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Least Squares Distance Method of Cognitive Validation and Analysis for Binary Items Using Their Item Response Theory Parameters

机译:基于项目响应理论参数的二元项目认知验证和分析的最小二乘距离方法

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摘要

The validation of cognitive attributes requiredfor correct answers on binary test items or tasks has been addressed in previous research through the integration of cognitive psychology and psychometric models using parametric or nonparametric item response theory, latent class modeling, and Bayesian modeling. All previous models, each with their advantages and disadvantages, require item score information and do not focus on conditional validation of cognitive attributes across ability levels and individual test items. This study proposes a method of estimating the probability of correct performance on cognitive attributes across fixed ability levels. The proposed method, referred to here as the least squares distance method (LSDM), is based on the minimization of matrix norms using the Euclidean least squares distance. The LSDM does not require raw or trait scores of examinees as long as IRT estimates of the item parameters are available.
机译:在先前的研究中,已经通过使用参数或非参数项目响应理论,潜伏类建模和贝叶斯建模来整合认知心理学和心理计量模型,来解决对二元测试项目或任务的正确答案所需的认知属性的验证。以前的所有模型都有各自的优点和缺点,它们需要项目得分信息,并且不关注跨能力水平和单个测试项目的认知属性的条件验证。这项研究提出了一种方法,用于估计固定能力水平上认知属性正确表现的概率。所提出的方法,这里称为最小二乘距离方法(LSDM),基于使用欧几里德最小二乘距离的矩阵范数的最小化。 LSDM不需要考生的原始分数或特征分数,只要可以使用IRT估算出项目参数即可。

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