Information Transfer with a Gravitating Bath
By H. Geng, A. Karch, Carlos Perez-Pardavila, S. Raju, L. Randall, Marcos Riojas, Sanjit Shashi. 2020
223 citations recorded by the source corpus.
Late-time dominance of entanglement islands plays a critical role in addressing the information paradox for black holes in AdS coupled to an asymptotic non-gravitational bath. A natural question is how this observation can be extended to gravitational systems. To gain insight into this question, we explore how this story is modified within the context of Karch-Randall braneworlds when we allow the asymptotic bath to couple to dynamical gravity. We find that because of the inability to separate degrees of freedom by spatial location when defining the radiation region, the entanglement entropy of radiation emitted into the bath is a time-independent constant, consistent with recent work on black hole information in asymptotically flat space. If we instead consider an entanglement entropy between two sectors of a specific division of the Hilbert space, we then find non-trivial time-dependence, with the Page time a monotonically decreasing function of the brane angle -- provided both branes are below a particular angle. However, the properties of the entropy depend discontinuously on this angle, which is the first example of such discontinuous behavior for an AdS brane in AdS space.
Subfields: Astronomy and Astrophysics, Nuclear and High Energy Physics, Statistical and Nonlinear Physics
View Paper: https://www.semanticscholar.org/paper/0023f3801c1bf34841daed8a7a4b0795f2fa7205
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In Astronomy and Astrophysics
- S. Raju
- H. Geng
- A. Karch
- Sanjit Shashi
- Marcos Riojas
- Carlos Perez-Pardavila
- L. Randall
- T. Takayanagi
In Nuclear and High Energy Physics
- S. Raju
- H. Geng
- A. Karch
- Sanjit Shashi
- Marcos Riojas
- Carlos Perez-Pardavila
- L. Randall
- T. Takayanagi
In Statistical and Nonlinear Physics
Citations in the corpus
- Inconsistency of islands in theories with long-range gravity (2021, background): “It has already been pointed out in [43, 44] that since the entanglement entropy is a fine-grained quantity, even the presence of weak gravity can alter its magnitude.”
- Lessons from the information paradox (2020, methodology): “m in its entanglement wedge [140,141]. This tells us that the degrees of freedom in R also describe physics in a spatially disconnected island region. Gravitating baths It was recently pointed out in [142] that the Karch-Randall setup described above allows for an elegant method of introducing gravi”