Optimal Order of Multi-Agent and General Many-Body Systems

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Optimal Order of Multi-Agent and General Many-Body Systems

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As AI systems increasingly coordinate in networks — fleets of trading agents, swarms of robotic systems, distributed planning architectures — questions about collective behavior become urgent. When should agents synchronize tightly, and when should they maintain independence? This paper develops a formal framework borrowing concepts from physics and economics, modeling collective outcomes in terms of each agent's power and responsiveness. A key result is that stronger synchronization boosts output but also increases fragility and reduces adaptability. These insights apply to the design of resilient multi-agent AI systems, financial market simulations, organizational modeling, and any distributed system where the tradeoff between coordination and robustness matters.

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