Results 1 to 10 of about 16,000,675 (274)
Detecting Rating Scale Malfunctioning With the Partial Credit Model and Generalized Partial Credit Model. [PDF]
Educ Psychol Meas, 2023 Rating scale analysis techniques provide researchers with practical tools for examining the degree to which ordinal rating scales (e.g., Likert-type scales or performance assessment rating scales) function in psychometrically useful ways. When rating scales function as expected, researchers can interpret ratings in the intended direction (i.e., lower ...
Wind SA.
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Response Styles in the Partial Credit Model. [PDF]
Appl Psychol Meas, 2018 In the modeling of ordinal responses in psychological measurement and survey-based research, response styles that represent specific answering patterns of respondents are typically ignored. One consequence is that estimates of item parameters can be poor and considerably biased.
Tutz G, Schauberger G, Berger M.
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A production inventory model with partial trade credit policy and reliability
Alexandria Engineering Journal, 2021 Reliability is one of the important factors in production inventory system as well as in the demand of the products. During a production process, the products which are more perfect with higher reliability increase the demand of the product whereas ...
Subhajit Das +5 more
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Multidimensional Rasch Models for Partial-Credit Scoring [PDF]
Applied Psychological Measurement, 1996 Rasch models for partial-credit scoring are discussed and a multidimensional version of the model is formu lated. A model may be specified in which consecutive item responses depend on an underlying latent trait. In the multidimensional partial-credit model, different re sponses may be explained by different latent traits.
Matthias von Davier, Kentaro Yamamoto
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Information Functions of the Generalized Partial Credit Model [PDF]
Applied Psychological Measurement, 1993 The concept of information functions developed for dichotomous item response models is adapted for the partial credit model. The information func tion is explained in terms of the model parameters and scoring functions. The relationship between the item information function and the item response function also is discussed.
Eiji Muraki
openaire +4 more sources
Reversed Thresholds in Partial Credit Models [PDF]
Assessment, 2014 When questionnaire data with an ordered polytomous response format are analyzed in the framework of item response theory using the partial credit model or the generalized partial credit model, reversed thresholds may occur. This led to the discussion of whether reversed thresholds violate model assumptions and indicate disordering of the response ...
Wetzel, Eunike, Carstensen, Claus H.
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A GENERALIZED PARTIAL CREDIT MODEL: APPLICATION OF AN EM ALGORITHM [PDF]
ETS Research Report Series, 1992 ABSTRACT The Partial Credit model with a varying slope parameter has been developed, and it is called the Generalized Partial Credit model. The item step parameter of this model is decomposed to a location and a threshold parameter, following Andrich's Rating Scale formulation.
Eiji Muraki
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Partial Credit Model: Estimations and Tests of Fit with Pcmodel [PDF]
The Stata Journal: Promoting communications on statistics and Stata, 2016 The partial credit and rating scale models are classical models from item response theory; they belong to the generalized linear latent and mixed model family and allow one to analyze questionnaires such as patient-reported outcomes. Few goodness-of-fit testing procedures have been proposed for such models, and few computer programs implement such ...
Hamel, Jean-Francois +3 more
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Some Considerations on the Partial Credit Model
Psicológica, 2008 The Partial Credit Model (PCM) is sometimes interpreted as a model for stepwise solution of polytomously scored items, where the item parameters are interpreted as di culties of the steps. It is argued that this interpretation is not justi
H.H.F.M. Verstralen, N.D. Verhelst
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The Performance of the Semigeneralized Partial Credit Model for Handling Item-Level Missingness. [PDF]
Educ Psychol Meas, 2020 Zhou S, Huggins-Manley AC.
europepmc +2 more sources