1. The trilinear Higgs self-couplings at $\mathcal {O}(\alpha _t^2)$ in the CP-violating NMSSM
- Author
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Borschensky, Christoph, Dao, Thi Nhung, Gabelmann, Martin, Mühlleitner, Margarete, and Rzehak, Heidi
- Subjects
top: coupling ,coupling [top] ,coupling [Higgs particle] ,Physics and Astronomy (miscellaneous) ,Yukawa [coupling] ,violation [CP] ,CP: violation ,pair production [Higgs particle] ,ddc:530 ,correction: higher-order ,Engineering (miscellaneous) ,+Higgs+particle+Higgs+particle%22">gluon gluon --> Higgs particle Higgs particle ,Higgs particle: coupling ,fusion [gluon] ,higher-order [correction] ,new physics ,minimal supersymmetric standard model ,coupling: Higgs ,High Energy Physics - Phenomenology ,Higgs particle: pair production ,supersymmetry ,gluon: fusion ,coupling: Yukawa ,Higgs [coupling] - Abstract
The European physical journal / C 83(2), 118 (2023). doi:10.1140/epjc/s10052-023-11215-5, In supersymmetric theories the Higgs boson masses are derivedquantities where higher-order corrections have to be included in orderto match the measured Higgs mass value and the precision ofexperiment. Intimately related through the Higgs potential are the Higgs self-interactions. The measurement ofthe trilinear Higgs self-coupling provides the first step towards thereconstruction of the Higgs potential and the experimentalverification of the Higgs mechanism $\textit{sui generis}$. In this paper, we advance ourprediction of the trilinear Higgs self-couplings in the CP-violatingNext-to-Minimal Supersymmetric extension of the SM (NMSSM). We provide the${\cal O}(\alpha_t^2)$ corrections in the gaugeless limit at vanishingexternal momenta. The higher-order corrections turn out to be largerthan the corresponding mass corrections but show the expectedperturbative convergence. The inclusion of the loop-correctedeffective trilinear Higgs self-coupling in gluon fusion into Higgspairs and the estimate of the theoretical uncertainty due to missinghigher-order corrections indicates that the missing electroweak higher-ordercorrections may be significant., Published by Springer, Heidelberg
- Published
- 2023