2018
DOI: 10.1140/epjp/i2018-12250-4
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Pitfalls of iterative pole mass calculation in electroweak multiplets

Abstract: The radiatively-induced mass splitting between components of an electroweak multiplet is typically of order 100 MeV. This is sufficient to endow the charged components with macroscopically-observable lifetimes, and ensure an electrically-neutral dark matter particle. We show that a commonly used iterative procedure to compute radiativelycorrected pole masses can lead to very different mass splittings than a non-iterative calculation at the same loop order. By estimating the uncertainties of the two one-loop re… Show more

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Cited by 10 publications
(6 citation statements)
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“…This bound is very sensitive to the lifetime of the charged triplet component, which itself depends on the mass splitting of the charged and neutral components of the triplet. The lifetime of fermionic multiplets decaying due to radiative mass splitting has been found to change significantly when performing a two-loop mass splitting calculation [58,59]. In the fermionic case, the mass splitting decreases and the lifetime goes up, which is favourable for the reach of disappearing track searches.…”
Section: Disappearing Tracksmentioning
confidence: 99%
“…This bound is very sensitive to the lifetime of the charged triplet component, which itself depends on the mass splitting of the charged and neutral components of the triplet. The lifetime of fermionic multiplets decaying due to radiative mass splitting has been found to change significantly when performing a two-loop mass splitting calculation [58,59]. In the fermionic case, the mass splitting decreases and the lifetime goes up, which is favourable for the reach of disappearing track searches.…”
Section: Disappearing Tracksmentioning
confidence: 99%
“…Of course, the custodial symmetry is only approximate, being explicitly broken by coupling to U (1) Y gauge bosons. In the case of Minimal Dark Matter, one-loop electroweak corrections induce splittings O(100 MeV) between the components of a multiplet such that the neutral state of a multiplet with Y = 0 is always the lightest component, and so is potentially a dark matter candidate [1], see also [39] for a recent discussion. Once non-zero Yukawa couplings between different representations are considered, there are more possibilities as, away from the custodial points, mass splittings between components are obtained already at tree level.…”
Section: Charged States and Su (2) Multiplets Structurementioning
confidence: 99%
“…The gauge dependence of the electroweakino masses determined by the iterative method has been discussed in[56].…”
mentioning
confidence: 99%