Analysis reveals that ordinal data handling in biological psychiatry impacts clustering and factor analysis, suggesting pragmatism trumps strict theoretical models.
Ordinal data, especially from Likert-scale instruments, are common in biological psychiatry and related fields but pose challenges for statistical modeling due to their discrete and ordered nature. This study investigates the implications of model specification in unsupervised learning for ordinal data, focusing on clustering, exploratory factor analysis (EFA), and network analysis applied to two UK Biobank data sets: the PHQ-9 and a depression-focused instrument derived from the CIDI-SF. We compare the effects of likelihood specification (Gaussian, Multinomial, Ordinal) in model-based clustering and correlation measure choice (Pearson, Spearman, Kendall, Polychoric/Mixed) in EFA and network analysis. We find that theoretically optimal methods (e.g., ordinal likelihoods and polychoric correlations) often underperform or become unstable in large-scale data, while pragmatic alternatives (e.g., Spearman's rho or multinomial likelihoods) offer superior computational stability and interpretability. Our results highlight the trade-offs between statistical fidelity and computational feasibility and caution against uncritical use of either convenience-based or theory-driven assumptions. These findings underscore the need for more robust, scalable tools for unsupervised learning with ordinal data in psychiatric research.
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Thomas et al. (2025) studied this question.
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