Relational Dynamic Geometry + Momentum-Flux Engine + Quotient
A three-layer framework that strictly generalizes cellular automata (Conway’s Game of Life, Wolfram rules) and classical field theory.
RDG–MFE is a discretization of Maxwell’s original quaternion formulation of electromagnetism onto a dynamically generated relational geometry. When the geometry Γ_t is frozen to a regular lattice approximating ℝ³ and the discretization is taken to the continuum limit, it recovers the classical Heaviside-Maxwell equations.
The full RDG–MFE–Q stack adds:
- RDG — generative relational manifolds
- MFE — field dynamics (quaternion Maxwell on evolving graphs)
- Q□ — admissibility & stability layer (SID tri-mode, constraints)
- _Paper/ → Redding's Closure Stability Conjecture
- docs/ → human-readable theory
- _rdg/ → RDG code
- _mfe/ → MFE code
- _q/ → Q-layer code
- _math/ → operators & algebra
- _src/ → engine runtime
- _scripts/ → automation
- _tests/ → invariants & stability checks
See also the companion repo: RAM-Relational-Automata-Manifolds