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首页> 外文期刊>The British journal of mathematical and statistical psychology >A latent trait model for response times on tests employing the proportional hazards model
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A latent trait model for response times on tests employing the proportional hazards model

机译:使用比例风险模型的测试响应时间的潜在特征模型

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For computer-administered tests, response times can be recorded conjointly with the corresponding responses. This broadens the scope of potential modelling approaches because response times can be analysed in addition to analysing the responses themselves. For this purpose, we present a new latent trait model for response times on tests. This model is based on the Cox proportional hazards model. According to this model, latent variables alter a baseline hazard function. Two different approaches to item parameter estimation are described: the first approach uses a variant of the Cox model for discrete time, whereas the second approach is based on a profile likelihood function. Properties of each estimator will be compared in a simulation study. Compared to the estimator for discrete time, the profile likelihood estimator is more efficient, that is, has smaller variance. Additionally, we show how the fit of the model can be evaluated and how the latent traits can be estimated. Finally, the applicability of the model to an empirical data set is demonstrated.
机译:对于计算机管理的测试,可以将响应时间与相应的响应一起记录下来。这拓宽了潜在建模方法的范围,因为除了分析响应本身之外,还可以分析响应时间。为此,我们提出了一个新的潜在性状模型,用于测试的响应时间。该模型基于Cox比例风险模型。根据此模型,潜在变量会更改基线危害函数。描述了用于项目参数估计的两种不同方法:第一种方法将Cox模型的变体用于离散时间,而第二种方法则基于轮廓似然函数。每个估计量的属性将在模拟研究中进行比较。与离散时间的估计器相比,轮廓似然估计器效率更高,即方差更小。此外,我们展示了如何评估模型的拟合度以及如何估计潜在特征。最后,证明了该模型对经验数据集的适用性。

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