计数数据的标准设定程序。

Journal of applied measurement Pub Date : 2019-01-01
Rianne Janssen, Jorge Gonzalez, Ernesto San Martin
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引用次数: 0

摘要

提出了一种以考生为中心和以项目为中心的程序来设置计数数据的分数线。这两个过程都假定计数数据是根据拉什泊松计数模型(RPCM)建模的。以考生为中心的方法是基于Longford(1996)的方法,并使用随机逻辑回归模型将对比组判断与RPCM能力量表联系起来。在以项目为中心的方法中,评委被要求通过给出正确回答的最小数量来描述最低能力学生的最低表现水平(或者,等效地,可接受错误的最大数量)。根据这些对每个子测试的判断,估计最低能力学生在RPCM能力量表上的位置。这两种程序都是通过对初等教育结束时学生心算的标准制定研究来说明的。
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Standard-Setting Procedures for Counts Data.

An examinee- and an item-centered procedure are proposed to set cut scores for counts data. Both procedures assume that the counts data are modelled according to the Rasch Poisson counts model (RPCM). The examinee-centered method is based on Longford's (1996) approach and links contrasting-groups judgements to the RPCM ability scale using a random logistic regression model. In the item-centered method, the judges are asked to describe the minimum performance level of the minimally competent student by giving the minimum number of correct responses (or, equivalently, the maximum number of admissible errors). On the basis of these judgements for each subtest, the position of the minimally competent student on the RPCM ability scale is estimated. Both procedures are illustrated with a standard-setting study on mental arithmetic for students at the end of primary education.

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