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Competing orders in M-theory: superfluids, stripes and metamagnetism · Around

2012

Competing orders in M-theory: superfluids, stripes and metamagnetism

Donos, Aristomenis, Gauntlett, Jerome P., Sonner, Julian et al.

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We analyse the infinite class of d=3 CFTs dual to skew-whiffed AdS_4 X SE_7 solutions of D=11 supergravity at finite temperature and charge density and in the presence of a magnetic field.

We construct black hole solutions corresponding to the unbroken phase, and at zero temperature some of these become dyonic domain walls of an Einstein-Maxwell-pseudo-scalar theory interpolating between AdS_4 in the UV and new families of dyonic AdS_2 X R^2 solutions in the IR.
The black holes exhibit both diamagnetic and paramagnetic behaviour.
We analyse superfluid and striped instabilities and show that for large enough values of the magnetic field the superfluid instability disappears while the striped instability remains.

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