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事后引入多连接组的多群组无锚题测验等值研究

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摘要 在实际教育测评中,出于政策、测验安全性、试题参数可靠性等问题的考虑,测验之间往往不会设置锚题。从等值设计角度,研究通过事后引入连接组的方式,来实现无锚题待等值组之间连接,并检验这一等值设计的适用性。结果表明:在多待等值组的情境下,多连接组设计表现出更强的适用性,能力参数θ与难度截距参数d误差最小,但是区分度参数a在无连接组设计下误差最小;随着连接组人数的增加,能力参数θ与难度截距参数d误差逐渐减少,但是误差水平并不是线性降低,而是在连接组人数达到一定数量后保持相对稳定。
出处 《浙江考试》 2023年第2期8-12,共5页 Zhejiang Examination
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  • 1戴海崎.(2003).高考等值拭验的几个重要问题研究.湖北招生考试,4, 7-9.
  • 2Chalifour, C. L., & Powers, D. E. (1989). The relationship of content characteristics of GRE analytical reasoning items to their difficulties and discriminations.Journal of Educational Measurement^ 26, 120-132.
  • 3Heilman, M.,Collins-Thompson, K., & Eskenazi, M. (2008). An analysis of statistical models and features for reading difficulty prediction. Paper presented at the Proceeding of the Third Workshop on Innovative Use of NLP for Building Educational Applications. Columbus, USA.
  • 4Kolen, M. J., & Brennan, R. L. (2004). Test equating, scaling, and linking. Springer.
  • 5Liao, C.,& Livingston, S. A. (2012). A search for alternatives to common-item equating. Paper presented at the Annual Meeting of the National Council on Measurement in Education (NCME). Vancouver, British Columbia.
  • 6Mislevy, R. J., Sheehan, K. M” & Wingersky, M. (1993). How to equate tests with little or no data. Journal of Educational Measurement, 30,55-78.
  • 7Scheuneman, J. (1991). Effects of prose complexity on achievement test item difficulty. ETS Research Report Series, 2, 1—53.
  • 8Sinhaxay, S., & Holland, P. W. (2007). Is it necessary to make anchor tests miniversions of the tests being equated or can some restrictions be relaxed. Journal of Educational Measurement, 44, 249-275.
  • 9张晋军,景利波.关于汉语水平考试等值设计的新思考[J].中国考试,2008(8):10-13. 被引量:5
  • 10贾志先.神经网络在试卷等值方面的应用探讨[J].计算机与现代化,2009(2):115-117. 被引量:1

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