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Item Response Theory Models for Carry-Over Effect Across Different Scales
1The Hong Kong Institute of Education, New Territories, Hong Kong.
Applied Psychological Measurement
|June 9, 2018
Summary
New item response theory (IRT) models address local dependence caused by judging statements on multiple scales. These models account for carry-over effects, improving parameter estimation in educational and psychological tests.
Area of Science:
- Psychometrics
- Educational Measurement
- Psychological Assessment
Background:
- Surveys and tests often require judging single statements across multiple scales.
- This practice can introduce local dependence due to the same statement influencing subsequent responses.
- Existing item response theory (IRT) models may not adequately capture this specific type of dependence.
Purpose of the Study:
- To develop a new class of item response theory (IRT) models.
- To account for nonrecursive carry-over effects in multi-scale judgments.
- To evaluate the performance of these new models and compare them to standard IRT models.
Main Methods:
- Development of novel IRT models incorporating nonrecursive carry-over effects.
- Parameter estimation using the WinBUGS freeware.
- Two simulation studies to assess parameter recovery and model misspecification consequences.
- Analysis of empirical data from parallel and sequential designs.
Main Results:
- New IRT models demonstrated good parameter recovery in simulations.
- Fitting unnecessarily complex models had minimal negative impact.
- Ignoring carry-over effects led to biased estimates in item parameters, latent trait correlations, and reliability when using standard IRT models.
- Empirical examples illustrated the practical application of the new models.
Conclusions:
- The proposed IRT models effectively capture nonrecursive carry-over effects in multi-scale judgments.
- Failure to account for these effects can bias key psychometric estimates.
- These models offer improved accuracy for analyzing data from educational and psychological assessments with multi-scale items.
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