An order-unity correction to Hawking radiation
Eanna E Flanagan

TL;DR
This paper reveals that quantum gravitational effects cause significant deviations in Hawking radiation over time, redistributing the radiation spectrum and increasing soft hair modes, which may resolve the black hole information paradox.
Contribution
It demonstrates an order-unity correction to Hawking radiation due to wavefunction spreading, altering the angular distribution and soft hair mode count, impacting black hole information recovery.
Findings
Deviations from Hawking's prediction grow over time, becoming order unity after t ~ M_i^{7/3}.
Radiation spectrum shifts from low multipoles to a broad power law distribution.
Number of soft hair modes increases from few to ~ M_i^2, enabling information retrieval.
Abstract
When a black hole first forms, the properties of the emitted radiation as measured by observers near future null infinity are very close to the 1974 prediction of Hawking. However, deviations grow with time, and become of order unity after a time , where is the initial mass in Planck units. After an evaporation time the corrections are large: the angular distribution of the emitted radiation is no longer dominated by low multipoles, with an exponential fall off at high multipoles. Instead, the radiation is redistributed as a power law spectrum over a broad range of angular scales, all the way down to the scale , beyond which there is exponential falloff. This effect is is a quantum gravitational effect, whose origin is the spreading of the wavefunction of the black hole's center of mass location caused by the kicks of the individual…
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