Effects of higher-order interactions and homophily on information access inequality
Moritz Laber, Samantha Dies, Joseph Ehlert, Brennan Klein, Tina Eliassi-Rad

TL;DR
This paper introduces a new hypergraph model and contagion process to analyze how higher-order interactions and homophily influence inequalities in information access across social groups.
Contribution
The paper develops the H3 hypergraph model with hyperedge homophily and a nonlinear contagion model, revealing their combined impact on information access inequality.
Findings
Hyperedge homophily significantly affects information flow patterns.
Higher-order network effects can amplify access inequalities.
Targeted interventions at specific hyperedge sizes can reduce disparities.
Abstract
The spread of information through socio-technical systems determines which individuals are the first to gain access to opportunities and insights. Yet, the pathways through which information flows can be skewed, leading to systematic differences in access across social groups. These inequalities remain poorly characterized in settings involving nonlinear social contagion and higher-order interactions that exhibit homophily. We introduce a enerative model for hypergraphs with hyperedge homophily, a hyperedge size-dependent property, and tunable degree distribution, called the model, along with a model for nonlinear social contagion that incorporates asymmetric transmission between in-group and out-group nodes. Using stochastic simulations of a social contagion process on hypergraphs from the model and diverse empirical datasets, we show that the interaction…
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Taxonomy
TopicsQuantum many-body systems · Quantum and electron transport phenomena · Surface and Thin Film Phenomena
