2015
DOI: 10.1140/epjc/s10052-015-3416-7
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Perturbative $$\lambda $$ λ -supersymmetry and small $$\kappa $$ κ -phenomenology

Abstract: For minimal λ-supersymmetry, the theory stays perturbative to the GUT scale for λ ≤ 0.7. This upper bound is relaxed when one either takes the criterion that all couplings are close to ∼4π for non-perturbation or one allows for new fields at the intermediate scale between the weak and GUT scale. We show that a hidden U (1) X gauge sector with spontaneously broken scale ∼10 TeV improves this bound as λ ≤ 1.23 instead. This may induce significant effects on the Higgs physics, such as decreasing fine tuning invol… Show more

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Cited by 4 publications
(5 citation statements)
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“…Perturbative bounds: All points must satisfy λ 2 + κ 2 < ∼ (0.7) 2 [66]. This values ensures that the NMSSM or the minimal λ-SUSY model spaces remain perturbative up to the GUTscale (without invoking any new fields in between the weak-scale and the GUT-scale).…”
Section: The Nmssm Parameter Spacesmentioning
confidence: 99%
“…Perturbative bounds: All points must satisfy λ 2 + κ 2 < ∼ (0.7) 2 [66]. This values ensures that the NMSSM or the minimal λ-SUSY model spaces remain perturbative up to the GUTscale (without invoking any new fields in between the weak-scale and the GUT-scale).…”
Section: The Nmssm Parameter Spacesmentioning
confidence: 99%
“…• Perturbative bounds: in order to ensure that the NMSSM is perturbative up to a Grand Unified Theory (GUT) scale, it is necessary to impose that all the points satisfy λ 2 + κ 2 0.7 [31].…”
Section: The Nmssmmentioning
confidence: 99%
“…Perturbative bounds: We first imposed, λ 2 +κ 2 < ∼ (0.7) 2 [52] and if not satisfied we discard the parameter space and generate the next random model space.…”
Section: The Nmssm Parameter Spacesmentioning
confidence: 99%