Neutrinos and Leptonic Nodes in CRVD: A Geometric Formulation of Non-Inertial Radial Twists and Accumulative Leptons

This paper establishes the structural distinction between the base lepton (the electron) as a closed-geodesic twist, secondary leptons (muon and tau) as transient mass accumulations under symmetric stress, and neutrinos as open radial geodesic twists. We demonstrate that because neutrinos lack a closed boundary, they exhibit no rotational inertia under symmetric O-field stress, precluding secondary mass accumulations. Consequently, their dynamics are purely momentum-based, manifesting either as high-probability "passing" through quantum boundaries or rare "penetration" events. Additionally, neutrino oscillation is naturally explained as a spatial variation of the torsional pitch under varying O-field tension.