Submissions from M. A. Mitiev
 [1] faKiv:2101.07765 [pdf]

Update on the importance of the LHC observation of the renormalization group at low energiesComments: 9 pages, 4 figures
At low energies, the renormalization group flow equation of the Higgs theory is known to be a known quantity. The constraints of the LHC experiment, however, are to extract the renormalized value of the Higgs parameters and the associated LHC response function. In this article we present an update on the importance of the LHC observation of the renormalization group at low energies.
 [2] faKiv:2101.08104 [pdf]

Parallel Snelling of the Higgs BosonComments: 12 pages, 3 figures
In the presence of the Higgs field, the quarkgluon plasma behaves as a vacuum with a thermal wakefield. Moreover, the vacuum is dominated by a duality between the Higgs field and the electroweak potential. The duality species is a twostep process: one is the quarkgluon plasma, which is a vacuum with a thermal wakefield, and the other is the Higgs field vacuum, which is a vacuum with a weak electroweak potential. The vacuum is thus a mirror in which the Higgs field and the electroweak potential are represented. We show that this mirror can be used to directly compute the Snell equation of the Higgs field and its interaction with the electroweak potential. We discuss the analytic solution of the Snell equation.