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April 25, 20260 citationsOpen Access

Model Energy Efficiency Ratio (MEER) and the Universal Equation: A Thermodynamic Foundation

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HYHongpu Yang

Key Points

  • This work aims to establish a thermodynamic foundation for cognitive processes through the Model Energy Efficiency Ratio (MEER) and the Universal Equation.
  • Defined model maintenance power and responsive power
  • Derived the Universal Equation linked to cognitive efficiency
  • Analyzed limits of cognitive computation based on thermodynamic principles.
  • Demonstrated that predictive accuracy is constrained by energy efficiency and environmental factors.
  • Proved that pursuing absolute truth leads to infinite maintenance energy and thermodynamic collapse.
  • Established MEER as a tool for optimizing cognitive models and connecting to physical laws.

Abstract

Traditional epistemology and modern cognitive science (e. g. , the Free Energy Principle) implicitly assume that cognitive computation has zero physical cost, leading to the illusion that absolute truth can be approached without limit. Based on the Energy-Efficiency Theory (EET) and strictly grounded in EET Core Rules v4. 2, this paper reduces cognitive representation to a physical process subject to strict thermodynamic constraints. We define the model maintenance power Ė₌₀₈₍ and the responsive power Ėₑ₄ₒ₏, and derive the supreme boundary condition for all cognitive activities—the Universal Equation: \ (k₈₍₅₎ ₄₍ₕ) D₊₋ (₏\|ₐ) C (Q). equation proves mathematically that the predictive accuracy of a system is strictly limited by its available energy-efficiency ratio, the environment's characteristic time scale ₄₍ₕ, and the fundamental Landauer cost k₈₍₅₎. Pursuing Absolute Truth would drive maintenance energy to infinity and cause thermodynamic collapse. We then define the Model Energy Efficiency Ratio (MEER) in pure information-theoretic terms: (M) = H (P) - D₊₋ (₏\|ₐ) C (Q). measures the amount of mutual information (order) extracted per unit maintenance power. Proper Pseudo-Truth is redefined as the model that maximizes MEER under the current. Occam's razor is shown to be a direct corollary of MEER maximization. We further demonstrate that the Universal Equation acts as a mother model that reduces to Newtonian mechanics in the limit 0, v/c 0, S/, and to relativity when = 1 and v/c is non-zero. MEER thus provides a quantitative criterion for cross-scale model selection. Finally, we analyze asymptotic regimes (heat death of Absolute Truth, zero-energy singularity of pure mathematics, the infimum of theory degeneration) and specify the interface with the Response Pool equation in Cognitive Phase Transitions. Constitutional guardrails (Prohibited Moves 5, 6, 8) are explicitly enforced to prevent category errors in applying the framework.

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Cite This Study

Hongpu Yang (2026) studied this question.

synapsesocial.com/papers/69ec5b3d88ba6daa22dacd0fhttps://doi.org/10.5281/zenodo.19702344
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Also Consider

Synapse has enriched 5 closely related papers on similar clinical questions. Consider them for comparative context:

  1. 1Energy-Efficient Modelology: The Thermodynamic Grammar of Scientific Evolution2026
  2. 2Energy-Efficient Modelology: The Thermodynamic Grammar of Model Construction, Evolution and Termination Under Finite Energy2026
  3. 3EET Core Rules and Parameter Standards2026
  4. 4The Ontology of Information: Energy Texture, Constraint Encoding and the Physics of Meaning2026
  5. 5Cognitive Phase Transitions: The Response Pool Equation and the Thermodynamics of Cognitive Meltdown2026