Abstract

issues in the detection and interpretation of interaction effects between quantitative variables in multiple regression analysis are discussed. Recent articles by Cronbach (1987) and Dunlap and Kemery (1987) suggested the use of two transformations to reduce "problems" of multicollinearity. These transformations are discussed in the context of the conditional nature of multiple regression with product terms. It is argued that although additive transformations do not affect the overall test of statistical interaction, they do affect the interpretational value of regression coefficients. Factors other than multicollinearity that may account for failures to observe interaction effects are noted.

Keywords

MulticollinearityRegression diagnosticRegression analysisRegressionEconometricsContext (archaeology)StatisticsInterpretation (philosophy)InteractionLinear regressionAffect (linguistics)PsychologyVariablesMathematicsComputer sciencePolynomial regression

Affiliated Institutions

Related Publications

Issues in Multiple Regression

Controlling for variables implies conceptual distinctness between the control and zero-order variables. However, there are different levels of distinctness, some more subtle tha...

1968 American Journal of Sociology 499 citations

Publication Info

Year
1990
Type
article
Volume
25
Issue
4
Pages
467-478
Citations
729
Access
Closed

External Links

Social Impact

Social media, news, blog, policy document mentions

Citation Metrics

729
OpenAlex

Cite This

James Jaccard, Choi K. Wan, Rob Turrisi (1990). The Detection and Interpretation of Interaction Effects Between Continuous Variables in Multiple Regression. Multivariate Behavioral Research , 25 (4) , 467-478. https://doi.org/10.1207/s15327906mbr2504_4

Identifiers

DOI
10.1207/s15327906mbr2504_4