N=2 superparticle near horizon of extreme Kerr-Newman-AdS-dS black hole

Abstract

Conformal mechanics related to the near horizon extreme Kerr-Newman-AdS-dS black hole is studied. A unique N=2 supersymmetric extension of the conformal mechanics is constructed.

V2: the version to appear in NPB

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Cited by in corpus (28)

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• Higher rank Killing tensors and Calogero model
• Conformal mechanics inspired by extremal black holes in d=4
• Near horizon black holes in diverse dimensions and integrable models
• Action-angle variables for the particle near extreme Kerr throat
• N=4 superconformal mechanics from the su(2) perspective
• Near-horizon dynamics of particle in extreme Reissner-Nordström and Clément-Gal'tsov black hole backgrounds: action-angle variables
• Symmetries in superintegrable deformations of oscillator/Coulomb systems: "holomorphic factorization"
• Near horizon extremal Myers-Perry black holes and integrability of associated conformal mechanics
• N=2 supersymmetric particle near extreme Kerr throat
• The structure of invariants in conformal mechanics
• On integrability of geodesics in near-horizon extremal geometries: Case of Myers-Perry black holes in arbitrary dimensions
• Orbit method quantization of the AdS${}_2$ superparticle
• NUT-like and near-horizon limits of Kerr-NUT-(A)dS spacetimes
• Note on constants of motion in conformal mechanics associated with near horizon extremal Myers-Perry black holes
• Reducibility of Killing tensors in d>4 NHEK geometry
• Coset construction of AdS particle dynamics
• N=2 superparticle near horizon of a magnetized Kerr black hole
• Super 0--brane action on the coset space of $D(2,1;\alpha )$ supergroup
• Quantization of the ${\mathrm{AdS}}_3$ Superparticle on $\mathrm{OSP}(1|2{)}^2/\mathrm{SL}(2,\mathbb{R})$
• A particle in equilibrium with a bath realizes worldline supersymmetry
• Integrable models associated with Myers-Perry-AdS-dS black hole in diverse dimensions
• Hidden symmetries of near-horizon extremal Kerr-AdS-NUT geometries
• Higher-dimensional black holes with multiple equal rotations
• Remark on near-horizon geometry of extreme regular black holes