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Using Confidence Intervals of the Item and Test Information Functions to Test Differential Item and Test Functioning:
Georgios D Sideridis1, Ioannis Tsaousis, Kaleel A Harbi
1Georgios D. Sideridis, Ph.D., Boston Children's Hospital, Harvard Medical School, 300 Longwood Avenue, Boston, MA 02115, USA, georgios.sideridis@childrens.harvard.edu.
This study visualized group differences in a Saudi Arabian math exam using item and test information functions. These methods effectively identified differential functioning, offering improved sensitivity over traditional approaches.
Area of Science:
- Educational Measurement
- Psychometrics
- Statistics
Background:
- Differential item and test functioning are crucial for fair assessments.
- Traditional methods for evaluating differential functioning often rely solely on item difficulties.
Purpose of the Study:
- To visualize group differences using confidence intervals of item and test information functions.
- To statistically compare these functions for evaluating differential item and test functioning.
Main Methods:
- Utilized 95% confidence intervals of item and test information functions.
- Estimated item and test information functions, conditional standard errors, and reliability for male and female groups.
- Employed population-based Z-tests and Monte Carlo simulations for statistical confirmation.
Main Results:
- Visualizing confidence intervals of information functions clearly showed group differences.
- Statistical tests confirmed these visual findings, validating the approach.
- The proposed method demonstrated increased sensitivity compared to traditional techniques.
Conclusions:
- Information functions combined with inferential tests provide a robust method for detecting differential group behavior.
- Bootstrap distributions enable the construction of inferential tests for significance.
- This procedure, incorporating item difficulties and discrimination indices, enhances the evaluation of assessment fairness.
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