Determining the Appropriate Correction when the Type of Range Restriction is Unknown: Developing a Sample-Based Procedure
- 1 June 1991
- journal article
- research article
- Published by SAGE Publications in Educational and Psychological Measurement
- Vol. 51 (2), 329-340
- https://doi.org/10.1177/0013164491512006
Abstract
Recently developed procedures correct range restricted correlations with information obtained solely from the restricted samples. However, these procedures can be used only when the type of range restriction that has occurred is known. A sample-based classification procedure was developed in an attempt to address this limitation. This new procedure was found to be relatively accurate and powerful in determining the appropriate range restriction correction.Keywords
This publication has 14 references indexed in Scilit:
- Correcting for Restriction of Range in Both X and Y When the Unrestricted Variances are UnknownApplied Psychological Measurement, 1985
- Further consideration of the power to detect nonzero validity coefficients under range restriction.Journal of Applied Psychology, 1985
- Correcting for Range Restriction When the Population Variance is UnknownApplied Psychological Measurement, 1984
- Correction for Restriction of Range when Both X and Y are TruncatedApplied Psychological Measurement, 1984
- Issues in the use and interpretation of discriminant analysis.Psychological Bulletin, 1984
- Corrections for range restriction: An empirical investigation of conditions resulting in conservative corrections.Journal of Applied Psychology, 1981
- Discriminant AnalysisPublished by SAGE Publications ,1980
- A Coefficient of Agreement for Nominal ScalesEducational and Psychological Measurement, 1960
- Simplified Estimators for the Normal Distribution When Samples Are Singly Censored or TruncatedTechnometrics, 1959
- A Method of Inferring the Change in a Coefficient of Correlation Resulting from a Change in the Heterogeneity of the Group.Journal of Educational Psychology, 1922