The Yang-Mills duals of small AdS black holes
arXiv:2103.01401
Abstract
We study the large matrix model for the index of 4d Yang-Mills theory and its truncations to understand the dual AdS black holes. Numerical studies of the truncated models provide insights on the black hole physics, some of which we investigate analytically with the full Yang-Mills matrix model. In particular, we find many branches of saddle points which describe the known black hole solutions. We analytically construct the saddle points dual to the small black holes whose sizes are much smaller than the AdS radius. They include the asymptotically flat BMPV black holes embedded in large AdS with novel thermodynamic instabilities.
arXiv comment65 pages, 15 figures; v2: minor correction, references added; v3: minor correction
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