Higgs mass implications on the stability of the electroweak vacuum
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Cites background or methods from "Higgs mass implications on the stab..."
...However, as pointed out in [18], the most important missing NNLO piece for the vacuum stability analysis are the two-loop threshold corrections to λ at the weak scale due to QCD and top Yukawa interactions, because such couplings are sizable at low energy....
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...Computing ∆λ(μ) at the one loop level, using two-loop beta functions for all the SM couplings, and varying the low-energy matching scale between Mt/2 and 2Mt, leads to a ±2 GeV error on Mh [18]....
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...This is based on two-loop renormalizationgroup (RG) equations, one-loop threshold corrections at the electroweak scale (possibly improved with two-loop terms in the case of pure QCD corrections), and one-loop improved effective potential (see [18] for a numerically updated analysis)....
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1,248 citations
Cites background from "Higgs mass implications on the stab..."
...[33], for neutrino masses smaller than 0....
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...The discovery of the SM near-criticality has led to many theoretical speculations [8, 31–55, 120, 121]....
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...Remarkably, in the context of the SM the measured value of Mh is special because it corresponds to a near-critical situation in which the Higgs vacuum does not reside in the configuration of minimal energy, but in a metastable state close to a phase transition [8] (for earlier considerations see [9–31]; for related studies see [32–57])....
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References
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