  We address some recent concerns about the absence of the Boulware-Deser ghost
in the Stuckelberg formulation of nonlinear massive gravity. First we provide
general arguments for why any ghost analysis in the Stuckelberg formulation has
to agree with existing consistency proofs that have been carried out without
using Stuckelberg fields. We then demonstrate the absence of the ghost at the
completely nonlinear level in the Stuckelberg formulation of the minimal
massive gravity action. The constraint that removes the ghost field and the
associated secondary constraint that eliminates its conjugate momentum are
computed explicitly, confirming the consistency of the theory in the
Stuckelberg formulation.
