thurstonianIRT

thurstonianIRT fits Thurstonian Item Response Theory (IRT) models to forced-choice questionnaire data to estimate latent trait scores and inter-trait correlations while addressing ipsativity and response biases.


Key Features:

  • Model Estimation: Supports model estimation using Mplus, lavaan, and Stan for fitting Thurstonian IRT models.
  • Estimation Paradigms: Employs both frequentist and Bayesian estimation methods as part of its modeling capabilities.
  • Forced-Choice Questionnaire Modeling: Implements Thurstonian IRT specifically for forced-choice formats to mitigate common response biases inherent to rating scales.
  • Trait Score Accuracy: Simulation studies show that trait score and inter-trait correlation accuracy are insufficient when measuring up to five traits but improve substantially when measuring around 30 traits.
  • Ipsativity Handling: Uses equal-keying within item blocks to reduce ipsativity and enable valid comparisons of individual trait scores and resistance to faking.
  • Simulation Validation: Relies on simulation studies to evaluate measurement accuracy and the impact of test design choices on ipsativity.

Scientific Applications:

  • High-stakes testing: Application in contexts where examinees may have incentives to provide deceptive responses and robust trait estimation is required.
  • Forced-choice questionnaire design: Use in developing questionnaires that balance social desirability and reduce faking through equal-keyed item blocks and multi-trait measurement.

Methodology:

Model estimation via Mplus, lavaan, and Stan using both frequentist and Bayesian approaches, implementation of equal-keyed item blocks, and validation through simulation studies assessing ipsativity and trait-score accuracy.

Topics

Details

License:
GPL-3.0
Programming Languages:
R, C++
Added:
11/14/2019
Last Updated:
12/28/2020

Operations

Publications

Bürkner P, Schulte N, Holling H. On the Statistical and Practical Limitations of Thurstonian IRT Models. Educational and Psychological Measurement. 2019;79(5):827-854. doi:10.1177/0013164419832063. PMID:31488915. PMCID:PMC6713979.