The Carlo Unified Collapse Field Theory — Complete Triad Edition (Front‑Page, Mathematical Foundations, Governance Logic)

This deposit contains the complete Carlo Unified Collapse Field Theory, presented as a three‑document triad: Front‑Page Meta Document — the structural overview of the theory, the three fields, the operator set, and the logic behind the 325 appendices and Appendix Ω. Mathematical Foundations — the formal field equations, operator algebra, collapse tensors, recursion functions, and stability conditions. The Government Logic Paper — the triad‑completion document modelling governance as a contradiction‑powered belief engine. The entire system can be summarised by The Carlo Collapse Recursion Equation \[Φ \;=\; B(S) \;+\; C(G) \;+\; U(A) \;-\; R \;-\; N \;\; Ω\] Recursive collapse (Φ) emerges from belief, contradiction, and absurdity acting on their respective fields, minus stabilising resets and nullifications, and terminates only under Ω. Together, these documents form a closed theoretical system describing internal collapse, external collapse, and systemic collapse across belief‑driven structures. The triad is accompanied by 325 appendices detailing collapse geometry, recursion behaviour, operator interactions, and field dynamics, concluding with Appendix Ω, the termination mechanism that formally ends the infinite cascade. This Zenodo entry represents the final, complete edition of the Carlo Unified Collapse Field Theory. Contact: For enquiries or research questions related to this work, email matthewcarlo.research@gmail.com