Scalar Resonance and Gauge Phenomenology on the Z3 ⊗Q3 Error-Correcting Vacuum

We derive the defining phenomenological signatures of the Standard Model scalar sector natively from the discrete graph topology of a Z3 ⊗Q3 error-correcting vacuum. Treating constituent mass as information-theoretic friction (the query rate of the local QEC coin operator), we derive the linear Yukawa coupling to fermions (Mf ∝mf ) directly from this QEC query rate, and then show that — given the linear baseline — the quadratic coupling to massive vector bosons (MV ∝m2 V ) is an inescapable algebraic consequence of bipartite tensor orthogonality rather than an independent parametric input. Extending to second- order virtual processes, we demonstrate that the anomalous destructive interference and magnitude ratio of the H →γγ loop is derived structurally from the lattice coordination number and the bipartite parity of the hypercube. By applying the discrete Feshbach re- solvent over the framework’s invalid subspace, we prove the lattice naturally produces the non-linear, mass-dependent dynamic tracking required to model continuous kinematic loop integrals.