Hilbert Series for Flavor Invariants of the Standard Model
arXiv:1010.3161 · doi:10.1007/JHEP03(2011)096
Abstract
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.
6 pages
References in corpus (5)
Cited by in corpus (23)
- Hilbert Series for Constructing Lagrangians: expanding the phenomenologist's toolbox
- Leading Nonlinear Tidal Effects and Scattering Amplitudes
- 2, 12, 117, 1959, 45171, 1170086, ...: A Hilbert series for the QCD chiral Lagrangian
- Hilbert Series, the Higgs Mechanism, and HEFT
- Flavor Invariants and Renormalization-group Equations in the Leptonic Sector with Massive Majorana Neutrinos
- Low-Energy Effective Field Theory below the Electroweak Scale: Dimension-8 Operators
- EFT Asymptotics: the Growth of Operator Degeneracy
- Hilbert Series, Machine Learning, and Applications to Physics
- CP violation and flavor invariants in the seesaw effective field theory
- The Geometric SMEFT: Operators and Connections
- Spelling Out Leptonic CP Violation in the Language of Invariant Theory
- Hilbert series and higher-order Lagrangians for the model
- An EFT toolbox for baryon and lepton number violating dinucleon to dilepton decays
- A fully basis invariant Symmetry Map of the 2HDM
- CP violation with Higgs-dependent Yukawa couplings
- Custodial Symmetry (Violation) in SMEFT
- Automated Ring-Diagram Framework for Classifying CP Invariants
- Chiral Rings, Futaki Invariants, Plethystics, and Groebner Bases
- Assessing (H)EFT theory errors by pitting EoM against Field Redefinitions
- Universal fine grained asymptotics of free and weakly coupled Quantum Field Theory
- Hilbert Series for Leptonic Flavor Invariants in the Minimal Seesaw Model
- Flavour Invariants of the N Higgs Doublet Model
- Operator Dimension Parity Fractionalization