From Relational Resolution to Unified Physics: An Entry Paper

Relational Resolution Theory (RRT) is a meta-ontological framework that extends Landauer's principle to a relational ontology; Relational Substrate Theory (RST) applies it to the physical universe and obtains a Resource Triangle W^n = Ω^n + N^n and fidelity μ(η,n) = η/(1+η^n)^(1/n). The main equation is I = Ω·μ. In the gravity sector the field equation μ(q'/a_0,n) q' = g_N has the form of MOND (Milgrom 1983; Famaey & McGaugh 2012); a_0 = cH/(2π) and the transition sharpness n are fixed or constrained by the theory. The gravity sector is compared to SPARC galaxy rotation curves (~86% acceptable fits; median Υ_disk ≈ 0.49). The same mathematical structure is mapped in 14 foundation topics and in further applications; a Reality Engine (ledger simulator) verifies the formal limits of the ledger. This entry paper summarizes the axioms, equations, derivation chain, and checks; full development is a relational vault and repository. This work has not been peer reviewed. It is an entry paper and pointer to the full relational development (vault + repository).