Detection of differential item functioning in Rasch models by boosting techniques
Abstract
Methods for the identification of differential item functioning (DIF) in Rasch models are typically restricted to the case of two subgroups. A boosting algorithm is proposed that is able to handle the more general setting where DIF can be induced by several covariates at the same time. The covariates can be both continuous and (multi‐)categorical, and interactions between covariates can also be considered. The method works for a general parametric model for DIF in Rasch models. Since the boosting algorithm selects variables automatically, it is able to detect the items which induce DIF. It is demonstrated that boosting competes well with traditional methods in the case of subgroups. The method is illustrated by an extensive simulation study and an application to real data.
Citing Literature
Number of times cited according to CrossRef: 4
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- Gerhard Tutz, Moritz Berger, Item-focussed Trees for the Identification of Items in Differential Item Functioning, Psychometrika, 10.1007/s11336-015-9488-3, 81, 3, (727-750), (2015).
- Feri Wijayanto, Karlien Mul, Perry Groot, Baziel G.M. van Engelen, Tom Heskes, Semi‐automated Rasch analysis using in‐plus‐out‐of‐questionnaire log likelihood, British Journal of Mathematical and Statistical Psychology, 10.1111/bmsp.12218, 0, 0, (undefined).




