The Bekenstein bound for systems falling into black holes

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Consider a system of energy EE and size RR falling into a black hole, and let ΔSBH\Delta S_{BH} be the resulting change in black-hole entropy. Bekenstein bound conjecture. The second law of black-hole thermodynamics requires

ΔSBH≥2πERℏc.\Delta S_{BH}\geq\frac{2\pi ER}{\hbar c}.

The proposed inequality is intended to ensure that the generalized second law is not violated. The source gives no further resolution status.

References

Primary source

Da Xu, “The Angular Momentum Penrose Inequality”, arXiv:2512.06918 (2026).

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