Non-standard supersymmetry breaking and Dirac gaugino masses without supersoftness

Abstract

I consider models in which non-standard supersymmetry breaking terms, including Dirac gaugino masses, arise from F-term breaking mediated by operators with a $1/M^3$ suppression. In these models, the supersoft properties found in the case of D-term breaking are absent in general, but can be obtained as a special case that is a fixed point of the renormalization group equations. The $\mu$ term is replaced by three distinct supersymmetry-breaking parameters, decoupling the Higgs scalar potential from the Higgsino masses. Both holomorphic and non-holomorphic scalar cubic interactions with minimal flavor violation are induced in the supersymmetric Standard Model Lagrangian.

22 pages. v2: references added

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• Multi-channel assault on natural supersymmetry at the high luminosity LHC
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• The Di-Photon Excess in a Perturbative SUSY Model
• Dark matter scenarios in a constrained model with Dirac gauginos
• Higgs alignment from extended supersymmetry
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• 750 GeV Diphotons from Supersymmetry with Dirac Gauginos
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• $t\bar{t}t\bar{t}$ signatures through the lens of color-octet scalars
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• Quasi-fixed points from scalar sequestering and the little hierarchy problem in supersymmetry
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• An Emergent Higgs Alignment
• Nambu-Jona-Lasinio Theory and Dynamical Breaking of Supersymmetry