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首页> 外文期刊>Journal of classification >Using Neural Network Analysis to Define Methods of DINA Model Estimation for Small Sample Sizes
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Using Neural Network Analysis to Define Methods of DINA Model Estimation for Small Sample Sizes

机译:使用神经网络分析定义小样本量的DINA模型估计方法

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摘要

The DINA model is a commonly used model for obtaining diagnostic information. Like many other Diagnostic Classification Models (DCMs), it can require a large sample size to obtain reliable item and examinee parameter estimation. Neural Network (NN) analysis is a classification method that uses a training dataset for calibration. As a result, if this training dataset is determined theoretically, as was the case in Gierl's attribute hierarchical method (AHM), the NN analysis does not have any sample size requirements. However, a NN approach does not provide traditional item parameters of a DCM or allow for item responses to influence test calibration. In this paper, the NN approach will be implemented for the DINA model estimation to explore its effectiveness as a classification method beyond its use in AHM. The accuracy of the NN approach across different sample sizes, item quality and Q-matrix complexity is described in the DINA model context. Then, a Markov Chain Monte Carlo (MCMC) estimation algorithm and Joint Maximum Likelihood Estimation is used to extend the NN approach so that item parameters associated with the DINA model are obtained while allowing examinee responses to influence the test calibration. The results derived by the NN, the combination of MCMC and NN (NN MCMC) and the combination of JMLE and NN are compared with that of the well-established Hierarchical MCMC procedure and JMLE with a uniform prior on the attribute profile to illustrate their strength and weakness.
机译:DINA模型是用于获取诊断信息的常用模型。像许多其他诊断分类模型(DCM)一样,它可能需要大量样本才能获得可靠的项目和考生参数估计。神经网络(NN)分析是一种使用训练数据集进行校准的分类方法。因此,如果像Gierl的属性分层方法(AHM)那样从理论上确定训练数据集,则NN分析不会有任何样本量要求。但是,NN方法不提供DCM的传统项目参数,也不允许项目响应影响测试校准。在本文中,将对DINA模型估计实施NN方法,以探索其在AHM中的应用之外作为分类方法的有效性。在DINA模型上下文中描述了在不同样本量,项目质量和Q矩阵复杂度下NN方法的准确性。然后,使用马尔可夫链蒙特卡洛(MCMC)估计算法和联合最大似然估计来扩展NN方法,以便获得与DINA模型关联的项目参数,同时允许被测者响应影响测试校准。将NN,MCMC和NN的组合(NN MCMC)以及JMLE和NN的组合与完善的Hierarchical MCMC过程和JMLE的结果进行比较,并在属性概要文件上使用统一的先验值,以说明其强度和弱点。

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