Publication Date

2023

Document Type

Thesis

Committee Members

David LaHuis, Ph.D. (Committee Chair); Debra Steele-Johnson, Ph.D. (Committee Member); Joseph Houpt, Ph.D. (Committee Member)

Degree Name

Master of Science (MS)

Abstract

Item Response Trees are a type of item response model that incorporates information about conditional responding to items using a rooted tree graph structure. Researchers have used item response trees for common measurement tasks and for testing novel hypotheses. Previous simulation studies investigating item response trees either lack generalizability to the broad domain of their use or lack thorough investigation and reporting of the results. I conducted a simulation study to explore how sample size, test length, item characteristics, and tree structure affect both item and person parameter recovery for 1PL and 2PL models. The results suggested that, as with any item response model, item response tree models are unbiased. However, large samples and long test lengths are needed to minimize estimate uncertainty. Issues of sample size and test length are compounded by the conditional structure incorporated in item response tree models. In particular, the depth of the tree and low item endorsement can pose severe estimation issues when sample sizes are not large and test lengths are not long. I used posterior predictive simulations to provide the reader with a practical understanding of the limitations of item response trees in the context of item and personnel selection and prediction of external variables.

Page Count

217

Department or Program

Department of Psychology

Year Degree Awarded

2023

ORCID ID

0000-0003-1638-1912


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