Reality as a relational grammar: From epistemic axioms to quantum projection

This paper presents six axioms as the basis for a mathematically formalised grammar of reality. Together, the axioms present a purely relational ontology consisting of the primary primitives of push-pull dynamics on a multidimensional helical manifold. Relational interactions generate torsion that converts to curvature, presenting a clean mechanism for the transference of degrees of freedom into memory, reminiscent of the characteristics of photons. Finally, the paper presents two falsifiable claims related to a) endogenous propulsion of relational units and b) the structural compatibility of Quantum Mechanics to the formalized Lagrangian that is derived from the six axioms.