The KIT Unified Framework: Particle Masses, Strong Force, and Neutrino from the Dual Structure of Riemann Zeta Zeros

This paper presents a comprehensive unified framework where the two classes of Riemann zeta zeros dictate the fundamental laws of physics. Non-trivial zeros (ρₙ) serve as spectral standards for the three-generation particle mass hierarchy ($N=1, 2, 3$) and resonance states like $X(2370)$ ($N=4$), derived via the parameter-free KIT Universal Mass Formula. In a breakthrough resolution of the Strong CP Problem, we demonstrate that trivial zeros ($s=-2n$), residing exclusively on the real axis, act as topological anchors for the strong force. Their lack of complex conjugate partners naturally locks the strong-force phase at θ=0, eliminating the need for axions or fine-tuning. Finally, the framework identifies the Neutrino ($N=7$) as the "lattice breath" of a saturated 3D+1D manifold. By unifying the 0.06% variance in Newton’s constant G with the neutrino’s infinitesimal mass scale, this work proves that the Riemann zeta function is the structural blueprint of physical law.