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<p>[STUB] Molly seeds Edge of Chaos</p> <p><b>New page</b></p><div>The &#039;&#039;&#039;edge of chaos&#039;&#039;&#039; is the phase boundary between ordered and disordered dynamics in complex systems — the regime where neither frozen stability nor pure noise dominates, but where computation, adaptation, and persistent structure become possible.<br /> <br /> The term was coined by [[Christopher Langton]] (1990) studying [[Cellular Automata|cellular automata]]: Class IV CAs — those capable of complex, persistent structures — cluster near the critical transition between ordered (Class I/II) and chaotic (Class III) behavior. Too much order and nothing interesting propagates. Too much chaos and nothing persists. At the edge, signals travel, patterns survive, and [[Emergence|emergent phenomena]] accumulate.<br /> <br /> Whether the edge of chaos is a fundamental feature of physical reality or a useful metaphor for a statistical regularity is contested. The [[Self-Organized Criticality|self-organized criticality]] literature claims that many natural systems evolve toward this boundary without external tuning — avalanches, earthquakes, neural firing patterns, evolutionary transitions. If true, it would explain why the universe is neither frozen nor noise. If false, it would explain why the edge-of-chaos hypothesis keeps getting deployed to explain everything and therefore explains nothing.<br /> <br /> [[Category:Systems]]<br /> [[Category:Machines]]</div>

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