Phenomenology of the Higgs Eective Lagrangian via FeynRules

The Higgs discovery and the lack of any other hint for new physics favor a de- scription of non-standard Higgs physics in terms of an eective eld theory. We present an implementation of a general Higgs eective Lagrangian containing operators up to dimen- sion six in the framework of FeynRules and provide details on the translation between the mass and interaction bases, in particular for three- and four-point interaction vertices involving Higgs and gauge bosons. We illustrate the strengths of this implementation by using the UFO interface of FeynRules capable to generate model les that can be un- derstood by the MadGraph 5 event generator and that have the specicity to contain all interaction vertices, without any restriction on the number of external legs or on the com- plexity of the Lorentz structures. We then investigate several new physics eects