The Mirror Invariant: Spectral Zeta Derivation of n=26/7, Neutrino Masses, PMNS Mixing, and CP Violation from Topological Field Inversion
Trout, Coty Austin
Abstract
We present a complete, zero-parameter derivation of the lepton sector from topological field inversion. Starting from the spectral zeta function of the Dirac operator on S3, we derive n=26/7=(2d²+2D)/(d+D) via triadic dims/string crit dim. Mirror knots T(2,q)* flip A→-A, J→J*=q+2; I_b=0 reduces exp to 7: m_ν=[(q+2)/5]^7 (Δm² 0.59%). PMNS sin²θ12=7/22 etc. (1σ PDG), δ_CP=9π/8=202.5° (0.2σ). Quark/DM/GW extensions close prior gaps.
Topics & Concepts
PhysicsCP violationRiemann zeta functionTopology (electrical circuits)Field (mathematics)Dirac operatorDirac (video compression format)Inversion (geology)Function (biology)NeutrinoOperator (biology)Particle physicsTheoretical physicsQuantum field theoryTopological quantum numberElectromagnetic fieldLeptonSpectral functionMathematical physicsNeutrino oscillationQuantum mechanicsNeutrino Physics ResearchParticle physics theoretical and experimental studiesInternational Science and Diplomacy