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A Machine Learning Approach to Assess Differential Item Functioning in Psychometric Questionnaires Using the Elastic
Vahid Ebrahimi1, Zahra Bagheri1, Zahra Shayan1
1Department of Biostatistics, School of Medicine, Shiraz University of Medical Sciences, Shiraz, Iran.
This study introduces an elastic net regularized ordinal logistic regression (OLR) model for differential item functioning (DIF) analysis in small samples. The regularized model significantly improves DIF detection power compared to traditional methods, especially with limited data.
Area of Science:
- Psychometrics
- Statistical modeling
- Machine learning applications in social sciences
Background:
- Differential item functioning (DIF) assessment is crucial for test fairness.
- Ordinal logistic regression (OLR) is a common method for DIF detection.
- Maximum likelihood (ML) estimation in OLR can be biased with small sample sizes.
Purpose of the Study:
- To propose and evaluate an elastic net regularized OLR model for DIF assessment in small samples.
- To compare the performance of the regularized OLR model against the non-regularized OLR model.
Main Methods:
- A simulation study was conducted to compare DIF detection powers and Type I error rates.
- The study varied conditions such as DIF magnitude, sample size, sample size ratio, scale length, and weighting parameter.
- Elastic net regularization was applied to the OLR model.
Main Results:
- The elastic net regularized OLR model demonstrated increased power in detecting moderate and severe uniform DIF, particularly with small sample sizes (N=100, 150).
- For moderate DIF (0.4) and scale length (I=5), power increased by 35% and 21% for N=100 and N=150, respectively.
- For severe DIF (0.8) and scale length (I=10), power increased by approximately 29.3% and 11.2% for N=100 and N=150, respectively, with Type I errors near 0.05.
Conclusions:
- The elastic net regularized OLR model is a superior alternative to the non-regularized OLR model for DIF detection in small sample research.
- This study provides practical guidelines for researchers conducting DIF analyses with limited sample sizes.
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