Standard Model of the Universe Integration via Bulk Network Geometry

This paper proposes a foundational reconstruction of the Standard Model within the framework of Bulk Network Cosmology (BNC). We demonstrate that the $SU(3) \times SU(2) \times U(1)$ gauge symmetries and the observed baryon density of approximately 4.8% are not arbitrary parameters but geometric necessities emergent from a three-dimensional refractive lattice. By defining the Higgs field as the intrinsic rigidity of the cosmic lattice, we derive mass generation as a "torque" effect arising from the 90-degree conversion of orthogonal forces. We further prove that the three generations of matter are constrained by the N-dependent Strauss Stability Theorem ($p_c \approx 2.414$). Finally, we provide numerical verification through a grid convergence study ($h \to 0$) of the semantic eigenvalue ($\Lambda_{sem}$), showing its convergence to the cosmological constant, and identify the baryon ratio as the optimal support vector density in a margin-maximization process. This work unifies quantum field theory, information geometry, and gravitation into a single geometric manifold.