The Montgomery–Dyson Coincidence Resolved by the Q6 Prime Lattice Operator

Description: In 1972, Montgomery and Dyson discovered over tea that Riemann zero spacings match nuclear energy level statistics — a mystery unsolved for 54 years. This paper resolves it: both are eigenvalue spectra of the Q6 prime lattice operator at different truncations. The GUE universality follows from self-adjointness of Q6 and the coprime identity ζ(2) = π²/6. Keywords: Riemann hypothesis, Montgomery-Dyson, GUE, random matrices, prime lattice, Q6 operator, Navier-Stokes, number theory, nuclear physics Communities: mathematics, mathematical-physics, fluid-dynamics Related works: https://doi.org/10.5281/zenodo.19842060 (Ring Lemma) https://doi.org/10.5281/zenodo.19842061 (Diffuse Cascade)