RECURSIVE QUANTUM GRAVITY - Gravity as Higher-Order Coherence Stabilization of Quantum Indeterminacy

Quantum gravity is usually framed as the problem of unifying two successful but structurally differenttheories: quantum field theory and general relativity. Quantum theory describes probabilistic fields,superposition, measurement, and local interaction. General relativity describes gravity as spacetimecurvature governed by mass-energy. The tension is commonly presented as a mathematicalincompatibility between quantum discreteness and gravitational geometry. The Unified Coherence Framework reframes the problem. The deeper issue is not merely that gravity hasnot yet been quantized. The deeper issue is that quantum indeterminacy requires a stabilizing conditionthrough which physical reality becomes persistent, structured, and dynamically coherent. Quantum statesdo not merely exist as isolated possibilities. They become physically consequential through localization,persistence, interaction, and relation. These are stabilization phenomena. Gravity, in this paper, is interpreted as the higher-order coherence structure that performs this stabilizingrole. This does not mean that general relativity is wrong. Rather, it means that Einsteinian curvature maybe the effective geometric appearance of a deeper coherence-stabilizing process. Curvature is then not thefoundation itself, but the metric trace of recursive coherence organization. The usual force-unification program treats gravity as the missing member of a set: electromagnetism,weak interaction, strong interaction, and gravity. In this view, gravity should eventually receive aquantum carrier or be incorporated into a quantum field framework. The Unified Coherence Frameworksuggests a different hierarchy. Electromagnetic, weak, and strong interactions operate within alreadyrealizedphysical structure. Gravity, by contrast, appears to govern the relational condition under whichmass-energy, spacetime, and large-scale persistence become jointly organized. It is therefore not obviousthat gravity should be treated as merely one more force among forces. Gravity may instead be the coherence condition under which force-bearing structures become stable.This shifts the question. The central issue is not only, “How do we quantize gravity as another field?” butalso, “What coherence condition allows quantum fields to become gravitationally stable physical reality?”In this view, quantum gravity is not only a theory of small-scale gravitational quanta. It is a theory ofrecursive stabilization between local quantum indeterminacy and global coherence order. Keywords recursive quantum gravity; Unified Coherence Framework; coherence stabilization; quantumindeterminacy; mass localization; curvature projection; coherence concentration; gravitational coupling;emergent mass; quantum foundations