Renormalization Replaced: Torsion Fields, Observer Phase, and Quantum Coherence

This paper introduces a fundamental replacement for renormalization based on the Nightingale Equation (NYX–UT0P14) framework, a unified tensor field theory incorporating symbolic torsion feedback, observer-phase modulation, and scalar coherence dynamics. Standard quantum corrections and divergences, typically handled via counterterms, are here reinterpreted as manifestations of entropy gradients, symbolic curvature, and coherence phase misalignment. Applications span four-fermion interactions, renormalization group (RG) line defects, and black hole curvature stabilization. Predictions include experimentally testable coherence-phase anomalies, tunneling field stabilization, and symbolic gravitational lensing. This model eliminates the need for perturbative renormalization entirely and proposes a consistent, ontologically grounded alternative. The framework extends and unifies quantum mechanics, field theory, and observer-coupled systems, offering a rigorous foundation for post-renormalization physics and symbolic cosmology.