Gravity as Quantum Confinement: A Number-Theoretic Model for Unified Field Theory
Abstract
Chur Chin
We propose a theoretical framework unifying gravitational and quantum forces via a number-theoretic model, in which gravitational symmetry emerges from quantum asymmetry encoded in prime number distributions. Mass gaps analogous to Yang–Mills confinement energy are derived from Goldbach prime pairs forming even numbers [1-3]. A thermodynamic extension simulates entropy flows, while a quantum entanglement network among primes reveals non- trivial correlations [4-6]. The model naturally aligns with the holographic principle and AdS/CFT duality suggesting that spacetime curvature is a macroscopic expression of microscopic prime interference [7-9]. We support our hypothesis through Fourier analysis, entropy evolution, and spectral comparisons to known gauge operators [10,11]. This approach connects the Riemann Hypothesis, mass gap problem and quantum gravity in a computationally viable model [1,12,13].
