A Cardy formula for holographic hyperscaling-violating theories

Abstract

We propose a formalism for counting the microstates of a class of three-dimensional black holes which are not asymptotically AdS. The formalism rests on the invariance of a dual field theory under a generalized modular transformation and is extended to Rindler horizons by a singular limit. We also obtain logarithmic corrections.

v3; 12 pages plus a modified appendix

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• Universal hydrodynamics of non-conformal branes
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Cited by in corpus (14)

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• Modular forms and a generalized Cardy formula in higher dimensions
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• A Cardy-like formula for rotating black holes with planar horizon
• Black hole microstates in AdS
• Warped AdS_3 Black Holes in Higher Derivative Gravity Theories
• Log corrections to entropy of three dimensional black holes with soft hair
• Emergent gravity from Eguchi-Kawai reduction
• Lifshitz Scaling, Microstate Counting from Number Theory and Black Hole Entropy
• Microscopic derivation of the Schwarzschild black hole entropy
• Microscopic entropy of static black holes in 3d Lovelock gravities
• Generalized dilaton gravity in 2d
• Universal sectors of two-dimensional Carrollian CFTs