  We discuss the realization of a vanishing effective Higgs potential at the
Planck scale, which is required by the multiple-point criticality principle
(MPCP), in the standard model with singlet scalar dark matter and a
right-handed neutrino. We find the scalar dark matter and the right-handed
neutrino play crucial roles for realization of the MPCP, where a neutrino
Yukawa becomes effective above the Majorana mass of the right-handed neutrino.
Once the top mass is fixed, the MPCP at the (reduced) Planck scale and the
suitable dark matter relic abundance determine the dark matter mass, $m_S$, and
the Majorana mass of the right-handed neutrino, $M_R$, as
$8.5~(8.0)\times10^2~{\rm GeV}\leq m_S\leq1.4~(1.2)\times10^3~{\rm GeV}$ and
$6.3~(5.5)\times10^{13}~{\rm GeV}\leq M_R\leq1.6~(1.2)\times10^{14}~{\rm GeV}$
within current experimental values of the Higgs and top masses. This scenario
is consistent with current dark matter direct search experiments, and will be
checked by future experiments such as LUX with further exposure and/or the
XENON1T.
