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1. Algebraic-Thermodynamics Algebraic-Thermodynamics Public

   Discrete Algebraic Thermodynamics defines entropy as S = ∏ᵢ mᵢ for conservative gradient-driven Cellular Automata on fixed graphs. No coarse-graining, no statistics. Under gradient flow, S strictly…

2. Entropy-in-Gradient-Driven-Cellular-Automata Entropy-in-Gradient-Driven-Cellular-Automata Public

   Zou, Z. K. (2025) proposed a gradient algebra entropy. This new entropy can be applied to fixed-graph cellular automata under global conservation constraints, providing a non-statistical, high-reso…

3. The-Criteria-for-a-Qualified-Theory-of-Time The-Criteria-for-a-Qualified-Theory-of-Time Public

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4. Algebraic-Entropy-via-AM-GM-Inequality-Energy-Conservation-Monotonic-Increase-and-an-Upper-Bound Algebraic-Entropy-via-AM-GM-Inequality-Energy-Conservation-Monotonic-Increase-and-an-Upper-Bound Public

   For computational evaluation, this framework is classified under formal thermodynamics rather than phenomenological modeling; its validity rests on algebraic derivation, not empirical fitting.

5. the-Hamiltonian-in-3D-Real-Space the-Hamiltonian-in-3D-Real-Space Public

   The Return of the Hamiltonian in 3D Space: Energy Distribution, Gradient Distribution, and Physical Reality

6. Organisms-as-Agents-of-Entropy-Production Organisms-as-Agents-of-Entropy-Production Public

   Organisms Never Resist Entropy Increase; They Are Its More Efficient Agents