k-hop Fairness: Addressing Disparities in Graph Link Prediction Beyond First-Order Neighborhoods
Lilian Marey, Tiphaine Viard, Charlotte Laclau

TL;DR
This paper introduces $k$-hop fairness, a novel structural fairness concept for link prediction in graphs, addressing biases beyond immediate neighbors and proposing mitigation strategies to improve fairness at multiple hop distances.
Contribution
It formalizes $k$-hop fairness, develops metrics, and proposes mitigation methods, revealing biases at various hop levels and improving fairness-performance trade-offs.
Findings
Models tend to reproduce structural biases at different $k$-hops.
Rewiring graphs affects structural biases across hops.
Post-processing method improves fairness-performance balance.
Abstract
Link prediction (LP) plays a central role in graph-based applications, particularly in social recommendation. However, real-world graphs often reflect structural biases, most notably homophily, the tendency of nodes with similar attributes to connect. While this property can improve predictive performance, it also risks reinforcing existing social disparities. In response, fairness-aware LP methods have emerged, often seeking to mitigate these effects by promoting inter-group connections, that is, links between nodes with differing sensitive attributes (e.g., gender), following the principle of dyadic fairness. However, dyadic fairness overlooks potential disparities within the sensitive groups themselves. To overcome this issue, we propose -hop fairness, a structural notion of fairness for LP, that assesses disparities conditioned on the distance between nodes in the graph. We…
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Taxonomy
TopicsAdvanced Graph Neural Networks · Ethics and Social Impacts of AI · Recommender Systems and Techniques
