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Superradiant instability in AdS

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arxiv 1608.01798 v1 pith:EKWREYTP submitted 2016-08-05 hep-th

classification hep-th
keywords asymptoticallyinstabilitykerr-adssuperradiantaccentaroundblackboundary
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abstract

The phenomenon of superradiance in the context of asymptotically global AdS spacetimes is investigated with particular accent on its effect on the stability of the systems under consideration. To this end, the concept of an asymptotically AdS spacetime is explained, together with its implications on the boundary conditions at $\mathcal{I}$, as well as the Newman-Penrose-Teukolsky formalism, whereby the Teukolsky master equation in a most general form for Kerr-AdS is given. Furthermore, work done in the cases of RN-AdS and Kerr-AdS is laid out in a concise manner, putting emphasis on the important steps taken in determining the endpoint of the superradiant instability in the two configurations. For the former this turns out to be a black hole with reduced charge and a static charged scalar condensate around it, whereas for the latter two of the more probable outcomes are presented, both of which imply a violation of one of the cosmic censorships.

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  1. Near-Boundary Asymptotics and Unique Continuation for the AdS--Einstein--Maxwell System

    gr-qc 2025-01 conditional novelty 7.0 of 10

    Given identical boundary data near infinity, two solutions of the AdS-Einstein-Maxwell equations must agree near that boundary, provided the boundary region satisfies a null-convexity condition.

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