Differentiating Among High-Achieving Learners: A Comparison of Classical Test Theory and Item Response Theory on Above-Level Testing

被引:5
|
作者
LeBeau, Brandon [1 ]
Assouline, Susan G. [1 ]
Mahatmya, Duhita [1 ]
Lupkowski-Shoplik, Ann [2 ,3 ]
机构
[1] Univ Iowa, Iowa City, IA USA
[2] Univ Iowa, Accelerat Inst, Belin Blank Ctr, Iowa City, IA USA
[3] Univ Iowa, Res, Belin Blank Ctr, Iowa City, IA USA
关键词
item response theory; talent search; talent identification; TALENT SEARCH; STUDENTS; CRITERIA; SCORES; IMPACT;
D O I
10.1177/0016986220924050
中图分类号
G76 [特殊教育];
学科分类号
040109 ;
摘要
This study investigated the application of item response theory (IRT) to expand the range of ability estimates for gifted (hereinafter referred to as high-achieving) students' performance on an above-level test. Using a sample of fourth- to sixth-grade high-achieving students (N = 1,893), we conducted a study to compare estimates from two measurement theories, classical test theory (CTT) and IRT. CTT and IRT make different assumptions about the analysis that impact the reliability and validity of the scores obtained from the test. IRT can also differentiate students based on the student's grade or within a grade by using the unique string of correct and incorrect answers the student makes while taking the test. This differentiation may have implications for identifying or classifying students who are ready for advanced coursework. An exploration of the differentiation for Math, Reading, and Science tests and the impact the different measurement frameworks can have on classification of students are explored. Implications for academic talent identification with the talent search model and development of academic talent are discussed.
引用
收藏
页码:219 / 237
页数:19
相关论文
共 50 条
  • [21] Comparison of finite state score theory, classical test theory, and item response theory in scoring multiple-choice items
    Ndalichako, JL
    Rogers, WT
    EDUCATIONAL AND PSYCHOLOGICAL MEASUREMENT, 1997, 57 (04) : 580 - 589
  • [22] Missing item responses in latent growth analysis: Item response theory versus classical test theory
    Gorter, R.
    Fox, J-P
    Eekhout, I
    Heymans, M. W.
    Twisk, J. W. R.
    STATISTICAL METHODS IN MEDICAL RESEARCH, 2020, 29 (04) : 996 - 1014
  • [23] Psychometric Testing of the Chinese Simple Version of the Simulation Learning Effectiveness Inventory: Classical Theory Test and Item Response Theory
    Huang, Feifei
    Ye Han, Xuan
    Chen, Shiah-Lian
    Guo, Yu Fang
    Wang, Anni
    Zhang, Qinghua
    FRONTIERS IN PSYCHOLOGY, 2020, 11
  • [24] Classical test theory and item response theory: Two understandings of one high-stakes performance exam
    Janssen, Gerriet
    Meier, Valerie
    Trace, Jonathan
    COLOMBIAN APPLIED LINGUISTICS JOURNAL, 2014, 16 (02) : 167 - 184
  • [25] Empirical relationships between classical test theory and item response theory statistics.
    García, MIB
    Marañón, PP
    Falcón, JCS
    Costas, CS
    PSICOTHEMA, 2001, 13 (02) : 324 - 329
  • [26] ITEM RESPONSE THEORY: WHEN IS IT USEFUL AND WHERE DOES CLASSICAL TEST THEORY FIT IN?
    Sloan, Jeff
    Sloan, Jeff
    Wilson, Mark
    Mandrekar, Sumithra
    QUALITY OF LIFE RESEARCH, 2005, 14 (09) : 1982 - 1982
  • [27] Classical test theory and item response theory comparison of the brief electricity and magnetism assessment and the conceptual survey of electricity and magnetism
    Eaton, Philip
    Johnson, Keith
    Frank, Barrett
    Willoughby, Shannon
    PHYSICAL REVIEW PHYSICS EDUCATION RESEARCH, 2019, 15 (01):
  • [28] Measuring Student Involvement: A Comparison of Classical Test Theory and Item Response Theory in the Construction of Scales from Student Surveys
    Sharkness, Jessica
    DeAngelo, Linda
    RESEARCH IN HIGHER EDUCATION, 2011, 52 (05) : 480 - 507
  • [29] Measuring Student Involvement: A Comparison of Classical Test Theory and Item Response Theory in the Construction of Scales from Student Surveys
    Jessica Sharkness
    Linda DeAngelo
    Research in Higher Education, 2011, 52 : 480 - 507
  • [30] On the Relationship Between Classical Test Theory and Item Response Theory: From One to the Other and Back
    Raykov, Tenko
    Marcoulides, George A.
    EDUCATIONAL AND PSYCHOLOGICAL MEASUREMENT, 2016, 76 (02) : 325 - 338