Ideal Point or Dominance Process? Unfolding Tree Approaches to Likert Scale Data with Multi-Process Models

This study introduces a new multi-process analytical framework based on the ideal point assumption for analyzing Likert scale data with three newly developed Unfolding Tree (UTree) models. Through simulations, we tested the performance of proposed models and existing Item Response Tree (IRTree) models across various conditions. Subsequently, empirical data were utilized to analyze and compare the UTree models relative to IRTree models, exploring respondents' decision-making processes and underlying latent traits. Simulation results showed that fit indices could effectively discern the correct model underlying the data. When the correct model was employed, both IRTree and UTree accurately retrieved item and individual parameters, with the recovery precision improving as the number of items and sample size increased. Conversely, when an incorrect model was utilized, the mis-specified model consistently returned biased results in estimating individual parameters, which was pronounced when the respondents followed an ideal point response process. Empirical findings highlight that respondents' decisions align with the ideal point process rather than the dominance process. The respondents' choices of extreme response options are more driven by target traits than by extreme response style. Furthermore, evidence indicates the presence of two distinct but moderately correlated target traits throughout the different decision stages.

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Publication Details

Journal
Multivariate Behavioral Research
Published
2025-05-27
DOI
https://doi.org/10.1080/00273171.2025.2496505
Primary Topic
Psychometric Methodologies and Testing
Type
article
Field-Weighted Citation Impact
0.00

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article

Ideal Point or Dominance Process? Unfolding Tree Approaches to Likert Scale Data with Multi-Process Models

Hongbo Wen, Minjeong Jeon, Biao Zeng
1 links
Multivariate Behavioral Research
Psychometric Methodologies and Testing
article

Ideal Point or Dominance Process? Unfolding Tree Approaches to Likert Scale Data with Multi-Process Models

Hongbo Wen, Minjeong Jeon, Biao Zeng
article en

Abstract

This study introduces a new multi-process analytical framework based on the ideal point assumption for analyzing Likert scale data with three newly developed Unfolding Tree (UTree) models. Through simulations, we tested the performance of proposed models and existing Item Response Tree (IRTree) models across various conditions. Subsequently, empirical data were utilized to analyze and compare the UTree models relative to IRTree models, exploring respondents' decision-making processes and underlying latent traits. Simulation results showed that fit indices could effectively discern the correct model underlying the data. When the correct model was employed, both IRTree and UTree accurately retrieved item and individual parameters, with the recovery precision improving as the number of items and sample size increased. Conversely, when an incorrect model was utilized, the mis-specified model consistently returned biased results in estimating individual parameters, which was pronounced when the respondents followed an ideal point response process. Empirical findings highlight that respondents' decisions align with the ideal point process rather than the dominance process. The respondents' choices of extreme response options are more driven by target traits than by extreme response style. Furthermore, evidence indicates the presence of two distinct but moderately correlated target traits throughout the different decision stages.

Multivariate Behavioral ResearchVol. 60(5)
California Department of Education (US), University of California, Los Angeles (US), Beijing Normal University (CN)
China Scholarship Council
Openalex Percentile: Top 87%
Psychometric Methodologies and Testing
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Ideal Point or Dominance Process? Unfolding Tree Approaches to Likert Scale Data with Multi-Process Models — Hongbo Wen, Minjeong Jeon, et al. · Multivariate Behavioral Research (2025) | TGRS Research Map | TGRS