for future research and application are discussed.
机译:多元线性回归(MLR)仍然是组织研究中的主要分析方法,但预测变量之间的相互关系(多重共线性)破坏了预测变量对该标准的贡献的MLR权重解释。替代指标包括有效性系数,结构系数,乘积度量,相对权重,所有可能子集回归,优势权重和共性系数。本文回顾了这些指标,并且独特地,它免费提供了免费软件,该软件(a)计算并相互比较所有这些指标,(b)计算相关的自举置信区间,并且(c)对于任何数量的预测变量都如此相关矩阵是正定的。在所有这些方面,其他可用软件受到限制。我们邀请研究人员在将MLR应用于数据集时使用此软件来增加他们的见识。讨论了未来研究和应用的途径。

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