An Iterative Procedure for Linking Metrics and Assessing Item Bias in Item Response Theory
- 1 September 1988
- journal article
- research article
- Published by SAGE Publications in Applied Psychological Measurement
- Vol. 12 (3), 253-260
- https://doi.org/10.1177/014662168801200304
Abstract
The presence of biased items may seriously affect methods used to link metrics in item response theory. An iterative procedure designed to minimize this methodological problem was examined in a monte carlo investigation using the two-parameter item re sponse model. The iterative procedure links the scales of independently calibrated parameter estimates using only those items identified as unbiased. Two methods for transforming parameter estimates to a common metric were incorporated into the iterative procedure. The first method links scales by equating the first two moments of the distributions of estimated item diffi culties. The second method determines the linking transformation by minimizing differences across IRT characteristic curve estimates. Results indicate that it erative linking provides a substantial improvement in item bias detection over the noniterative approach. Index terms: Item bias, Item response theory, Iterative method, Linking, Metric linking, Two-parameter item response model.Keywords
This publication has 15 references indexed in Scilit:
- Study of the measurement bias of two standardized psychological tests.Journal of Applied Psychology, 1987
- Cross-Language and Cross-Cultural Comparisons in Scale TranslationsJournal of Cross-Cultural Psychology, 1986
- Psychometric equivalence of a translation of the Job Descriptive Index into Hebrew.Journal of Applied Psychology, 1986
- DETECTING EXPERIMENTALLY INDUCED ITEM BIAS USING THE ITERATIVE LOGIT METHODJournal of Educational Measurement, 1985
- A Minimum Chi-Square Method for Developing a Common Metric in Item Response TheoryApplied Psychological Measurement, 1985
- A Simulation Study of Item Bias Using a Two-Parameter Item Response ModelApplied Psychological Measurement, 1985
- Recovery of Two- and Three-Parameter Logistic Item Characteristic Curves: A Monte Carlo StudyApplied Psychological Measurement, 1982
- Item Bias in a Test of Reading ComprehensionApplied Psychological Measurement, 1981
- ITEM CHARACTERISTIC CURVE SOLUTIONS TO THREE INTRACTABLE TESTING PROBLEMS1Journal of Educational Measurement, 1977
- Fitting a response model forn dichotomously scored itemsPsychometrika, 1970