  We propose a realization of Minimal Flavor Violation in the lepton sector of
the Randall-Sundrum model. With the MFV assumption, the only source of flavor
violation are the 5D Yukawa couplings, and the usual two independent sources of
flavor violation are related. In the limit of massless neutrinos, the bulk mass
matrices and 5D Yukawa matrices are simultaneously diagonalized, and hence the
absence of FCNCs. In the case of massive neutrinos, the contributions to FCNCs
in the charged lepton sector are highly suppressed, due to the smallness of
neutrino masses. In addition, the MFV assumption also allows suppressing
one-loop charged current contributions to flavor changing processes by reducing
the size of the Yukawa couplings, which is not possible in the generic
anarchical case. We found that the first KK mass scale as low as ~ 3 TeV can be
allowed. In both cases, we present a set of numerical results that give rise to
realistic lepton masses and mixing angles. Mild hierarchy in the 5D Yukawa
matrix of O(25) in our numerical example is required to be consistent with two
large and one small mixing angles. This tuning could be improved by having a
more thorough search of the parameter space.
