Horizon-Like Emission from Curvature-Bound Coherence Fields

Abstract

Version 2.0 is a substantive corrected revision of the original Horizon-Like Emission from Curvature-Bound Coherence Fields study. The paper investigates horizon-like emission from a deterministic, curvature-bound coherence field within the Coherence Geometry framework. A reduced multi-phase model with wave propagation, phase locking, and higher-spatial-derivative curvature stiffness is evolved outside a prescribed spherical core, with energy transport measured using the complete radial Noether current. The revised construction treats radius as a scale-covariant family with fixed conservative source/excitation action. This gives the analytic hierarchy E ∝ R^-1, P ∝ R^-2, and S_r^N ∝ R^-4. Five independent numerical evolutions reproduce the predicted full-waveform covariance to residuals of order 10^-10. A separate noise-free R=140 control demonstrates ordered outward propagation through successive exterior detectors at an effective speed close to the characteristic field speed. The inverse-square total-power law therefore arises from the scale covariance of the deterministic source-response family rather than ordinary spherical dilution of a fixed luminosity. The calculation requires no vacuum prescription, stochastic forcing, particle-creation rule, thermal spectrum, or thermodynamic assumption to produce the radiative structures demonstrated here. Version 2.0 corrects the curvature-stiffness field equation and higher-derivative Noether current, replaces the original radius-sweep analysis with the fixed-action scale-covariant construction, and includes new simulation, verification, and transport-control artifacts. Internal reference: CGI-RSR-000023.