  We study anomalous conductivities in Chiral Superfluids in the framework of
two different holographic models, by means of Kubo formulae. In addition, we
point out the existence of an anomalous transport phenomenon that consists in
the presence of a charge density when the superfluid velocity is aligned with a
magnetic field. It has been pointed out recently that certain chiral
conductivities in holographic superfluids exhibit universal behavior at zero
temperature. We show that anomalous conductivities always stabilize at low
temperatures in our setup. Even though the particular value they acquire is
model-dependent, it seems to be robust and determined solely by the interplay
between the broken symmetries and the anomalies.
