ECF-7 · From Single-Variable to Discrete to Continuous Equations: A Structural Framework for Cosmic Evolution in the Emergence-Convergence Framework

Version: First upload Version description: First upload. This paper develops the cosmological evolution of the universe through three layer-wise unfoldings — global, local, continuous — from the single-variable generation equation, and locates the recovery positions of the standard physical equations within the framework. The paper includes: the configuration hypothesis in the authoritative differentiable form (strictly signed derivatives, ECF III §4.2); the recovery of the Abelian (U(1)) gauge/Maxwell field, canonical commutation (as a D-tier target form), and the Einstein equations (conditional on an induced effective metric with an Einstein–Hilbert action, to be established); the corrected phase-space coordinates of the local balance variables; the non-negative symmetric coupling kernel; and the A-tier presuppositions as the three original facts. The anchoring parameter λc is left for subsequent work.