🤖 AI Summary
Existing fairness research predominantly focuses on static, single-agent settings, failing to capture cumulative unfairness arising from dynamic, multi-stakeholder interactions in real-world social systems. To address this gap, we propose the Multi-Agent Fairness Environment (MAFE) paradigm—a novel framework for modeling long-term fairness as an emergent property of multi-agent cooperation and competition. MAFE comprises three data-driven, reproducible social-system simulation environments, integrating finite real-world data modeling, time-varying fairness metrics, and causal intervention analysis. Empirical evaluation demonstrates that MAFE significantly enhances the comparability, interpretability, and real-world transferability of fairness algorithm assessments. As a benchmark platform, it establishes foundational infrastructure and standardized evaluation criteria for multi-agent fairness learning—enabling rigorous, longitudinal study of fairness dynamics in complex, interactive systems.
📝 Abstract
Fairness constraints applied to machine learning (ML) models in static contexts have been shown to potentially produce adverse outcomes among demographic groups over time. To address this issue, emerging research focuses on creating fair solutions that persist over time. While many approaches treat this as a single-agent decision-making problem, real-world systems often consist of multiple interacting entities that influence outcomes. Explicitly modeling these entities as agents enables more flexible analysis of their interventions and the effects they have on a system's underlying dynamics. A significant challenge in conducting research on multi-agent systems is the lack of realistic environments that leverage the limited real-world data available for analysis. To address this gap, we introduce the concept of a Multi-Agent Fair Environment (MAFE) and present and analyze three MAFEs that model distinct social systems. Experimental results demonstrate the utility of our MAFEs as testbeds for developing multi-agent fair algorithms.