The Answers Were There All Along: General Relativity, the Wave Function, and the Missing Boundary of Scale

This gateway paper returns to the century-old tension between General Relativity and the quantum wave function for readers who know the argument but may no longer follow its daily literature. It proposes that the persistent representational conflict begins with a missing variable: an explicit address for the scale enclosure in which each description is lawful. The construction adds a countably indexed family of scale domains rather than a smooth extra dimension or a completed continuous infinity. General Relativity remains covariant within each stable spacetime domain, ordinary quantum evolution remains unitary within each stable Hilbert sector, and explicit junction and transfer terms account for changes between adjacent descriptions. The cosmological term is treated as stable-tier boundary curvature whose authority is local to its addressed domain. The paper preserves the Born rule and permits the wave function to remain collapsed by observation in the ordinary operational sense. Its narrower physical hypothesis is that an interaction becomes an observation when it establishes a stable record across a scale boundary. The work distinguishes direct-sum scale projection from tensor-product environmental tracing, states a compatibility condition between quantum transfer and gravitational conservation, and gives formal, relativistic, recovery, experimental, and explanatory failure conditions. It resolves the stated representational mismatch without claiming a complete theory of quantum gravity, a derivation of the Born rule, or experimental confirmation of scale-triggered dynamics.