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Journal of outcome measurement最新文献

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Scoring and analysis of performance examinations: a comparison of methods and interpretations. 绩效考试的评分与分析:方法与解释的比较。
Pub Date : 1997-01-01
M E Lunz, R E Schumacker

The purpose of this study was to compare the results and interpretation of the data from a performance examination when four methods of analysis are used. Methods are 1) traditional summary statistics, 2) inter-judge correlations, 3) generalizability theory, and 4) the multi-facet Rasch model. Results indicated that similar sources of variance were identified using each method; however, the multi-facet Rasch model is the only method that linearized the scores and accounts for differences in the particular examination challenged by a candidate before ability estimates are calculated.

本研究的目的是比较使用四种分析方法时绩效检查数据的结果和解释。方法有:1)传统的汇总统计,2)判断间相关性,3)可泛化理论,4)多面Rasch模型。结果表明,每种方法都能识别出相似的方差来源;然而,多方面的Rasch模型是唯一的方法,线性化分数,并在计算能力估计之前考虑候选人所挑战的特定考试的差异。
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引用次数: 0
Validating standard setting with a modified nedelsky procedure through common item test equating. 用修改后的nedelsky程序通过公共项目测试等效验证标准设置。
Pub Date : 1997-01-01
R M Smith, L J Gross

It is often impossible to validate cut scores set using judged item review methods due to the fact that many high stakes testing programs attempt to limit the number of common items across consecutively administered forms. However, over time, with a stable item pool, secondary links through other test administrations allow the use of common item equating to test the stability of the judged cut scores. In this study five forms of a basic science examination administered over a three year period in a national board testing program were analyzed to determine the stability of judged cut scores. The stability was determined by comparison of the judged cut scores with the equated cut scores derived by the Rasch common item equating technique. The results indicate cut scores derived from the modified Nedelsky procedure were within equating error of the Rasch equated cut scores over five administrations.

由于许多高风险的测试项目试图限制连续管理表格中常见项目的数量,因此通常不可能使用评判项目审查方法来验证切割分数集。然而,随着时间的推移,有了一个稳定的题库,通过其他考试管理部门的二级链接允许使用公共项目等价物来测试判定分数的稳定性。在这项研究中,五种形式的基础科学考试管理超过三年的国家委员会测试计划进行了分析,以确定判定削减分数的稳定性。通过比较判定切分与由拉赫共同项目等值法得到的相等切分来确定其稳定性。结果表明,由改进的Nedelsky程序获得的切割分数在五次管理期间的Rasch等分切割分数的相等误差范围内。
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引用次数: 0
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Journal of outcome measurement
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