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Duality and Triality Families of Analytic Black Hole Solutions
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abstract
Recent progress in holographic realization of strange metal transport has given us new insights into getting new black hole solutions. In this paper, we consider the $S$-completion and $ST$-completion of the Gubser-Rocha model. The dyonic black holes of the S-type Gubser-Rocha model come in families as $\mathbb{Z}_4$ quartets. For the $ST$-completion, solutions form sextets under $\mathbb{Z}_6$ symmetry. The charge vectors of the solutions in each $\mathbb{Z}_6$-family form a hexagon, realizing six-fold way in gravitational systems.
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High-Order Pole-Skipping in Near-Extremal Holography
In near-extremal holographic black holes, the n-th order pole-skipping momentum with mode index q becomes order-independent as T→0: k²_{n,q} → −m²h(r_h) + ½q(q−1)h(r_h)f″(r_h), with q identified as the AdS2 IR conform...
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