Wedge Holography in Flat Space and Celestial Holography
arXiv:2207.06735 · doi:10.1103/PhysRevD.107.026001
Abstract
In this paper, we study codimension two holography in flat spacetimes, based on the idea of the wedge holography. We propose that a region in a dimensional flat spacetime surrounded by two end of the world-branes, which are given by dimensional hyperbolic spaces, is dual to a conformal field theory (CFT) on a dimensional sphere. Similarly, we also propose that a dimensional region in the flat spacetime bounded by two dimensional de Sitter spaces is holographically dual to a CFT on a dimensional sphere. Our calculations of the partition function, holographic entanglement entropy and two point functions, support these duality relations and imply that such CFTs are non-unitary. Finally, we glue these two dualities along null surfaces to realize a codimension two holography for a full Minkowski spacetime and discuss a possible connection to the celestial holography.
42 pages, 12 figures
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