The Standard Model Effective Field Theory and Next to Leading Order
arXiv:1610.08356
Abstract
We review the status of calculations in the Standard Model Effective Field Theory (SMEFT) beyond leading order (LO). Improving the SMEFT beyond LO allows theoretical errors to be characterized and reduced when considering SMEFT interpretations of the data, which is essential considering the improving experimental precision at LHC. Next to leading order results also allow a more consistent analysis of measurements with different effective scales in the SMEFT. Going beyond LO is clearly important in the event that deviations from the SM are large enough that experimental indications of physics beyond the SM emerge. We discuss a consistent and well defined approach to LO in the SMEFT, so that the improvement to NLO is straightforward. We discuss the basic issues involved in improving calculations to NLO in the SMEFT, and review the advances in this direction that have been achieved to date.
Original (uncensored) contribution to LHC Higgs Cross Section Working Group 2 (Higgs Properties) leading to contribution in CERN Yellow Report 4, arXiv:1610.07922
Cited by in corpus (11)
- Updated Global SMEFT Fit to Higgs, Diboson and Electroweak Data
- The SMEFTsim package, theory and tools
- Complete One-Loop Matching for a Singlet Scalar in the Standard Model EFT
- Scheming in the SMEFT... and a reparameterization invariance!
- The decay width in the SMEFT: and corrections at one loop
- Gauge fixing the Standard Model Effective Field Theory
- NLO corrections to decay in SMEFT
- Removing flat directions in SMEFT fits: how polarized electron-ion collider data can complement the LHC
- Top quark decay at next-to-leading order in the Standard Model Effective Field Theory
- XEFT, the challenging path up the hill: dim = 6 and dim = 8
- Field reparametrization in effective field theories