Literature DB >> 36131841

Termination Criteria for Grid Multiclassification Adaptive Testing With Multidimensional Polytomous Items.

Zhuoran Wang1, Chun Wang2, David J Weiss3.   

Abstract

Adaptive classification testing (ACT) is a variation of computerized adaptive testing (CAT) that is developed to efficiently classify examinees into multiple groups based on predetermined cutoffs. In multidimensional multiclassification (i.e., more than two categories exist along each dimension), grid classification is proposed to classify each examinee into one of the grids encircled by cutoffs (lines/surfaces) along different dimensions so as to provide clearer information regarding an examinee's relative standing along each dimension and facilitate subsequent treatment and intervention. In this article, the sequential probability ratio test (SPRT) and confidence interval method were implemented in the grid multiclassification ACT. In addition, two new termination criteria, the grid classification generalized likelihood ratio (GGLR) and simplified grid classification generalized likelihood ratio were proposed for grid multiclassification ACT. Simulation studies, using a simulated item bank, and a real item bank with polytomous multidimensional items, show that grid multiclassification ACT is more efficient than classification based on measurement CAT that focuses on trait estimate precision. In the context of a high-quality bank, GGLR was found to most efficiently terminate the grid multiclassification ACT and classify examinees.
© The Author(s) 2022.

Entities:  

Keywords:  adaptive classification testing; computerized adaptive testing; grid multiclassification; polytomous items; sequential probability ratio test, termination criteria

Year:  2022        PMID: 36131841      PMCID: PMC9483219          DOI: 10.1177/01466216221108383

Source DB:  PubMed          Journal:  Appl Psychol Meas        ISSN: 0146-6216


  12 in total

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Authors:  Carlos G Forero; Gemma Vilagut; Nuria D Adroher; Jordi Alonso
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2.  Variable-Length Stopping Rules for Multidimensional Computerized Adaptive Testing.

Authors:  Chun Wang; David J Weiss; Zhuoran Shang
Journal:  Psychometrika       Date:  2018-12-03       Impact factor: 2.500

3.  Multidimensional Computerized Adaptive Testing for Classifying Examinees With Within-Dimensionality.

Authors:  Maaike M van Groen; Theo J H M Eggen; Bernard P Veldkamp
Journal:  Appl Psychol Meas       Date:  2016-07-28

4.  On Latent Trait Estimation in Multidimensional Compensatory Item Response Models.

Authors:  Chun Wang
Journal:  Psychometrika       Date:  2014-03-07       Impact factor: 2.500

5.  Robustness of Parameter Estimation to Assumptions of Normality in the Multidimensional Graded Response Model.

Authors:  Chun Wang; Shiyang Su; David J Weiss
Journal:  Multivariate Behav Res       Date:  2018-04-06       Impact factor: 5.923

6.  Direct Schmid-Leiman Transformations and Rank-Deficient Loadings Matrices.

Authors:  Niels G Waller
Journal:  Psychometrika       Date:  2017-12-04       Impact factor: 2.500

7.  Multidimensional Adaptive Testing with Optimal Design Criteria for Item Selection.

Authors:  Joris Mulder; Wim J van der Linden
Journal:  Psychometrika       Date:  2008-12-23       Impact factor: 2.500

8.  Multidimensional Computerized Adaptive Testing: A Potential Path Toward the Efficient and Precise Assessment of Applied Cognition, Daily Activity, and Mobility for Hospitalized Patients.

Authors:  Chun Wang; David J Weiss; Shiyang Su; King Yiu Suen; Jeffrey Basford; Andrea L Cheville
Journal:  Arch Phys Med Rehabil       Date:  2022-01-25       Impact factor: 4.060

9.  Using a Multivariate Multilevel Polytomous Item Response Theory Model to Study Parallel Processes of Change: The Dynamic Association Between Adolescents' Social Isolation and Engagement With Delinquent Peers in the National Youth Survey.

Authors:  Chueh-An Hsieh; Alexander A von Eye; Kimberly S Maier
Journal:  Multivariate Behav Res       Date:  2010-05-28       Impact factor: 5.923

10.  Sample Size Requirements for Estimation of Item Parameters in the Multidimensional Graded Response Model.

Authors:  Shengyu Jiang; Chun Wang; David J Weiss
Journal:  Front Psychol       Date:  2016-02-09
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