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Study formalizes dynamic, static, and breathing cycles in systems, indicating scale-invariant patterns.
We introduce a three-phase generative structure model consisting of Dynamic, Static, and Breathing phases. This model captures a scale-invariant rhythm observed across historical, social, ritual, and physical systems. We formalize the model as a recursive operator acting on structured states, and show that the resulting dynamics exhibit fractal self-similarity. The framework provides a minimal mathematical foundation for describing generative cycles that alternate between differentiation, stabilization, and reintegration.
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Akio Nomura (2026) studied this question.
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