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We study the magneto response with non-conserved currents in Holography.Non-conserved currents are dual to massive vector fields in AdS. We introducethe mass in a gauge invariant way via the St\"uckelberg mechanism. Inparticular we find generalizations of the Chiral Magnetic Effect, the ChiralSeparation Effect and the Chiral Magnetic Wave. Since the associated charge isnot conserved we need to source it explicitly by a coupling, the generalizationof the chemical potential. In this setup we find that in general the anomaloustransport phenomena are still realized. The values we find for non-zero massconnect however continuously to the values of the anomalous conductivities ofthe consistent currents. i.e. the proper chiral magnetic effect vanishes forall masses (as it does for the consistent current in the zero mass case)whereas the chiral separation effect is fully present. The generalization ofthe chiral magnetic wave shows that for small momenta there is no propagatingwave but two purely absorptive modes (one of them diffusive). At higher momentawe recover the chiral magnetic wave as a combination of the two absorptivemodes. We also study the negative magneto resistivity and find that it growsquadratically with the magnetic field. Since the (classical) $U(1)_A$ symmetryof QCD is not at all a symmetry at the quantum level we also argue that usingmassive vectors in AdS to model the axial singlet current might result in amore realistic holographic model of QCD and should be a good starting point toinvestigate the dynamics of anomalous transport in the strongly coupled quarkgluon plasma.

Anomalous Magneto Response and the St\"uckelberg Axion in Holography