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      Evaluation of Variance Inflation Factors in Regression Models Using Latent Variable Modeling Methods

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          Abstract

          A procedure that can be used to evaluate the variance inflation factors and tolerance indices in linear regression models is discussed. The method permits both point and interval estimation of these factors and indices associated with explanatory variables considered for inclusion in a regression model. The approach makes use of popular latent variable modeling software to obtain these point and interval estimates. The procedure allows more informed evaluation of these quantities when addressing multicollinearity-related issues in empirical research using regression models. The method is illustrated on an empirical example using the popular software M plus. Results of a simulation study investigating the capabilities of the procedure are also presented.

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          Author and article information

          Journal
          Educ Psychol Meas
          Educ Psychol Meas
          EPM
          spepm
          Educational and Psychological Measurement
          SAGE Publications (Sage CA: Los Angeles, CA )
          0013-1644
          1552-3888
          19 December 2018
          October 2019
          : 79
          : 5
          : 874-882
          Affiliations
          [1 ]University of Florida, Gainesville, FL, USA
          [2 ]Michigan State University, East Lansing, MI, USA
          Author notes
          [*]Katerina M. Marcoulides, University of Florida, Research and Evaluation Methodology, 1215 Norman Hall, PO Box 117049, Gainesville, FL 32611, USA. Email: k.marcoulides@ 123456coe.ufl.edu
          Article
          PMC6713981 PMC6713981 6713981 10.1177_0013164418817803
          10.1177/0013164418817803
          6713981
          31488917
          d5b7f9f6-6333-4cb6-9b21-601d3b367f8f
          © The Author(s) 2018
          History
          Categories
          Article

          regression model,simulation study,multicollinearity,tolerance index,latent variable modeling,variance inflation factor

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