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Assessing the Item Response Theory With Covariate (IRT-C) Procedure for Ascertaining Differential Item Functioning

机译:使用协变量(IRT-C)程序评估项目响应理论以确定差异项目功能

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We evaluate the item response theory with covariates (IRT-C) procedure for assessing differential item functioning (DIF) without preknowledge of anchor items (Tay, Newman, & Vermunt, 2011). This procedure begins with a fully constrained baseline model, and candidate items are tested for uniform and/or nonuniform DIF using the Wald statistic. Candidate items are selected in turn based on high unconditional bivariate residual (UBVR) values. This iterative process continues until no further DIF is detected or the Bayes information criterion (BIC) increases. We expanded on the procedure and examined the use of conditional bivariate residuals (CBVR) to flag for DIF; aside from the BIC, alternative stopping criteria were also considered. Simulation results showed that the IRT-C approach for assessing DIF performed well, with the use of CBVR yielding slightly better power and Type I error rates than UBVR. Additionally, using no information criterion yielded higher power than using the BIC, although Type I error rates were generally well controlled in both cases. Across the simulation conditions, the IRT-C procedure produced results similar to the Mantel-Haenszel and MIMIC procedures.
机译:我们使用协变量(IRT-C)程序评估项目响应理论,以评估差异项目功能(DIF),而无需了解锚项目(Tay,Newman,&Vermunt,2011)。此过程从完全约束的基线模型开始,并使用Wald统计量测试候选项目的均匀和/或不均匀DIF。依次根据高无条件二元残差(UBVR)值选择候选项目。该迭代过程将继续进行,直到没有检测到进一步的DIF或贝叶斯信息标准(BIC)增加为止。我们扩展了程序,并检查了使用条件二元残差(CBVR)标记DIF的方法。除了BIC,还考虑了替代性停车标准。仿真结果表明,IRT-C评估DIF的方法效果很好,与UBVR相比,使用CBVR产生的功率和I类错误率稍高。此外,尽管在两种情况下通常都很好地控制了I型错误率,但不使用信息标准会产生比使用BIC更高的功率。在整个模拟条件下,IRT-C程序产生的结果类似于Mantel-Haenszel和MIMIC程序。

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