  We use a Yang-Mills field coupled to an axion as probes of a black hole with
arbitrary Lifshitz scaling to investigate, via holography, superconducting
phase transitions of the dual theory with a $p_x+ip_y$ condensate. In the
relativistic case with no axion, this phase is known to be unstable, the stable
phase corresponding to condensates of the $p_x$ form. We investigate this
stability in theories with non-relativistic scaling. Finally we numerically
compute the "Hall" conductivity of these black holes in the non superconducting
phase as a function of their Lifshitz scaling.
