  In this paper, we obtain the light neutrino masses and mixings consistent
with the experiments, in the democratic texture approach. The essential ansatz
is that $\nu_{Ri}$ are assumed to transform as "right-handed fields" $\bf 2_{R}
+ 1_{R}$ under the $S_{3L} \times S_{3R}$ symmetry. The symmetry breaking terms
are assumed to be diagonal and hierarchical. This setup only allows the normal
hierarchy of the neutrino mass, and excludes both of inverted hierarchical and
degenerated neutrinos.
  Although the neutrino sector has nine free parameters, several predictions
are obtained at the leading order. When we neglect the smallest parameters
$\zeta_{\nu}$ and $\zeta_{R}$, all components of the mixing matrix $U_{\rm
PMNS}$ are expressed by the masses of light neutrinos and charged leptons. From
the consistency between predicted and observed $U_{\rm PMNS}$, we obtain the
lightest neutrino masses $m_{1}$ = (1.1 $\to$ 1.4) meV, and the effective mass
for the double beta decay $\vev{m_{ee}} \simeq$ 4.5 meV.
