Microstates of accelerating and supersymmetric AdS${}_4$ black holes from the spindle index

Abstract

We provide a first principles derivation of the microscopic entropy of a very general class of supersymmetric, rotating and accelerating black holes in AdS${}_4$. This is achieved by analysing the large-$N$ limit of the spindle index and completes the construction of the first example of a holographic duality involving supersymmetric field theories defined on orbifolds with conical singularities.

6 pages, v2: references added

References in corpus (10)

• Sasaki-Einstein Manifolds and Volume Minimisation
• Accelerating Black Holes and Spinning Spindles
• Thermodynamics of accelerating and supersymmetric $Ad{S}_4$ black holes
• Supersymmetric spindles
• Multi-charge accelerating black holes and spinning spindles
• D4-branes wrapped on a spindle
• Entropy functions for accelerating black holes
• The Spindle Index from Localization
• Localization and Attraction
• The large-$N$ limit of 4d superconformal indices for general BPS charges

Cited by in corpus (10)

• Localization of the free energy in supergravity
• Toric gravitational instantons in gauged supergravity
• Super Yang-Mills on Branched Covers and Weighted Projective Spaces
• Holographic Generalised Gukov-Witten Defects
• NUTs, Bolts, and Spindles
• Exact Results for SYM on $Y^{p,q}$ and $S^2\times S^2$ with Conical Singularities
• Constant maps in equivariant topological strings and geometric modeling of fluxes
• $\mathcal{I}$-extremization with baryonic charges
• ${\text{AdS}}_4$ Holography and the Hilbert Scheme
• Supersymmetric localisation of $\mathcal{N}=(2,2)$ theories on a spindle