  We analyze the lepton sector of a Left-Right Model based on the gauge group
SU(2)_L x SU(2)_R x U(1), concentrating mainly on neutrino properties. Using
the seesaw mechanism and a horizontal symmetry, we keep the right-handed
symmetry breaking scale relatively low, while simultaneously satisfying
phenomenological constraints on the light neutrino masses. We take the
right-handed scale to be of order 10's of TeV and perform a full numerical
analysis of the model's parameter space, subject to experimental constraints on
neutrino masses and mixings. The numerical procedure yields results for the
right-handed neutrino masses and mixings and the various CP-violating phases.
We also discuss phenomenological applications of the model to neutrinoless
double beta decay, lepton-flavor-violating decays (including decays such as
\tau \to 3\mu) and leptogenesis.
