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Supersymmetry of Black Strings in D=5 Gauged Supergravities
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Supersymmetry of five dimensional string solutions is examined in the context of gauged D=5, N=2 supergravity coupled to abelian vector multiplets. We find magnetic black strings preserving one quarter of supersymmetry and approaching the half-supersymmetric product space AdS_3\times H^2 near the event horizon. The solutions thus exhibit the phenomenon of supersymmetry enhancement near the horizon, like in the cases of ungauged supergravity theories, where the near horizon limit is fully supersymmetric. Finally, product space compactifications are studied in detail, and it is shown that only for negative curvature (hyperbolic) internal spaces, some amount of supersymmetry can be preserved. Among other solutions, we find that the extremal rotating BTZ black hole tensored by H^2 preserves one quarter of supersymmetry.
Forward citations
Cited by 2 Pith papers
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Macroscopic origin of the topologically twisted index on $T^2 \times \Sigma_{\mathfrak{g}}$
New supergravity black string saddles reproduce the large-N topologically twisted index of 4d N=1 SCFTs on T^2 × Σ_g via the on-shell action I = -π i c/(12τ).
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Black holes in Sol minore
A magnetically charged five-dimensional gauged-supergravity black hole with a Sol horizon is constructed, with no-go results against its supersymmetric limit and an attractor entropy formula for the extremal case.
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