The Neutralization Destiny Equation, supported by over 800,000 cases, demonstrates the mathematical necessity of death and explains the twelve hallmarks of aging as energy budget insufficiency.
Proposes a mathematical model of aging based on energy budget insufficiency and repair system capacity, supported by public data analysis.
Why do all carbon-based multicellular organisms age irreversibly? This paper identifies a missing variable in aging research: the residual capacity of the repair system itself, E(t). The heart embodies E—a dissipation center so robust that cell division is physically blocked. The brain embodies M—low-resistance pathways maintained passively during sleep. From the monotonic decline of circulatory and neural function, this paper derives the Neutralization Destiny Equation, E(T) + M(T) = 1, proving the mathematical necessity of death. All twelve hallmarks of aging are uniformly explained as prioritized abandonment patterns under energy budget insufficiency. Six independent public-data analyses covering over 800,000 cases support the deductions. The heart guarantees the lower bound; the brain pioneers the upper bound. Longevity lies in not interfering with the automatic operation of these two systems.
Menggang Yu (Tue,) conducted a other in Aging (n=800,000). The Neutralization Destiny Equation, supported by over 800,000 cases, demonstrates the mathematical necessity of death and explains the twelve hallmarks of aging as energy budget insufficiency.