Infrared signatures of quantum bounce in a minisuperspace analysis of Lema\^{\i}tre-Tolman-Bondi dust collapse
Harkirat Singh Sahota, Kinjalk Lochan

TL;DR
This paper investigates the infrared signatures of quantum bounce phenomena in a spherically symmetric dust collapse model, revealing how bounce information is encoded in long-wavelength modes before classical singularity resolution.
Contribution
It introduces a mode decomposition method in a quantum Lemaître-Tolman-Bondi model, linking infrared radiation features to the bounce dynamics and operator ordering ambiguities.
Findings
Infrared modes are highly sensitive to near-bounce dynamics.
A flip from incoming to outgoing radiation encodes bounce information.
Long-wavelength modes carry signatures of short-scale physics.
Abstract
In the quantum treatment of collapsing matter, a viable mode analysis is supposed to give information regarding emission during the collapse. Nevertheless, partly owing to operator ordering ambiguities involved in a typical quantum gravity analysis, the availability of such well-defined modes is not guaranteed. We study the mode decomposition of the unitarily evolving wave packet constructed for the quantum model of spherically symmetric dust collapsing in a marginally bound Lema\^{\i}tre-Tolman-Bondi (LTB) model. We identify the observable depicting mode decomposition, and using the freedom of operator ordering ambiguity, we obtain the Hermitian extension of this operator alongside the Hermitian Hamiltonian. After identifying incoming and outgoing modes with this operator's eigenstates, we estimate their contributions to the radiation profile. The infrared sector of this process…
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