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Using Explanatory Item Response Models to Analyze Group Differences in Science Achievement

机译:使用解释性项目反应模型分析科学成就中的群体差异

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This article illustrates the use of an explanatory item response modeling (EIRM) approach in the context of measuring group differences in science achievement. The distinction between item response models and EIRMs, recently elaborated by De Boeck and Wilson (2004), is presented within the statistical framework of generalized linear mixed models. It is shown that the EIRM approach provides a powerful framework for both a psychometric and statistical analysis of group differences. This is contrasted with the more typical two-step approach, in which psychometric analysis (i.e., measurement) and statistical analysis (i.e., explanation) occur independently. The two approaches are each used to describe and explain racial/ethnic gaps on a standardized science test. It is shown that the EIRM approach results in estimated racial/ethnic achievement gaps that are larger than those found in the two-step approach. In addition, when science achievement is examined by subdomains, the magnitude of racial/ethnic gap estimates under the EIRM approach are more variable and sensitive to the inclusion of contextual variables. These differences stem from the fact that the EIRM approach allows for disattenuated estimates of group level parameters, whereas the two-step approach depends on estimates of science achievement that are shrunken as a function of measurement error.
机译:本文说明了在衡量科学成就中的群体差异时使用解释性项目反应建模(EIRM)方法的方法。 De Boeck和Wilson(2004)最近详细阐述了项目响应模型和EIRM之间的区别,并在广义线性混合模型的统计框架内进行了介绍。结果表明,EIRM方法为团体差异的心理分析和统计分析提供了强大的框架。这与更典型的两步法形成对照,在两步法中,心理分析(即测量)和统计分析(即解释)是独立发生的。这两种方法分别用于描述和解释标准化科学考试中的种族/族裔差距。结果表明,EIRM方法导致的种族/族裔成就差距估计要比两步法得出的差距更大。此外,当按子领域来检查科学成就时,EIRM方法下种族/族裔鸿沟估计的幅度会更加可变,并且对包含上下文变量的敏感性更高。这些差异源于以下事实:EIRM方法允许对组级参数进行衰减估算,而两步法取决于根据测量误差而缩小的科学成就估算。

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