Boundary Conditions
Boundary conditions define where a system holds and where it does not. They mark the limits of a law, a model, or an equation.
Without boundaries, a system becomes a claim with no accountability. With boundaries, it becomes testable and honest.
Boundary conditions do not weaken truth. They make it strong by making it specific.
Every meaningful model needs a fence, not to restrict reality, but to clarify where the model applies.
Ring 2 — Canonical Grounding
Ring 3 — Framework Connections
Canonical Hub: CANONICAL_INDEX