On Wilcox's latent structure model for guessing

I. Molenaar
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引用次数: 10

Abstract

Wilcox (1979) has presented in this journal a model for achievement testing where a population of examinees is described in terms of a domain of skills. In most of his paper each examinee knows a proportion ζ of all items from this domain, and has a probability β of guessing the correct response given that he/she does not know it. Across examinees, the parameters ζ and β (1 — ζ) have a bivariate Dirichlet distribution. Per examinee, ζ and β are estimated from the results on pairwise equivalent item pairs. The present note explores the feasibility of the assumptions and the usefulness of the results of Wilcox's paper. It thus attempts to show the obstacles between the present psychometric model and a fully satisfactory treatment of guessing.
关于Wilcox猜测的潜在结构模型
Wilcox(1979)在本杂志中提出了一个成就测试模型,其中根据技能领域描述了考生群体。在他的大部分论文中,每个考生都知道这个领域中所有项目的比例ζ,并且在他/她不知道的情况下,猜测正确答案的概率为β。在考生中,参数ζ和β (1 - ζ)具有二元狄利克雷分布。每个考生,ζ和β是从成对相等的项目对的结果估计出来的。本说明探讨了假设的可行性和Wilcox论文结果的有用性。因此,它试图表明目前的心理测量模型和对猜测的完全满意的处理之间的障碍。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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