1982
DOI: 10.1007/bf02296272
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A rasch model for partial credit scoring

Abstract: latent trait, Rasch model, ordered categories, partial credit,

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Cited by 2,925 publications
(2,239 citation statements)
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References 18 publications
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“…Using a ij and b ij (or equivalently a à ij and b à ij ) to define the relationship between items and persons allows a general model to be written that includes most of the existing unidimensional Rasch models, such as the simple logistic model [9], the linear logistic test model [15], the rating scale model [8], the partial credit model [16], the partial order model [17], the facet model [18], and the linear partial credit model [19]. More importantly, the definitions allow the specification of a range of multidimensional models by imposing linear constraints on the item parameters, such as multidimensional forms of the simple logistic model, the rating scale model, the partial credit model (to be used in this study), and the linear partial credit model.…”
Section: Resultsmentioning
confidence: 99%
“…Using a ij and b ij (or equivalently a à ij and b à ij ) to define the relationship between items and persons allows a general model to be written that includes most of the existing unidimensional Rasch models, such as the simple logistic model [9], the linear logistic test model [15], the rating scale model [8], the partial credit model [16], the partial order model [17], the facet model [18], and the linear partial credit model [19]. More importantly, the definitions allow the specification of a range of multidimensional models by imposing linear constraints on the item parameters, such as multidimensional forms of the simple logistic model, the rating scale model, the partial credit model (to be used in this study), and the linear partial credit model.…”
Section: Resultsmentioning
confidence: 99%
“…Table 2 shows the groupings of the revised response formats for testing. Data from each of the revised response formats were then entered into both the Partial Credit and Rating Scale Rasch models, 34,35 and the resulting fit statistics (weighted mean squares) were analyzed. Fit statistics provide information on how much the residuals vary relative to their expected variance as calculated by the model.…”
Section: Data Analysesmentioning
confidence: 99%
“…Other polytomous extensions of the 2PL model include the partial credit model [7] and the generalized partial credit model [8]. The formula for a GRM trace line is (2) which states that the probability of responding in category j is the difference between a 2PL trace line for the probability of responding in category j or higher and a 2PL trace line for the probability of responding in category j+1 or higher.…”
Section: Introductionmentioning
confidence: 99%