  Motivated by recent experimental progresses, we investigate few-body
properties of interacting spinless bosons nearby a d-wave resonance. Using the
Skorniakov-Ter-Martirosion (STM) equations, we calculate the scattering length
between an atom and a d-wave dimer, and we find that the atom-dimer scattering
length is positive and is much smaller the result from the mean-field
approximation. We also reveal unique properties of the three-body recombination
rate for a degenerate Bose condensate nearby the d-wave resonance. We find that
the total recombination rate is nearly a constant at the quasi-bound side, in
contrast to the behavior of a thermal gas nearby high-partial wave resonance.
We also find that the recombination rate monotonically increases across the
unitary point toward the bound side, which is due to the largely enhanced
coupling between the atom and the d-wave dimer with deeper binding energy. This
monotonic behavior is also qualitatively different from that of a degenerate
gas nearby an s-wave resonance counterpart.
