A Statistical Test for Differential Item Pair Functioning.

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Bibliographic Details
Title: A Statistical Test for Differential Item Pair Functioning.
Authors: Bechger, Timo1 timo.bechger@cito.nl, Maris, Gunter
Source: Psychometrika. Jun2015, Vol. 80 Issue 2, p317-340. 24p.
Subject Terms: *Item response theory, *Educational tests & measurements, *Psychological tests, Rasch models, Psychometrics
Abstract: This paper presents an IRT-based statistical test for differential item functioning (DIF). The test is developed for items conforming to the Rasch (Probabilistic models for some intelligence and attainment tests, The Danish Institute of Educational Research, Copenhagen, ) model but we will outline its extension to more complex IRT models. Its difference from the existing procedures is that DIF is defined in terms of the relative difficulties of pairs of items and not in terms of the difficulties of individual items. The argument is that the difficulty of an item is not identified from the observations, whereas the relative difficulties are. This leads to a test that is closely related to Lord's (Applications of item response theory to practical testing problems, Erlbaum, Hillsdale, ) test for item DIF albeit with a different and more correct interpretation. Illustrations with real and simulated data are provided. [ABSTRACT FROM AUTHOR]
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Database: Education Research Complete
Description
Abstract:This paper presents an IRT-based statistical test for differential item functioning (DIF). The test is developed for items conforming to the Rasch (Probabilistic models for some intelligence and attainment tests, The Danish Institute of Educational Research, Copenhagen, ) model but we will outline its extension to more complex IRT models. Its difference from the existing procedures is that DIF is defined in terms of the relative difficulties of pairs of items and not in terms of the difficulties of individual items. The argument is that the difficulty of an item is not identified from the observations, whereas the relative difficulties are. This leads to a test that is closely related to Lord's (Applications of item response theory to practical testing problems, Erlbaum, Hillsdale, ) test for item DIF albeit with a different and more correct interpretation. Illustrations with real and simulated data are provided. [ABSTRACT FROM AUTHOR]
ISSN:00333123
DOI:10.1007/s11336-014-9408-y