缺少数据
考试(生物学)
项目反应理论
计量经济学
统计
等值
贝叶斯概率
计算机科学
点(几何)
班级(哲学)
混合模型
质量(理念)
点估计
心理学
机器学习
人工智能
数学
心理测量学
古生物学
哲学
几何学
认识论
拉什模型
生物
标识
DOI:10.1177/0013164420914711
摘要
In educational assessments and achievement tests, test developers and administrators commonly assume that test-takers attempt all test items with full effort and leave no blank responses with unplanned missing values. However, aberrant response behavior-such as performance decline, dropping out beyond a certain point, and skipping certain items over the course of the test-is inevitable, especially for low-stakes assessments and speeded tests due to low motivation and time limits, respectively. In this study, test-takers are classified as normal or aberrant using a mixture item response theory (IRT) modeling approach, and aberrant response behavior is described and modeled using item response trees (IRTrees). Simulations are conducted to evaluate the efficiency and quality of the new class of mixture IRTree model using WinBUGS with Bayesian estimation. The results show that the parameter recovery is satisfactory for the proposed mixture IRTree model and that treating missing values as ignorable or incorrect and ignoring possible performance decline results in biased estimation. Finally, the applicability of the new model is illustrated by means of an empirical example based on the Program for International Student Assessment.
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