Interacting fields in real-time AdS/CFT
arXiv:1703.02384 · doi:10.1007/JHEP03(2017)148
Abstract
We compute time-ordered 2- and 3-pt correlation functions of CFT scalar operators between generic in/out states. The calculation is holographically carried out by considering a non backreacting AdS scalar field with a self-interaction term on a combination of Euclidean and Lorentzian AdS sections following the Skenderis-van Rees prescription. We show that, although working in an essentially different set up, the final result for the 3-pt correlators agree with those of Rastelli et al. for Euclidean AdS. By analyzing the inner product between the in/out excited states in the large approximation, we argue that a cubic bulk interaction deforms the excited states from coherent into \emph{squeezed}. Finally, a diagrammatic interpretation of the results suggests some general properties for the -point correlation functions between excited states.
23 pages, 5 figures
References in corpus (5)
Cited by in corpus (15)
- Nonlinear Langevin dynamics via holography
- Holographic excited states in AdS Black Holes
- Modular Hamiltonian for (holographic) excited states
- Thermal three-point functions from holographic Schwinger-Keldysh contours
- The Gravity Dual of Real-Time CFT at Finite Temperature
- Entanglement spectrum of geometric states
- Holographic KMS relations at finite density
- Classical Limit of Large N Gauge Theories with Conformal Symmetry
- Revisiting Extremal Couplings in AdS/CFT
- Rényi entropies and area operator from gravity with Hayward term
- Holographic CFT states for localized perturbations to AdS black holes
- Holographic thermal correlators: A tale of Fuchsian ODEs and integration contours
- Thermalization of Holographic Excited States
- Wormholes, geons, and the illusion of the tensor product
- Spacetime topology from holographic entanglement