[1]李美娟,刘红云.基于多级计分题目的分步功能差异检验[J].江西师范大学学报(自然科学版),2014,(06):593-599.
 LI Mei-juan,LIU Hong-yun.The Differential Step Functioning in Polytomous Items[J].,2014,(06):593-599.
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基于多级计分题目的分步功能差异检验()
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《江西师范大学学报》(自然科学版)[ISSN:1006-6977/CN:61-1281/TN]

卷:
期数:
2014年06期
页码:
593-599
栏目:
出版日期:
2014-12-31

文章信息/Info

Title:
The Differential Step Functioning in Polytomous Items
作者:
李美娟;刘红云
北京教育科学研究院,北京,100191;北京师范大学心理学院,北京,100875
Author(s):
LI Mei-juan;LIU Hong-yun
关键词:
多级计分题目项目功能差异分步功能差异
Keywords:
polytomous itemsdifferential item functioning(DIF)differential step functioning(DSF)
分类号:
B841.7;TP301.6
文献标志码:
A
摘要:
对分步功能差异如何在项目功能差异的检测和解释中发挥作用进行阐述:( i)从国外分步功能差异的模型、方法原理、分类模式、应用和结果解释等方面对这一方法的进展和应用情况进行概括和综述,旨在对国内测验公平性的研究提供借鉴;( ii)通过实际测验的数据,采用DSF分析的方法对测验中题目及不同等级分数的DIF进行了检验,进而对产生DIF的原因进行更深入的分析,以对测验内容的审核和题目的修订提供更具体和具操作性的依据。
Abstract:
The research mainly introducesDifferential stepfunctioning( DSF)how to play a role in the examination and interpretation of differential item functioning( DIF)effect. There are two parts in the research. The first part summarizes and reviews models,methods,patterns,applications,result interpretation about DSF abroad,which aims to provide some reference for domestic test fairness. Using DSF analysis methodology by testing actual data,the sec-ond part verifies the DIF in test items and differentlevel of steps,and takes further analysis to the reason for DIF production. Therefore,it provides more specific and operational basis for the item review and revision.

参考文献/References:

[1] American Educational Research Association,American Psychological Association,National Council on Measurement in Education.Standards for educational and psychological testing [M].Washington D C:American Psychological Association,1999.
[2] 中国教育学会教育测量与统计分会.测量术语测验公平性 [J].中国考试,2003,12(上半月刊):19.
[3] Holland P W,Thayer D T.Differential item performance and the Mantel-Haenszel procedure [C].NJ:Erlbaum,1998:129-145.
[4] Penfield R D,Camilli G.Differential item functioning and item bias [C].New York:Elsevier,2007:125-167.
[5] Zumbo B D.Three generations of DIF analyses:considering where it has been,where it is now,and where it is going [J].Language Assessment Quarterly,2007,4(2):223-233.
[6] Penfield R D.Assessing differential step functioning in polytomous items using a common odds ratio estimator [J].Journal of Educational Measurement,2007,44(3):187-210.
[7] Penfield R D.Three classes of nonparametric differential step functioning effect estimators [J].Applied Psychological Measurement,2008,32(6):480-501.
[8] Penfield R D,Gattamorta K,Childs R A.An NCME instructional module on using differential step functioning to refine the analysis of DIF in polytomous items [J].Educational Measurement:Issues and Practice,2009,28(1):38-49.
[9] Muraki E.A generalized partial credit model:application of an EM algorithm [J].Applied Psychological Measurement,1992,16(2):159-176.
[10] Wim J van der Linden,Ronald K Hambleton.Handbook of modern item response theory [M].New York:Springer-Verlag New York Inc,1997:85-100.
[11] Gattamorta K A.A comparison of adjacent categories and cumulative DSF effect estimators [D].Miami:University of Miami,2009.
[12] Cohen A S,Kim S H,Baker F B.Detection of differential item functioning in the graded response model [J].Applied Psychological Measurement,1993,17(4):335-350.
[13] Penfield R D.A nonparametric method for assessing differential step functioning in polytomous items [C].San Francisco:CA,2006.
[14] Hauck W W.The large sample variance of the Mantel-Haenszel estimator of a common odds ratio [J].Biometrics,1979,35(4):817-819.
[15] Jodoin M G,Gierl M J.Evaluating type I error and power rates using an effect size measure with the logistic regression procedure for DIF detection [J].Applied Measurement in Education,2001,14(4):329-349.
[16] Thissen D.IRTLRDIF v.2.0 b:software for the computation of the statistics involved in item response theory likelihood-ratio tests for differential item functioning.2001,Unpublished ms.
[17] Penfield R D.Computer program exchange DIFAS:differential item functioning analysis system [J].Applied Psychological Measurement,2005,29(2):150-151.
[18] Alvarez K,Penfield R D.Using differential step functioning(DSF)to refine the analysis of DIF in polytomous items:an illustration [C].Washington D C,2007.
[19] Penfield R D,Alvarez K,Lee O.Using a taxonomy of differential step functioning to improve the interpretation of DIF in polytomous items:an illustration [J].Applied Measurement in Education,2009,22(1):61-78.
[20] Penfield R D.Distinguishing between net and global DIF in polytomous items [J].Journal of Educational Measurement,2010,47(2):129-149.
[21] Schwarzer R,Jerusalem M.Generalized self-efficacy scale [EB/OL].
[2014-05-16].www.thefindingsgroup.com.
[22] Penfield R D,Algina J.Applying the Liu-Agresti estimator of the cumulative common odds ratio to DIF detection in polytomous items [J].Journal of Educational Measurement,2003,40(4):353-370.
[23] Leighton J P,Gierl M J.Defining and evaluating models of cognition used in educational measurement to make inferences about examinees' thinking processes [J].Educational Measurement:Issues and Practice,2007,26(2):3-16.

相似文献/References:

[1]张龙,涂冬波.多级计分题项目功能差异常用检测方法及比较[J].江西师范大学学报(自然科学版),2015,(05):441.
 ZHANG Long,TU Dongbo.The Common DIF Detection Methods Introduction and Comparison for Polytomous Items[J].,2015,(06):441.

备注/Memo

备注/Memo:
国家自然科学基金(31100759);全国教育科学“十二五”规划教育部重点课题(GFA111001);北京市与中央在高校共建课题(019-105812);北京市教育科学“十二五”规划2012年度青年专项课题(CHA12109)
更新日期/Last Update: 1900-01-01