  We address a recent claim that the stability of neutron stars implies a lower
bound on the mass of the neutrino. We argue that the result obtained by some
previous authors is due to an improper summation of an infrared-sensitive
series and that a non-perturbative "resummation" of the series yields a finite
and well-behaved result. The stability of neutron stars thus gives no lower
bound on the mass of the neutrino.
