Regenesis and quantum traversable wormholes
Ping Gao, Hong Liu

TL;DR
This paper demonstrates that the regenesis phenomenon, where signals reappear after dissipating, is universal in quantum chaotic systems and explores its implications for gravity and traversable wormholes.
Contribution
It establishes the universality of regenesis in quantum chaotic systems and analyzes its physics, including in conformal field theories and gravity duals.
Findings
Regenesis occurs at intermediate times near the scrambling time.
Resonant enhancement of regenesis signals near the scrambling time.
Traversability of wormholes can be quantum in nature, beyond semi-classical spacetime.
Abstract
Recent gravity discussions of a traversable wormhole indicate that in holographic systems signals generated by a source could reappear long after they have dissipated, with the need of only performing some simple operations. In this paper we argue the phenomenon, to which we refer as "regenesis", is universal in general quantum chaotic many-body systems, and elucidate its underlying physics. The essential elements behind the phenomenon are: (i) scrambling which in a chaotic system makes out-of-time-ordered correlation functions (OTOCs) vanish at large times; (ii) the entanglement structure of the state of the system. The latter aspect also implies that the regenesis phenomenon requires fine tuning of the initial state. Compared to other manifestations of quantum chaos such as the initial growth of OTOCs which deals with early times, and a random matrix-type energy spectrum which…
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