Subtracted Geometry From Harrison Transformations

Abstract

We consider the rotating non-extremal black hole of N=2 D=4 STU supergravity carrying three magnetic charges and one electric charge. We show that its subtracted geometry is obtained by applying a specific SO(4,4) Harrison transformation on the black hole. As previously noted, the resulting subtracted geometry is a solution of the N=2 S=T=U supergravity.

11 pages main text; total 24 pages; Latex file; v2 typos corrected + ref added; v3 results significantly strengthened, changes in section 3.1 and appendix C, version to appear in JHEP

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Cited by in corpus (9)

• AdS${}_2$ Holographic Dictionary
• Subtracted Geometry From Harrison Transformations
• Non-supersymmetric Microstates of the MSW System
• An Inverse Scattering Construction of the JMaRT Fuzzball
• Black Holes with Intrinsic Spin
• Vacuum Polarization of STU Black Holes and their Subtracted Geometry Limit
• Thermodynamics of Asymptotically Conical Geometries
• Attraction, with Boundaries
• Entanglement entropy of subtracted geometry black holes