A Simple Extension of EW Gauge Boson Mixing and Mass of the 125 GeV Higgs Boson

A simple extension of EW gauge theory found within the framework of the SM mixes the Yang-Mills (Y-M) field with the vector (Weak and EM), scalar (Higgs), and tensor gauge fields resulting in a model prediction of a Higgs mass spectrum that includes the recently discovered 125 GeV particle. The key feature is the use of coupled Y-M gauge fields ($B_{\mu } )$ whose quanta are spin $J_{\mu } =0,1,2$ and isotopic spin $I_{3} =0$ mixing off-diagonally with the neutral Higgs, Z, photon and tensor gauge fields. The tensor algebra is associated with a unimodular 4x4 integral matrix with even (vector) and odd (scalar and tensor) 2x2 matrix subspace components. The predicted Higgs spectrum consists of neutral scalar $(J_{\mu }^{\pi } =0^{+},I_{3} =0)$ and pseudoscalar $(J_{\mu }^{\pi } =0^{-},I_{3} =0)$ particles whose QCD quark-antiquark $(\bar{{u}}t,\bar{{c}}t,\bar{{t}}t)$ wavefunctions are combinations of a scalar Higgs color magnetic triplet \textit{(sp quarks}) and a pseudoscalar Higgs color magnetic singlet \textit{(ss quarks}). The two lowest lying Higgs scalar particles are predicted to be 124.05 GeV $(\bar{{u}}t)$ and 125.30 GeV$(\bar{{c}}t)$. The predicted Higgs scalar and pseudoscalar mass spectra will be presented and discussed.