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      Higgs vacuum (in)stability during inflation: the dangerous relevance of de Sitter departure and Planck-suppressed operators

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          Abstract

          The measured Standard Model parameters lie in a range such that the Higgs potential, once extrapolated up to high scales, develops a minimum of negative energy density. This has important cosmological implications. In particular, during inflation, quantum fluctuations could have pushed the Higgs field beyond its potential barrier, triggering the formation of anti-de Sitter regions, with fatal consequences for our universe. By requiring that this did not happen, one can in principle connect (and constrain) Standard Model parameters with the energy scale of inflation. In this context, we highlight the sensitivity of the fate of our vacuum to seemingly irrelevant physics. In particular, the departure of inflation from an exact de Sitter phase, as well as Planck-suppressed derivative operators, can, already and surprisingly, play a decisive role in (de)stabilizing the Higgs during inflation. Furthermore, in the stochastic dynamics, we quantify the impact of the amplitude of the noise differing from the one of a massless field, as well as of going beyond the slow-roll approximation by using a phase-space approach. On a general ground, our analysis shows that relating the period of inflation to precision particle physics requires a knowledge of these "irrelevant" effects.

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          Standard model stability bounds for new physics within LHC reach

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            Three-loop β-functions for top-Yukawa and the Higgs self-interaction in the standard model

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              Precise vacuum stability bound in the standard model

              Marc Sher (1993)
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                Author and article information

                Journal
                29 October 2019
                Article
                1910.13430
                e4d822b7-6b78-4bac-b265-63493e1f2e1c

                http://arxiv.org/licenses/nonexclusive-distrib/1.0/

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                Custom metadata
                32 pages + appendix, 9 figures
                hep-ph

                High energy & Particle physics
                High energy & Particle physics

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