Multiplex Hypergraph Modeling of Higher Order Structures in Psychometric Networks
Francesca Possenti, Laura Girelli, Paolo Tieri, Manuela Petti

TL;DR
This paper introduces a multiplex hypergraph framework using information theory to analyze higher-order symptom interactions in psychometric networks, revealing complex diagnostic structures.
Contribution
It presents a novel hypergraph modeling approach with a structured pipeline for identifying and comparing higher-order symptom interactions in psychiatric data.
Findings
Synergy reveals stable transdiagnostic symptom organization.
Redundancy is localized to eating and body-image content.
Higher-order interactions differ across diagnostic groups.
Abstract
Psychiatric disorders have been traditionally conceptualized as latent conditions producing observable symptoms, but recent studies suggest that psychopathology may emerge from symptoms interactions. Psychometric networking model these relations focusing on pairwise associations but overlooks higher-order dependencies arising among groups of variables. These dependencies may reflect synergistic mechanisms, where joint symptom configurations convey more information than pairwise relations, or redundancy, where information overlaps. We introduce an information-theoretic multiplex hypergraph framework to identify and compare higher-order interactions in eating disorders data, across diagnostic groups (e.g., anorexia nervosa). Higher-order structures are quantified using -information, a measure that captures the balance between redundancy and synergy. To address the combinatorial…
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