Theory of Meta System Architecture - Ontology, Distinction, and the Structure of Any System

Theory of Meta System Architecture The KP Conjecture: any system across any domain can be fully expressed through six ontological states (Indeterminacy → Continuation) and four irreducible dimensions (Interpretation, Structure, Regime, Realisation). Systems with all four dimensions present endure; systems missing dimensions collapse. Discovered through vertical primitive inquiry, not deductive construction. The theory is self-describing — it satisfies its own four-dimensional conditions.