Supersymmetric quantum criticality supported by baryonic charges

Abstract

In the context of the $Ad{S}_4\times Q^{111}$ solution of D=11 supergravity we construct supersymmetric zero temperature black brane solutions that interpolate between $Ad{S}_4$ in the UV and $Ad{S}_2\times {\mathbb{R}}^2$ in the IR. The dual N=2 SCFT has a $U(1{)}^2$ baryonic symmetry and the solutions carry electric charge with respect to one of the U(1) factors and magnetic charge with respect to the other. The solutions describe stable zero temperature ground states of the deformed SCFT which have finite entropy density. We also construct analogous supersymmetric solutions that flow to $Ad{S}_2\times S^2$ and to $Ad{S}_2\times H^2/\Gamma$ in the IR which, in addition, carry magnetic R-symmetry charge similar to other known wrapped brane solutions.

30 pages, 4 figures, very minor changes, version published in JHEP

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• Geometry of $\mathcal{I}$-extremization and black holes microstates
• Semi-local quantum criticality in string/M-theory
• Aspects of AdS${}_2$ classification in M-theory: Solutions with mesonic and baryonic charges
• Flowing from $Ad{S}_5$ to $Ad{S}_3$ with $T^{1,1}$
• Black holes with halos
• Uplifting dyonic AdS${}_4$ black holes on seven-dimensional Sasaki-Einstein manifolds
• BPS $M2$-branes in $Ad{S}_4\times Q^{1,1,1}$ Dual to Loop Operators
• Black branes in flux compactifications
• M5-branes in AdS${}_4\times Q^{1,1,1}$ spacetime
• Supersymmetric Black Holes in AdS4 from Very Special Geometry
• On the Search for Multicenter AdS Black Holes from M-theory