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Demonstrates how electrostatic flux balance sustains structures in complex systems, implying resilience and regenerative capabilities.
This paper introduces the ΔΦ Attractor Stability Law, establishing that persistent structure arises from a dynamic balance between electrostatic flux, diffusion, and dissipation. Building on prior work in ΔΦ-driven emergence and attractor formation, the study demonstrates that stable structures are continuously maintained field configurations rather than static states. Simulations confirm that balanced systems resist perturbation and regenerate after disruption, while imbalanced systems decay. The results provide a physical basis for structural memory, resilience, and regeneration across complex systems.
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Thomas S. Mitchell (2026) studied this question.
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