Item bias detection using the loglinear Rasch model: Observed and unobserved subgroups

Henk Kelderman

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Abstract

A method is proposed for the detection of item bias with respect to observed or unobserved subgroups. The method uses quasi-loglinear models for the incomplete subgroup x test score x item 1 x ... x item k contingency table. If the subgroup membership is unknown, the models are the incomplete-latent-class models of S. J. Haberman (1979). The (conditional) Rasch model is formulated as a quasi-loglinear model. The parameters in this model that correspond to the main effects of the item responses are the conditional estimates of the parameters in the Rasch model. Item bias can then be tested by comparing the quasi-loglinear-Rasch model with models that contain parameters for the interaction of item responses and the subgroups. An example uses data from a test taken by 286 Dutch undergraduates who took a multiplication test using Roman numerals and numbers written out in Dutch. Some of the examinees had received training in multiplying Roman numerals. It was expected that Roman items would be biased, and the procedure confirmed this bias. Five tables present the models and study data.
Original languageEnglish
Place of PublicationEnschede, the Netherlands
PublisherUniversity of Twente, Faculty Educational Science and Technology
Number of pages49
Publication statusPublished - 1986

Publication series

NameOMD research report
PublisherUniversity of Twente, Faculty of Educational Science and Technology
No.86-2
NameProject psychometric aspects of item banking
PublisherUniversity of Twente, Department of Education
No.3

Keywords

  • Latent trait theory
  • Test bias
  • Test items
  • Testing problems
  • Higher education
  • Mathematical models
  • Statistical analysis
  • Statistical bias
  • Multiplication
  • Foreign countries
  • Undergraduate students

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