Establishes a relationship between biological and chip architectures, suggesting stability constraints.
Based on the Species Fixed Law (SFL), this paper establishes a unified quantitative framework for stable complex systems and proposes the Initial Architecture Constancy Principle. It puts forward the core state equation: G = G₀ + ΔG_d(+) − ΔG_d(−) This study verifies that biological genetic architecture G₀ and chip underlying architecture are isomorphic and origin-invariant. All functional variations are confined within the fixed G₀, regulated by reversible adjustment and irreversible dissipation. The long-term stability of complex systems obeys the dissipation constraint: ε(T) = o(1/T) (T→∞) This research bridges life sciences and electronic engineering, offers mathematical theoretical basis for organism lifespan prediction and chip reliability optimization, and concludes that stable complex systems cannot spontaneously alter their inherent initial framework.
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FOO SENG ANG (2026) studied this question.
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