  In [14], it was shown that, if M is a 3-dimensional asymptotically harmonic
with minimal horospheres, then M is flat. However, there is a gap in the proof
of this paper. In this paper, we provide the correct proof of the result. Thus
we complete the classification of asymptotically harmonic manifolds of
dimension 3: An asymptotically harmonic manifold of dimension 3 is either a
flat or real hyperbolic space.
