GRA与IRT Rasch模型项目排序比较

IF 1 4区 工程技术 Q4 MATHEMATICS, INTERDISCIPLINARY APPLICATIONS Journal of Grey System Pub Date : 2010-06-01 DOI:10.30016/JGS.201006.0003
Rih-Chang Chao, Bor-Chen Kuo, Ya-Hsun Tsai
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引用次数: 1

摘要

在本文中,样本是随机选择的CSL(汉语作为第二语言)计算机测试。然后运用灰色关联分析(GRA)对各题难度排序进行校正和分析。本文的主要目的是比较有限样本条件下的GRA方法与项目反应理论中数据充足的Rasch模型的秩差。所有数据均收集自2009年10月19日(上标th)至24日(上标th)在菲律宾海外进行的CSL计算机化测试。本次考试共有269名考生参加。我们的研究旨在利用GRA在不确定和数据不足或有限的情况下进行决策,并证明其有效性。该分析程序将有助于并可重复应用于其他领域,例如在将来的测试项目组装过程中“预测试所需的最小样品”。
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Item Ranking Comparison between GRA and IRT Rasch Model
In this paper, the samples are randomly selected from a CSL (Chinese as second language) computerized test. Follow by performing utilization of Grey Relational Analysis (GRA) to calibrate and analysis the rank of each item difficulty. The major objective of this paper is to compare the rank difference between method of GRA under limited samples and Rasch model with sufficient data available in Item Response Theory. All data was collected from a CSL computerized test conducted overseas in Philippine during 19(superscript th) to 24(superscript th) of October 2009. There were 269 examinees participated in this test. Our study aimed to use GRA on decision making under uncertainty and with insufficient or limited data available for analysis and to prove its effectiveness. This analyzing procedure will contribute and re-productively applied into other areas, such as ”minimum sample requested for pre-testing” during the test item assembling in the futures.
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来源期刊
Journal of Grey System
Journal of Grey System 数学-数学跨学科应用
CiteScore
2.40
自引率
43.80%
发文量
0
审稿时长
1.5 months
期刊介绍: The journal is a forum of the highest professional quality for both scientists and practitioners to exchange ideas and publish new discoveries on a vast array of topics and issues in grey system. It aims to bring forth anything from either innovative to known theories or practical applications in grey system. It provides everyone opportunities to present, criticize, and discuss their findings and ideas with others. A number of areas of particular interest (but not limited) are listed as follows: Grey mathematics- Generator of Grey Sequences- Grey Incidence Analysis Models- Grey Clustering Evaluation Models- Grey Prediction Models- Grey Decision Making Models- Grey Programming Models- Grey Input and Output Models- Grey Control- Grey Game- Practical Applications.
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