Item reliability is of special interest for Mokken’s nonparametric item response theory, and is useful for the evaluation of item quality in nonparametric test construction research. It is also of interest for nonparametric person-fit analysis. Three methods for the estimation of the reliability of single dichotomous items are discussed. All methods are based on the assumptions of nondecreasing and nonintersecting item response functions. Based on analytical and monte carlo studies, it is concluded that one method is superior to the other two, because it has a smaller bias and a smaller sampling variance. This method also demonstrated some robustness under violation of the condition of nonintersecting item response functions. Index terms: i...
The simultaneous and nonparametric estimation of latent abilities and item characteristic curves is ...
Statistical properties of the ability level estimate ( ) in item response theory (IRT) were investig...
An item response theory is discussed which is based on purely ordinal assumptions about the probabil...
Item reliability is of special interest for Mokken's nonparametric item response theory, and is usef...
Item reliability is of special interest for Mokken's nonparametric item response theory, and is usef...
Item reliability is of special interest for Mokken’s nonparametric item response theory, and is usef...
Three methods for the estimation of the reliability of single dichotomous items are discussed. All m...
Three methods for estimating reliability are studied within the context of nonparametric item respon...
Assuming item parameters on a test are known constants, the reliability coefficient for item respons...
This article introduces a model of ordinal unidimensional measurement known as Mokken scale analysis...
This article introduces a model of ordinal unidimensional measurement known as Mokken scale analysis...
In this study, the item response models proposed by Mokken (1971) are discussed, and further develop...
Relationships among twenty polytomous item response theory (IRT) models (parametric and nonparametri...
This chapter presents an overview of unidimensional item response theory (IRT) modeling. Unidimensio...
This article introduces a model of ordinal unidimensional measurement known as Mokken scale analysis...
The simultaneous and nonparametric estimation of latent abilities and item characteristic curves is ...
Statistical properties of the ability level estimate ( ) in item response theory (IRT) were investig...
An item response theory is discussed which is based on purely ordinal assumptions about the probabil...
Item reliability is of special interest for Mokken's nonparametric item response theory, and is usef...
Item reliability is of special interest for Mokken's nonparametric item response theory, and is usef...
Item reliability is of special interest for Mokken’s nonparametric item response theory, and is usef...
Three methods for the estimation of the reliability of single dichotomous items are discussed. All m...
Three methods for estimating reliability are studied within the context of nonparametric item respon...
Assuming item parameters on a test are known constants, the reliability coefficient for item respons...
This article introduces a model of ordinal unidimensional measurement known as Mokken scale analysis...
This article introduces a model of ordinal unidimensional measurement known as Mokken scale analysis...
In this study, the item response models proposed by Mokken (1971) are discussed, and further develop...
Relationships among twenty polytomous item response theory (IRT) models (parametric and nonparametri...
This chapter presents an overview of unidimensional item response theory (IRT) modeling. Unidimensio...
This article introduces a model of ordinal unidimensional measurement known as Mokken scale analysis...
The simultaneous and nonparametric estimation of latent abilities and item characteristic curves is ...
Statistical properties of the ability level estimate ( ) in item response theory (IRT) were investig...
An item response theory is discussed which is based on purely ordinal assumptions about the probabil...