Guojun Yang

Deduction and Reduction of the Ternary‑System Equations: From Three Meta‑Axioms to Dissipative Structures, Allometric Scaling and Autopoiesis Theory (V24‑rev01)《三元方程的推演还原:从三公理到耗散结构、异速生长律与自创生理论》(V24‑rev01)

The ternary‑system equations serve as the unified standardized mathematical carrier for three indigenous foundational meta‑axioms: the Closed‑Loop Axiom, the Scale‑Matching Axiom, and the Physical‑Bottom‑Line Axiom. The logical self‑consistency and global universality of a novel...

Independence, Completeness and Unified Mathematical Expression of Three Meta-Axioms in Ternary Steady-State Theory 《三元稳态论的三条元公理:独立性、完备性与统一数学表达》

Current classical physics, cybernetics and ecological theories can only describe evolutionary rules of single-domain and local-scale systems, lacking unified fundamental meta-rules for long-term steady-state survival of full-scale open dissipative systems. This paper originally p...

Three Meta-Axioms Deduction and Reduction of Ternary Equation: From Closed-Loop, Scale, Bottom-Line Axioms to Dissipative Structure, Allometric Scaling Law and Autopoiesis Theory《三元方程的推演还原:从三公理到耗散结构、异速生长律与自创生理论》

The ternary equation serves as the standardized unified mathematical carrier of three indigenous fundamental meta-axioms, namely the closed-loop axiom, scale axiom and physical bottom-line axiom. The logical self-consistency and global universality of an original axiom framework...