Core Theorems
The system’s spine: master equations, closure, and meta-theorems.
THE PAPER — P4.1: The Closed System
Why closure and boundary conditions are not optional, and what breaks without them.
Read: P4.1 — The Closed System ~12–18 min
Also relevant: P6.3 — The Final State
The Axioms (15 formal claims)
- 012 [Equation] Master Equation First Form
- 056 [Axiom] Closure Requirement
- 070 [Theorem] Sign Invariance Theorem
- 071 [Corollary] Self Flip Impossible
- 102 [Definition] Unified Field Lagrangian
- 121 [Axiom] Substrate Independence
- 135 [Axiom] Master Equation Integration
- 146 [Equation] Full Master Equation
- 166 [Proposition] Incompleteness Stage
- 181 [Meta-Axiom] Axiom System Consistency
- 182 [Meta-Axiom] Axiom System Completeness
- 183 [Meta-Axiom] Axiom System Independence
- 184 [Final Theorem] Logos Theorem
- 185 [Final Theorem] Coherence Optimality
- 187 [Closure] Axiom Chain Complete