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

被引:227
|
作者
Nimon, Kim F. [1 ]
Oswald, Frederick L. [2 ]
机构
[1] Univ N Texas, Dept Learning Technol, Denton, TX 76207 USA
[2] Rice Univ, Houston, TX USA
关键词
multiple regression; quantitative research; exploratory; research design; RELATIVE IMPORTANCE; CONFIDENCE-INTERVALS; PARTITIONING VARIANCE; COMPARING PREDICTORS; DOMINANCE ANALYSIS; VARIABLES; SELECTION; WEIGHT;
D O I
10.1177/1094428113493929
中图分类号
B849 [应用心理学];
学科分类号
040203 ;
摘要
Multiple linear regression (MLR) remains a mainstay analysis in organizational research, yet intercorrelations between predictors (multicollinearity) undermine the interpretation of MLR weights in terms of predictor contributions to the criterion. Alternative indices include validity coefficients, structure coefficients, product measures, relative weights, all-possible-subsets regression, dominance weights, and commonality coefficients. This article reviews these indices, and uniquely, it offers 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 predictors so long as the correlation matrix is positive definite. Other available software is limited in all of these respects. We invite researchers to use this software to increase their insights when applying MLR to a data set. Avenues for future research and application are discussed.
引用
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页码:650 / 674
页数:25
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