Correlational Proposal

This work proposes a foundational program in which physical reality is not built from primitiveobjects, spacetime, or dynamical laws, but from a single ontological principle: infinite structuralrefinement and absorbent stability. Configurations are not taken as self-sufficient entities; rather,reality consists of equivalence classes of configurations that remain invariant under unlimitedrefinement. Selection is not defined through numerical minimization but through structuralabsorbence: a class is real if every admissible refinement returns, up to equivalence, to thesame structural type. From this primitive framework, we derive locality as a property of refinement commutation, differential structure via locality and continuity in the refinement limit,quadratic energy forms through Dirichlet-type stability, metric emergence from energy density,dimensional criticality, noncommutative algebraic structure from directional incompatibility,and gravitational dynamics as the unique marginally stable curvature term in four dimensions.Classical and quantum regimes appear as phases of structural compatibility and incompatibility.The program aims at structural inevitability rather than phenomenological reconstruction.