Abstract: The Human Erasure Index (HEI) Framework The Human Erasure Index (HEI) provides a strictly physical-mathematical framework that redefines macroeconomic analysis through the laws of thermodynamics, neutralizing ideological biases and political misinterpretations. Operating as a macroeconomic thermometer, the HEI measures the universal extraction of energy from the human biological substrate (q) driven by the systemic accumulation of fiat debt and macroeconomic resistance (R), independent of localized cultural or historical variables. By relying on structural isomorphism rather than identical physical dimensions, the framework successfully applies the Joule-Lenz law and Navier-Stokes equations to economic topology, rendering conspiracy theories regarding demographic decline mathematically redundant. The HEI establishes two fundamental epistemological boundaries for modern fiat systems. First, analogous to Gödel's Incompleteness Theorem, it mathematically proves that orthodox economics is a structurally incomplete system; the infinite expansion of debt (I²R) cannot balance itself without extracting energy from outside its financial parameters - specifically, from the biological population. Second, reflecting an economic Heisenberg Uncertainty Principle, the framework demonstrates an absolute empirical tradeoff: it is impossible to simultaneously maximize the financial efficiency of fiat markets and preserve the stability of biological capital. Policy interventions designed to protect financial velocity, such as Quantitative Easing, inevitably increase systemic resistance and accelerate the decay of biological capital. Ultimately, the HEI identifies the human fertility rate as the absolute physical and thermodynamic boundary of the economic universe. The global demographic decline is not a sociological anomaly but a mathematically inevitable "Margin Call" issued by physical reality to a fiat system that has exhausted its biological substrate to service accumulated systemic friction.
ALIBEK BEKZHIGITOV (Sun,) studied this question.