1988Applied Psychological MeasurementOpen access

Detecting and Interpreting Local Item Dependence Using a Fannily of Rasch Models

Mark Wilson

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Abstract

This paper describes a method for detecting and in terpreting disturbances of the local independence as sumption among items that share common stimulus material or other substantive features. Dichotomous and polytomous Rasch models are used in an example to analyze Structure of the Learning Outcome (SOLO) superitems and examine the results for local independ ence problems. The results indicate that some disturb ances were present among particular subsets of the items. Index terms: local independence, partial credit model, one-parameter logistic model, Rasch model, rating scale model.

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This paper describes a method for detecting and in terpreting disturbances of the local independence as sumption among items that share common stimulus material or other substantive features. Dichotomous and polytomous Rasch models are used in an example to analyze Structure of the Learning Outcome (SOLO) superitems and examine the results for local independ ence problems. The results indicate that some disturb ances were present among particular subsets of the items. Index terms: local independence, partial credit model, one-parameter logistic model, Rasch model, rating scale model.

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Available abstract

This paper describes a method for detecting and in terpreting disturbances of the local independence as sumption among items that share common stimulus material or other substantive features. Dichotomous and polytomous Rasch models are used in an example to analyze Structure of the Learning Outcome (SOLO) superitems and examine the results for local independ ence problems. The results indicate that some disturb ances were present among particular subsets of the items. Index terms: local independence, partial credit model, one-parameter logistic model, Rasch model, rating scale model.

Key concepts: Rasch model, Polytomous Rasch model, Rating scale, Econometrics, Item response theory, Local independence, Psychology, Independence (probability theory)

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