Cooperation Dynamics in Multi-Agent Systems: Exploring Game-Theoretic Scenarios with Mean-Field Equilibria
Vaigarai Sathi, Sabahat Shaik, Jaswanth Nidamanuri

TL;DR
This paper investigates how mean-field game theory can promote cooperation in large multi-agent systems, analyzing strategies and equilibrium solutions in repeated game scenarios with practical simulation insights.
Contribution
It introduces a mean-field game approach to analyze cooperation in large-scale multi-agent systems, extending traditional methods to infinitely many agents and providing practical simulation techniques.
Findings
Mean-field equilibria promote cooperation in large agent populations.
Modified reward structures enhance individual and group incentives.
Simulations demonstrate effective cooperation strategies in repeated games.
Abstract
Cooperation is fundamental in Multi-Agent Systems (MAS) and Multi-Agent Reinforcement Learning (MARL), often requiring agents to balance individual gains with collective rewards. In this regard, this paper aims to investigate strategies to invoke cooperation in game-theoretic scenarios, namely the Iterated Prisoner's Dilemma, where agents must optimize both individual and group outcomes. Existing cooperative strategies are analyzed for their effectiveness in promoting group-oriented behavior in repeated games. Modifications are proposed where encouraging group rewards will also result in a higher individual gain, addressing real-world dilemmas seen in distributed systems. The study extends to scenarios with exponentially growing agent populations (), where traditional computation and equilibrium determination are challenging. Leveraging mean-field game theory,…
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Taxonomy
TopicsEvolutionary Game Theory and Cooperation · Game Theory and Applications · Mathematical and Theoretical Epidemiology and Ecology Models
