Higher Dimensional Charged AdS Black Holes at Ultra-spinning Limit and Their 2d CFT Duals

Abstract

By using the ultra-spinning limit as a generating solution technique, we construct a novel class of charged rotating asymptotic AdS black holes. That describes the exact D-dimnsioanl solutions of Einstein-Maxwell dilaton theory in the presence of negative cosmological constant. The obtained geometries possess some punctures, describing a noncompact horizon, but has a finite area. We then explicitly investigate the validity of the Kerr/CFT correspondence for all dimensional cases. We find a main result for the central charges associated to $[(d-1)/2]$ copies of dual $2D$ CFTs. We then argue the existence of a precise agreement between the microscopic entropy of dual CFTs and the entropy of the noncompact horizon.

arXiv comment19 pages, 1 figure, clarifications and reference added. The title slightly changed

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• Null hypersurface caustics for high dimensional superentropic black holes
• Thermodynamic Instability of $3D$ Einstein-Born-Infeld AdS Black Holes
• Shadowless rapidly rotating yet not ultraspinning Kerr-AdS${}_4$ and Kerr-Newman-AdS${}_4$ black holes