Everything Is a Compiler

This paper explores a powerful design lens: systems persist through transformations, and consequential transformations can often be understood more clearly when their inputs, rules, preserved obligations, losses, outputs, failures, and witnesses are made explicit. The source presents the stronger ontological thesis that everything is a compiler and introduces Meaning-Inertia as resistance to semantic distortion across compulsory transformations. The revised paper separates three claims. First, state transition is pervasive. Second, compiler architecture is a useful engineered pattern for governing selected transitions. Third, whether all becoming is literally compilation is a philosophical hypothesis, not an established scientific result. If compilation is defined as any lawful transition, the thesis becomes nearly tautological and loses discriminatory power. A useful compiler regime therefore requires a bounded input and output domain, a versioned transformation relation, declared preservation obligations, remainder or failure semantics, and an observation boundary. Meaning-Inertia is retained as a profile-relative research construct for semantic persistence, not a physical invariant or universal truth metric. False structures can persist, true structures can be suppressed, and conservation laws are not correctness proofs. The physics and quantum sections are retained only as explicitly speculative comparison surfaces pending authorized primary-source review. The paper formalizes governed transformation, distinguishes realization-stage IR from Intermediate Representation, integrates MCIR, Meaning as Binding, Meaning Crystals, Semantic Computing Infrastructure, Recursive Constitutional Motifs, Dynatology, GMB, and the universal GSM, and proposes falsification and measurement programs. The result is a bounded conceptual and engineering framework rather than a claim that reality has been shown to be a compiler.