  We propose supersymmetric Majoron inflation in which the Majoron field $\Phi$
responsible for generating right-handed neutrino masses may also be suitable
for giving low scale "hilltop" inflation, with a discrete lepton number $Z_N$
spontaneously broken at the end of inflation, while avoiding the domain wall
problem. In the framework of non-minimal supergravity, we show that a
successful spectral index can result with small running together with small
tensor modes. We show that a range of heaviest right-handed neutrino masses can
be generated, $m_N\sim 10^1-10^{16}$ GeV, consistent with the constraints from
reheating and domain walls.
