Bulk reconstruction and Bogoliubov transformations in AdS
arXiv:2106.07304 · doi:10.1007/JHEP09(2021)170
Abstract
In the bulk reconstruction program, one constructs boundary representations of bulk fields. We investigate the relation between the global/Poincare and AdS-Rindler representations for AdS. We obtain the AdS-Rindler smearing function for massive and massless fields and show that the global and AdS-Rindler boundary representations are related by conformal transformations. We also use the boundary representations of creation and annihilation operators to compute the Bogoliubov transformation relating global modes to AdS-Rindler modes for both massive and massless particles.
20 pages
References in corpus (9)
- Holographic representation of local bulk operators
- Constructing local bulk observables in interacting AdS/CFT
- Holographic Representation of Higher Spin Gauge Fields
- Scanning Tunneling Macroscopy, Black Holes, and AdS/CFT Bulk Locality
- Behind the geon horizon
- (A)dS Holography with a Cut-off
- Explicit reconstruction of the entanglement wedge
- Holographic description of asymptotically AdS_2 collapse geometries
- Bulk reconstruction in rotating BTZ black hole