  Ten years ago the $125$ GeV Higgs resonance was discovered at the LHC[1,2],
if this boson is a fundamental particle or a particle composed of new strongly
interacting particles is still an open question. If this is a composite boson
there are still no signals of other possible composite states of this scheme, a
possible solution to this problem was recently discussed in Refs.[30,31], where
it is argued that the Higgs boson can be a composite dilaton [30]. In this
work, considering an effective potential for composite operators we verify that
the potential responsible for a light composite scalar boson of $O(120)GeV$,
behaves like $\propto \Phi^4$ suggesting that if the Higgs boson is a composite
scalar it may be a composite dilaton.
