  We examine cosmological constraints on the lepton number breaking scale in
supersymmetric singlet majoron models. Special attention is drawn to the model
dependence arising from the particular choice of a certain majoron extension
and a cosmological scenario. We find that the bounds on the symmetry breaking
scale can vary substantially. Large values of this scale can be allowed if the
decoupling temperature of smajoron and majorino exceeds the reheating
temperature of inflation. In the opposite case an upper bound depending on the
majoron model can be obtained which, however, is unlikely to be much larger
than $10^{10}$ GeV.
