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Errata for “The Proper Sequence for Correcting Correlation Coefficients for Range Restriction and Unreliability”

Published online by Cambridge University Press:  01 January 2025

Joseph M. Stauffer*
Affiliation:
Center for Women in Small Business, Saint Mary-of-the-Woods College
Jorge L. Mendoza
Affiliation:
University of Oklahoma
*
Requests for reprints should be sent to Joseph M. Stauffer, c/o Division of Management, University of Oklahoma, 307 W. Brooks, Adams Hall, Room 206, Norman OK 73019. E-Mail: joestauffer@hotmail.com
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Abstract

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Corrections of correlations for range restriction (i.e., selection) and unreliability are common in psychometric work. The current rule of thumb for determining the order in which to apply these corrections looks to the nature of the reliability estimate (i.e., restricted or unrestricted). While intuitive, this rule of thumb is untenable when the correction includes the variable upon which selection is made, as is generally the case. Using classical test theory, we show that it is the nature of the range restriction, not the nature of the available reliability coefficient, that determines the sequence for applying corrections for range restriction and unreliability.

Type
Erratum
Copyright
Copyright © 2001 The Psychometric Society

References

Stauffer, Joseph M., & Mendoza, Jorge L. (2001). The proper sequence for correcting correlation coefficients for range restriction and unreliability. Psychometrika, 66, 63-68.CrossRefGoogle Scholar