Evaluating Four Methods for Detecting Differential Item Functioning in Large-Scale Assessments with More Than Two Groups

Dandan Chen Kaptur, Jinming Zhang
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Abstract

This study evaluated four multi-group differential item functioning (DIF) methods (the root mean square deviation approach, Wald-1, generalized logistic regression procedure, and generalized Mantel-Haenszel method) via Monte Carlo simulation of controlled testing conditions. These conditions varied in the number of groups, the ability and sample size of the DIF-contaminated group, the parameter associated with DIF, and the proportion of DIF items. When comparing Type-I error rates and powers of the methods, we showed that the RMSD approach yielded the best Type-I error rates when it was used with model-predicted cutoff values. Also, this approach was found to be overly conservative when used with the commonly used cutoff value of 0.1. Implications for future research for educational researchers and practitioners were discussed.
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评估在有两个以上组别的大规模评估中检测项目功能差异的四种方法
本研究通过蒙特卡洛模拟受控测试条件,评估了四种多组差异项目功能(DIF)方法(均方根偏差法、Wald-1、广义逻辑回归程序和广义曼特尔-海恩泽尔法)。这些条件在组数、DIF 污染组的能力和样本量、与 DIF 相关的参数以及 DIF 项目比例等方面各不相同。在比较各种方法的 Type-I 误差率和功率时,我们发现 RMSD 方法在使用模型预测的截止值时,Type-I 误差率最高。此外,我们还发现这种方法在使用常用的 0.1 临界值时过于保守。我们还讨论了未来研究对教育研究人员和从业人员的启示。
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