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Xiao, Jiaying; Bulut, Okan – Educational and Psychological Measurement, 2020
Large amounts of missing data could distort item parameter estimation and lead to biased ability estimates in educational assessments. Therefore, missing responses should be handled properly before estimating any parameters. In this study, two Monte Carlo simulation studies were conducted to compare the performance of four methods in handling…
Descriptors: Data, Computation, Ability, Maximum Likelihood Statistics
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McIntosh, James; Munk, Martin D. – Scandinavian Journal of Educational Research, 2014
Latent class Poisson count models are used to analyse a sample of Danish test score results from a cohort of individuals born in 1954-1955, tested in 1968, and followed until 2011. The procedure takes account of unobservable effects as well as excessive zeros in the data. We show that the test scores measure manifest or measured ability as it has…
Descriptors: Foreign Countries, Scores, Multivariate Analysis, Cohort Analysis
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Mo, Lun; Yang, Fang; Hu, Xiangen; Calaway, Florance; Nickey, John – Journal of Educational Research, 2011
The authors investigated the extent to which taking specific types of Advanced Placement (AP) courses and the number of courses taken predicts the likelihood of passing subject benchmarks and earning a score of 19 on the composite score on the ACT test, and examined the role gender plays in the projection. They found evidence that taking an AP…
Descriptors: Evidence, Science Tests, College Entrance Examinations, Gender Differences
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Ip, Edward H. – Psychometrika, 2002
Proposes a class of locally dependent latent trait models for responses to psychological and educational tests. Focuses on models based on a family of conditional distributions, or kernel, that describes joint multiple item responses as a function of student latent trait, not assuming conditional independence. Also proposes an EM algorithm for…
Descriptors: Educational Testing, Equations (Mathematics), Maximum Likelihood Statistics, Models