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Item response theory: Application to Psychological Measurement
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Evaluating Equating Accuracy and Assumptions for Groups That Differ in Performance
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Pengarang: Sonya Powers, Michael J. Kolen | No. Panggil: Journal of Educational Measurement, Vol.51 No.1, 2014 Spring p.39-56 |
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A Nonparametric Approach to Estimate Classification Accuracy and Consistency
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Pengarang: Quinn N. Lathrop, Ying Cheng | No. Panggil: Journal of Educational Measurement, Vol.51, No.3, 2014 Fall p.318-334 |
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Extended Mixed-Effects Item Response Models With the MH-RM Algorithm
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Pengarang: R. Philip Chalmers | No. Panggil: Journal of Educational Measurement, Vol.52, No.2, 2015 Summer p.200-222 |
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Evaluating Equating Accuracy and Assumptions for Groups That Differ in Performance
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A Multilevel Higher Order Item Response Theory Model for Measuring Latent Growth in Longitudinal Data
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Item Selection Methods Based on Multiple Objective Approaches for Classifying Respondents Into Multiple Levels
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Pengarang: Maaike M. Van Groen, Theo J. H. M. Eggen, Bernard P. Veldkamp | No. Panggil: JI01-APM |
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Improving the Control of Type I Error Rate in Assessing Differential Item Functioning for Hierarchical Generalized Linear Model When Impact Is Presented
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Pengarang: Jyun-Hong Chen, Cheng-Te Chen, and Ching-Lin Shih | No. Panggil: Applied Psychological Measurement, Vol.38, No.1, January 2014 p.18-36 |
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A Power Formula for the Mantel-haenzel test for Differential Item Functioning
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A Flexible Latent Class Approach to Estimating Test-Score Reliability
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Pengarang: L. Andries van der Ark, Klaas Sijtsma, Daniiel W. van der Palm | No. Panggil: Journal of Educational Measurement, Vol.51, No.4, 2014 Winter p.339-357 |
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