title: A Family of Rater Accuracy Models.
abstract: Engelhard (1996) proposed a rater accuracy model (RAM) as a means of evaluating rater accuracy in rating data, but very little research exists to determine the efficacy of that model. The RAM requires a transformation of the raw score data to accuracy measures by comparing rater-assigned scores to true scores. Indices computed based on raw scores also exist for measuring rater effects, but these indices ignore deviations of rater-assigned scores from true scores. This paper demonstrates the efficacy of two versions of the RAM (based on dichotomized and polytomized deviations of rater-assigned scores from true scores) to two versions of raw score rater effect models (i.e., a Rasch partial credit model, PCM, and a Rasch rating scale model, RSM). Simulated data are used to demonstrate the efficacy with which these four models detect and differentiate three rater effects: severity, centrality, and inaccuracy. Results indicate that the RAMs are able to detect, but not differentiate, rater severity and inaccuracy, but not rater centrality. The PCM and RSM, on the other hand, are able to both detect and differentiate all three of these rater effects. However, the RSM and PCM do not take into account true scores and may, therefore, be misleading when pervasive trends exist in the rater-assigned data.
authors.affiliation: Edward W. Wolfe, 3974 Roberts Ridge NE, Iowa City, IA 52240, USA, ed.wolfe@pearson.com.
authors.forename: Edward W
authors.initials: EW
authors.lastname: Wolfe
authors.forename: Hong
authors.initials: H
authors.lastname: Jiao
authors.forename: Tian
authors.initials: T
authors.lastname: Song
mesh_terms: D003625:Data Collection / Q000592:standards*; D003627:Data Interpretation, Statistical; D004521:Educational Measurement / Q000706:statistics & numerical data; D008962:Models, Theoretical