The Mass of the Higgs Boson and an Unstable Vacuum in the Context of the GEM Unification theory

The Higgs Boson at m$_{Higgs} \quad =$126GeV , it has been said, leads to the potential for `cosmic catastrophe.' However, in the context of the GEM unification theory (1) the Higgs Boson mass can be seen as part of a system of particle masses that creates a Big Bang fireball of hydrogen in its later stages(2). In this talk the GEM theory will be discussed with the Higgs Boson in its role as the manifestation of a compact Kaluza-Klein 5$^{th}$ dimension. In the GEM context , compactification of a 5$^{th}$ dimension leads to the Big Bang (2) and afterward leads to merely a gentle ``eternal inflation' with $\Omega \cong $ 1 and a vacuum unstable to production of proton-electron pairs (3). The unstable vacuum fluctuations of quantum masses associated with a hidden dimension size leads to an approximate Dirac Condition: T$_{H\, \, }\cong $ (9 m$_{Higgs}$/m$_{p})^{1/3}$ ( $\pi $/2) (e$^{2}$/Gm$_{p}$m$_{e})$ r$_{e}$ /c $=$12 Gyr ( in cgs) where m$_{p}$ and m$_{e}$ are the proton and electron masses respectively, e is the electron charge, T$_{H}$ is the Hubble time and r$_{e}$ is the electron classical radius, and G is the Gravitation constant and c is the speed of light. (1) J.E. Brandenburg (2012) ``An Extension of the GEM Unification Theory to Include Strong and Weak Nuclear Forces and an Estimate of the Higgs Boson Mass STAIF II Conference Albq. NM (2012) also Jou. Space Expl. Vol 1, issue 1. (2) J.E. Brandenburg (2013) 27th Texas Symposium on Relativistic Astrophysics, Dallas TX. (3)J.E. Brandenburg (1995) ``A Model Cosmology Based on Gravity Electro-Magnetism Unification'', Astrophysics and Space Science, Vol 277, p133-144