On the Connections Between Item Response Theory and Classical Test Theory: A Note on True Score Evaluation for Polytomous Items via Item Response Modeling
Tenko Raykov, Dimiter M. Dimitrov, George A. Marcoulides, Michael Harrison
Abstract
Tenko Raykov, Dimiter M. Dimitrov, George A. Marcoulides, Michael Harrison
Abstract
This note highlights and illustrates the links between item response theory and classical test theory in the context of polytomous items. An item response modeling procedure is discussed that can be used for point and interval estimation of the individual true score on any item in a measuring instrument or item set following the popular and widely applicable graded response model. The method contributes to the body of research on the relationships between classical test theory and item response theory and is illustrated on empirical data.
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This note highlights and illustrates the links between item response theory and classical test theory in the context of polytomous items. An item response modeling procedure is discussed that can be used for point and interval estimation of the individual true score on any item in a measuring instrument or item set following the popular and widely applicable graded response model. The method contributes to the body of research on the relationships between classical test theory and item response theory and is illustrated on empirical data.
Key concepts: Polytomous Rasch model, Item response theory, Classical test theory, Test theory, Test (biology), Context (archaeology), Psychometrics, Set (abstract data type)