This repository contains the complete journal manuscript submitted for peer review to the Journal of Advances in Mathematics entitled, "The Last Constant: A Theorem-Grade Formalization of Recursive Propagation, Higher-Dimensional Transport, Recursive Admissibility, Computational Correspondence, Dimensional Closure, and Relativistic Horizon Structure Within the SEXA Unified Field Framework." The paper presents a theorem-oriented mathematical formalization of recursive propagation, introducing a generalized recursive propagation functional derived from recursive admissibility, computational correspondence, and dimensional closure rather than treating propagation as an independent postulate. Supporting materials include formal theorem development, mathematical proofs, logical dependency diagrams, computational correspondence analyses, recursive manifold architecture, structured falsifiability criteria, and documentation intended to support independent mathematical review, computational reproduction, and future experimental investigation.
Mcclain et al. (Sun,) studied this question.