Linear Models for Optimal Test Design

By W. V. D. Linden. 2005

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Conditional Item-Exposure Control in Adaptive Testing Using Item-Ineligibility Probabilities (2007, methodology): “For a more formal treatment of the SH method and some alternative meth ods based on variations of this adjustment rule, the reader should consult van der Linden (2003). In practical settings, the use of the SH method has been found to be time con suming.”
Statistical Tests of Conditional Independence Between Responses and/or Response Times on Test Items (2010, background): “Glas and van der Linden (2005) show that the combination of the two first-level models in (1) and (2) can be conceived of as an instance of a multidimensional IRT model for mixed response data.”
A hierarchical framework for modeling speed and accuracy on test items (2007, methodology): “The model showed excellent behavior in an earlier study; for a report on the fit analysis as well as several other aspects of the model, see van der Linden (2006). The vector with the parameters for person j is denoted as n j = (θ j , τ j ); the vector with the parameters for item i is denoted as w ”
Conceptual Issues in Response-Time Modeling. (2009, methodology): “This odels was examined in van der Linden (2007a).”
A lognormal model for response times on test items (2006, methodology): “These tests can be made equally (un)speeded by imposing a constraint of this type on the selection of the items using the shadowtest approach (for examples, see van der Linden, 2005, Sect.”