1995The Journal of General PsychologyRequires access

The Effect of Skew on the Magnitude of Product-Moment Correlations

William P. Dunlap, Michael J. Burke, Tammy Greer

Open publisher page 46 citations

Abstract

The effect of transforming actual skewed variables toward symmetry on the intercorrelations among the transformed variables was examined. The results showed that average correlations increased in all 20 cases studied, even though the transformations to correct skew produced slightly greater nonlinear relationships in some cases. Because the F and t tests for the significance of r are directly proportional to the size of r, correcting skew increases power and at the same time better meets underlying assumptions of those tests. The implications of the findings as well as potential difficulties associated with correction of skew in correlational research are discussed.

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What this paper is about

The effect of transforming actual skewed variables toward symmetry on the intercorrelations among the transformed variables was examined. The results showed that average correlations increased in all 20 cases studied, even though the transformations to correct skew produced slightly greater nonlinear relationships in some cases. Because the F and t tests for the significance of r are directly proportional to the size of r, correcting skew increases power and at the same time better meets underlying assumptions of those tests. The implications of the findings as well as potential difficulties associated with correction of skew in correlational research are discussed.

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Available abstract

The effect of transforming actual skewed variables toward symmetry on the intercorrelations among the transformed variables was examined. The results showed that average correlations increased in all 20 cases studied, even though the transformations to correct skew produced slightly greater nonlinear relationships in some cases. Because the F and t tests for the significance of r are directly proportional to the size of r, correcting skew increases power and at the same time better meets underlying assumptions of those tests. The implications of the findings as well as potential difficulties associated with correction of skew in correlational research are discussed.

Key concepts: Skew, Magnitude (astronomy), Moment (physics), Mathematics, Statistics, Symmetry (geometry), Product (mathematics), Nonlinear system

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