A key task in psychological assessment is the scaling of new psychological tests and questionnaires. Item response theory (IRT) is a well-established framework for this area of research. At present, IRT comprises a great variety of models, but to date, relatively little attention has been paid to the scaling of nominal and continuous data. The R package pcIRT provides functions for estimating IRT models for polytomous (nominal) and continuous data - the multidimensional polytomous Rasch model (Rasch 1961) and the continuous rating scale model (Müller 1987). Both models are extensions of the dichotomous logistic Rasch model (Rasch 1980) and retain its key feature of the separability of structural and nuisance parameters. The multidimension...
Item response theory (IRT) models are a class of statistical models used by researchers to describe ...
Item response theory is a test theory, in contrast to classical test theory, that focuses on the ind...
Lecture slides for Two- and three-parameter IRT models and models for polytomous dat
A key task in psychological assessment is the scaling of new psychological tests and questionnaires....
Item response theory models (IRT) are increasingly becoming established in social science research, ...
Item response theory models (IRT) are increasingly becoming established in social science research, ...
Explanatory item response modeling (EIRM) enables researchers and practitioners to incorporate item ...
Although Rasch models have been shown to be a sound methodological approach to develop and validate ...
Item response theory (IRT) is widely used in assessment and evaluation research to explain how parti...
Item response theory (IRT) models are a class of statistical models used to describe the response be...
This package vignette is an update of the eRm papers by published in a special issue on Psychometric...
The R package ltm has been developed for the analysis of multivariate dichotomous and polytomous dat...
Item response theory (IRT) is widely used in educational and psychological research to model how par...
This chapter presents an overview of unidimensional item response theory (IRT) modeling. Unidimensio...
The item response theory (IRT) models for polytomous data are frequently used in the analysis of dat...
Item response theory (IRT) models are a class of statistical models used by researchers to describe ...
Item response theory is a test theory, in contrast to classical test theory, that focuses on the ind...
Lecture slides for Two- and three-parameter IRT models and models for polytomous dat
A key task in psychological assessment is the scaling of new psychological tests and questionnaires....
Item response theory models (IRT) are increasingly becoming established in social science research, ...
Item response theory models (IRT) are increasingly becoming established in social science research, ...
Explanatory item response modeling (EIRM) enables researchers and practitioners to incorporate item ...
Although Rasch models have been shown to be a sound methodological approach to develop and validate ...
Item response theory (IRT) is widely used in assessment and evaluation research to explain how parti...
Item response theory (IRT) models are a class of statistical models used to describe the response be...
This package vignette is an update of the eRm papers by published in a special issue on Psychometric...
The R package ltm has been developed for the analysis of multivariate dichotomous and polytomous dat...
Item response theory (IRT) is widely used in educational and psychological research to model how par...
This chapter presents an overview of unidimensional item response theory (IRT) modeling. Unidimensio...
The item response theory (IRT) models for polytomous data are frequently used in the analysis of dat...
Item response theory (IRT) models are a class of statistical models used by researchers to describe ...
Item response theory is a test theory, in contrast to classical test theory, that focuses on the ind...
Lecture slides for Two- and three-parameter IRT models and models for polytomous dat