  We investigate the potential of a minimal Scotogenic model with two
additional scalar doublets and a single heavy Majorana fermion to explain
neutrino masses, dark matter, and the baryon asymmetry of the Universe. In this
minimal setup, Leptogenesis is purely flavored, and a second Majorana neutrino
is not necessary because the Yukawa couplings of the extra doublets yield the
necessary $CP$-odd phases. The mechanism we employ can also be applied to a
wide range of scenarios with at least one singlet and two gauge multiplets.
Despite stringent limits from the dark matter abundance, direct detection
experiments, and the baryon asymmetry of the Universe, we find a parametric
region consistent with all bounds which could resolve the above shortcomings of
the Standard Model of particle physics. Methodically, we improve on the
calculation of correlations between the mixing scalar fields given their finite
width. We also present an argument to justify the kinetic equilibrium
approximation for out-of-equilibrium distribution functions often used in
calculations of Baryogenesis and Leptogenesis.
