<ul><li>The paper presents a mathematical model for a society based on pure anarchy without coercion, hierarchies, or governments.</li><li>It argues that coercive political systems are destined to collapse, while pure anarchy can sustain long-term stability.</li><li>Theorems in the paper discuss the inevitability of coercive collapse, resource inefficiency in centralized systems, and cascade fragility.</li><li>The model is supported by historical validations and simulations and proposes decentralized governance models for resilient societies.</li></ul>

The Theory of Pure Anarchy: A Mathematical Blueprint for a Stable, Coercion-Free Society

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