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Johnson, Timothy R.; Bolt, Daniel M. – Journal of Educational and Behavioral Statistics, 2010
Multidimensional item response models are usually implemented to model the relationship between item responses and two or more traits of interest. We show how multidimensional multinomial logit item response models can also be used to account for individual differences in response style. This is done by specifying a factor-analytic model for…
Descriptors: Models, Response Style (Tests), Factor Structure, Individual Differences
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Bolt, Daniel M.; Johnson, Timothy R. – Applied Psychological Measurement, 2009
A multidimensional item response theory model that accounts for response style factors is presented. The model, a multidimensional extension of Bock's nominal response model, is shown to allow for the study and control of response style effects in ordered rating scale data so as to reduce bias in measurement of the intended trait. In the current…
Descriptors: Response Style (Tests), Rating Scales, Item Response Theory, Individual Differences
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Johnson, Timothy R. – Psychometrika, 2007
In this paper I present a class of discrete choice models for ordinal response variables based on a generalization of the stereotype model. The stereotype model can be derived and generalized as a random utility model for ordered alternatives. Random utility models can be specified to account for heteroscedastic and correlated utilities. In the…
Descriptors: Elementary School Students, Stereotypes, Response Style (Tests), Generalization