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A Log-Linear Modeling Approach for Differential Item Functioning Detection in Polytomously Scored Items

机译:多次尺寸差分算法检测的对数线性建模方法

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摘要

A log-linear model (LLM) is a well-known statistical method to examine the relationship among categorical variables. This study investigated the performance of LLM in detecting differential item functioning (DIF) for polytomously scored items via simulations where various sample sizes, ability mean differences (impact), and DIF types were manipulated. Also, the performance of LLM was compared with that of other observed score-based DIF methods, namely ordinal logistic regression, logistic discriminant function analysis, Mantel, and generalized Mantel-Haenszel, regarding their Type I error (rejection rates) and power (DIF detection rates). For the observed score matching stratification in LLM, 5 and 10 strata were used. Overall, generalized Mantel-Haenszel and LLM with 10 strata showed better performance than other methods, whereas ordinal logistic regression and Mantel showed poor performance in detecting balanced DIF where the DIF direction is opposite in the two pairs of categories and partial DIF where DIF exists only in some of the categories.
机译:Log-Linear模型(LLM)是一种众所周知的统计方法,用于检查分类变量之间的关系。本研究研究了LLM在检测多种样本尺寸,能力平均差异(冲击)和DIF类型的模拟中检测多种刻痕物品的差分项目功能(DIF)的性能。此外,LLM的性能与其他观察到的基于分数的DIF方法,即序数逻辑回归,逻辑判别函数分析,壁炉架和广义般的Mantel-Haenszel的性能进行了比较,而是关于I型错误(拒绝速率)和功率(DIF)检测率)。对于所观察到的分数匹配在LLM中的分层,使用5和10层。总而言之,具有10个地层的通用型搭扣和LLM比其他方法显示出更好的性能,而序数逻辑回归和壁炉架在检测到差异在两对类别中相反的平衡差异和差异差异在一些类别中。

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