Unconventional Resolution of the Yang-Mills Mass Gap

This technical paper proposes a definitive solution to the Yang–Mills mass gap problem by deriving a precise analytical formula for the lightest glueball mass. The author utilizes a "D-Space Seesaw" identity, which bridges quantum gravity concepts like ER=EPR with number theory rooted in the golden ratio and Pythagorean triples. By identifying the unique triple (3, 4, 5) that aligns with experimental data, the research calculates a mass gap of 1728 MeV, showing remarkable agreement with lattice QCD simulations. The framework extends beyond the primary gap to predict a 12-state glueball spectrum, the deconfinement temperature, and the strength of gravitational coupling without adjusting any free parameters. To ensure mathematical rigor, the author validates these results across six different fields, including Galois theory, E8 sphere packing, and Jones subfactors. Ultimately, the text argues that the strong nuclear force's properties are structural consequences of fundamental geometric and algebraic constants.