2021
DOI: 10.1007/jhep05(2021)100
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One-loop radiative corrections to e+e− → Zh0/H0A0 in the Inert Higgs Doublet Model

Abstract: We compute the full one-loop radiative corrections (including both weak and QED corrections) for two processes e+e− → Zh0, H0A0 in the Inert Higgs Doublet model (IHDM). Up to O(αw) and O(αem) order, we use FeynArts/FormCalc to compute the one-loop virtual corrections and Feynman Diagram Calculation (FDC) to evaluate the real emission, respectively. Being equipped with these computing tools, we investigate radiative corrections of new physics for five scenarios with three typical collision energies of future el… Show more

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Cited by 14 publications
(5 citation statements)
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“…The sign of the correction becomes negative at higher energies [41]. The full one-loop radiative corrections to e + e − → Zh/H 0 A 0 processes in the inert doublet model has been recently calculated [43]. The Higgs diphoton decay rate including the BSM contribution can be readily obtained by means of the well known loop functions.…”
Section: Jhep10(2021)155mentioning
confidence: 99%
“…The sign of the correction becomes negative at higher energies [41]. The full one-loop radiative corrections to e + e − → Zh/H 0 A 0 processes in the inert doublet model has been recently calculated [43]. The Higgs diphoton decay rate including the BSM contribution can be readily obtained by means of the well known loop functions.…”
Section: Jhep10(2021)155mentioning
confidence: 99%
“…After the discovery of the Higgs-boson, there have been several theoretical and phenomenological studies which are devoted to non-minimal Higgs sector models that can explain such discovery and address some of the standard model's weakness. One of the simplest non-minimal Higgs model is the popular IHDM which is a version of 2HDM with an exact discrete Z 2 symmetry [20]. It provides a viable dark matter candidate as the standard model scalar sector parametrized by H 1 and extended by an inert scalar doublet H 2 .…”
Section: Introductionmentioning
confidence: 99%
“…A decomposition into the virtual, soft, hard collinear, hard non-colinear parts can be performed on the NLO cross section [6] as,…”
Section: + − → + −mentioning
confidence: 99%