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Hilbert Series for Flavor Invariants of the Standard Model
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The Hilbert series is computed for the lepton flavor invariants of the Standard Model with three generations including the right-handed neutrino sector needed to generate light neutrino masses via the see-saw mechanism. We also compute the Hilbert series of the quark flavor invariants for the case of four generations.
Forward citations
Cited by 5 Pith papers
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The Vacuum Moduli Space of the Minimal Supersymmetric Standard Model
The full classical vacuum moduli space of the MSSM is computed: three rational components of dimensions 1, 15 and 29 without neutrinos, and one component when neutrinos are added.
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On the scalar sector of 2HDM: ring of basis invariants, syzygies, and six-loop renormalization-group equations
Six-loop renormalization-group equations for the 22 basis invariants of the 2HDM scalar potential are derived with invariant theory and Groebner bases, including the 63 minimal syzygies.
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Chiral Effective Field Theories for Strong and Weak Dynamics
The paper constructs complete and minimal relativistic operator bases for nucleon-nucleon, pion-nucleon-nucleon, and three-nucleon sectors up to p6, and a spurion-based leptonic sector up to p4, using Hilbert series a...
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Hilbert Series of Pseudoscalar Mesons: Operators and Sum Rules
A Hilbert series construction yields the complete four-meson, two-derivative operator basis with CKM spurions, from which all leading-order B to pseudoscalar decay sum rules follow as null vectors.
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Most general EFTs from spurion analysis: Hilbert series and Minimal Lepton Flavor Violation
Spurion-based EFTs are exactly equivalent to EFTs restricted to the residual symmetry preserved by a generic spurion vacuum expectation value, at all mass dimensions when all spurion powers are kept.
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