  We have extended our previous work [1] on rotating holographic superfluids to
include Lifshitz scaling. Presence of this scaling breaks relativistic
invariance of the boundary superfluid system and indicates the existence of a
Lifshitz fixed point [2]. We have analytically shown that we still get same
vortex solutions as discovered earlier in [1]. We have recovered previous
results for the case of z = 1, which restores the relativistic invariance in
the holographic superfluid system. However, for z $\neq$ 1 this study indicate
surprising results regarding dissipation in such a holographic superfluid. We
found that higher winding number vortices increase with higher values of
imaginary chemical potential for values of z in the open interval (1, 2). This
result is remarkable because it asserts that dissipation in the rotating
holographic superfluid increases in the presence of Lifshitz scaling.
