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SmeftFR

swMATH ID: 31392
Software Authors: A. Dedes, M. Paraskevas, J. Rosiek, K. Suxho, L. Trifyllis
Description: SmeftFR - Feynman rules generator for the Standard Model Effective Field Theory. We present SmeftFR, a Mathematica package designed to generate the Feynman rules for the Standard Model Effective Field Theory (SMEFT) including the complete set of gauge invariant operators up to dimension 6. Feynman rules are generated with the use of FeynRules package, directly in the physical (mass eigenstates) basis for all fields. The complete set of interaction vertices can be derived including all or any chosen subset of SMEFT operators. As an option, the user can also choose preferred gauge fixing, generating Feynman rules in unitary or Rξ-gauges (the latter include generation of ghost vertices). Further options allow to treat neutrino fields as massless Weyl or massive Majorana fermions. The derived Lagrangian in the mass basis can be exported in various formats supported by FeynRules, such as UFO, FeynArts, etc. Initialisation of numerical values of d=6 Wilson coefficients used by SmeftFR is interfaced to WCxf format. The package also includes dedicated Latex generator allowing to print the result in clear human-readable form. SmeftFR can be downloaded from https://www.fuw.edu.pl/smeft/
Homepage: https://www.fuw.edu.pl/smeft/
Dependencies: Mathematica
Keywords: High Energy Physics; arXiv_hep-ph; Mathematica package; Feynman rules; Standard Model Effective Field Theory; SMEFT
Related Software: SMEFTsim; Wilson; DsixTools; CoDEx; FeynRules; MatchingTools; FeynArts; Mathematica; WCxf; DirectDM; WHIZARD; CalcHEP; flavio; FeynCalc; FormCalc; BasisGen; DEFT; SMEFT@NLO; dim6top; HEPfit
Cited in: 2 Publications

Standard Articles

2 Publications describing the Software, including 1 Publication in zbMATH Year
SmeftFR – Feynman rules generator for the standard model effective field theory. Zbl 07678447
Dedes, A.; Paraskevas, M.; Rosiek, J.; Suxho, K.; Trifyllis, L.
2020
SmeftFR - Feynman rules generator for the Standard Model Effective Field Theory
A. Dedes, M. Paraskevas, J. Rosiek, K. Suxho, L. Trifyllis
2019

Citations by Year