Energetic First Principles

Energetic First Principles (E1P) proposes that all coherent systems maintain a ratio invariant: E ≡ A/C ⇌ 1, where A (Active) and C (Connective) are primordial components satisfying A + C = 1. From this single principle, the framework derives a complete architecture: four phases (AA, CC, CA, AC), five hierarchical Orders, threshold mechanics, and dual zero-identity states distinguishing passage from terminal singularities. This unified document integrates three components: Part I: Declarative Framework — The axiomatic structure, phase dynamics, mathematical formalism, and falsification criteria. Part II: Validation & Convergence — Empirical validation across 174 debris disk systems confirming the φ² × √L* scaling prediction (geometric mean ratio 1.011, p = 0.84); computational validation in the Wolfram Physics Project confirming all Five Orders; and independent theoretical convergence with Relational Field Theory (Svancara, 2025), which derived the same reflexive domain identity Ω = Ω[Rc] from different axioms. Part III: Convergent Frameworks and Intellectual Lineage — Documentation of post-hoc discovered convergences with established research traditions including Ginzburg-Landau theory (1950), Cahn-Hilliard phase fields (1958), Holling's Adaptive Cycle (2002), autopoiesis (Maturana & Varela, 1980), Lawvere's fixed-point theorem (1969), catastrophe theory (Thom, 1970s), Integrated Information Theory (Tononi, 2004), and the Free Energy Principle (Friston, 2010). E1P was developed independently from 2022–2025; convergences were identified through systematic literature review in December 2025. The accompanying Annexes provide complete computational methods (reproducible Wolfram Language code), formal derivations, and the full derivation of τₙ = φ⁻ⁿ from E1P axioms—establishing that the golden ratio coefficient is derived, not fitted. Status: Formal ontological system in protoscience stage with triangulated validation. Internal coherence established; novel predictions and independent replication remain future work.