The quantum vacuum near a black hole's inner horizon (Cauchy horizon) significantly impacts its stability, potentially leading to singularity formation, as explored through the lens of the anomaly-induced effective action (AIEA) method.
本文研究了愛因斯坦-麥克斯韋理論的高階導數修正對克爾-紐曼黑洞多極矩的影響,發現這些修正項在場重新定義下保持不變,驗證了其作為量子引力效應的物理可觀測量的有效性。
본 논문은 케르-뉴먼 블랙홀의 다중극 모멘트에 대한 고차 미분 보정이 필드 재정의 이론에 대해 불변임을 밝히고, 이는 해당 보정이 양자 중력 이론에서 의미 있는 물리적 관측 가능량임을 시사한다.
高階微分補正を加えた重力理論において、カー・ニューマンブラックホールの多重極モーメントは場の再定義のもとで不変であり、有効場の理論における適切な物理的観測量であることが示された。
This research paper demonstrates that higher-derivative corrections to the multipole moments of a Kerr-Newman black hole are invariant under field redefinitions, confirming their validity as physical observables in effective quantum gravity theories.
The entropy of a black hole might be located within the singularity itself, challenging the prevailing view that it resides at the event horizon. This perspective suggests a natural mechanism for information loss during black hole evaporation, as the singularity operates outside the realm of standard quantum theory.
Higher-derivative gravity theories, often proposed as extensions to Einstein's theory of gravity, are unlikely to produce detectable deviations in the quasinormal mode (QNM) spectrum of black hole ringdowns due to causality constraints.
Contrary to the common belief that extremal black holes possess significant ground state degeneracy, this research, using a microscopic D-brane model, demonstrates that a non-supersymmetric extremal black hole has a unique ground state with non-zero energy.
The no-hair theorems, which dictate the relationship between a black hole's mass and spin, successfully explain the observed precession of the M87* jet, suggesting the importance of both the Lense-Thirring effect and the black hole's quadrupole moment in this phenomenon.
Incorporating next-to-leading order corrections significantly improves the accuracy of analytical calculations for scalar perturbations in Kerr-anti-de Sitter black holes, particularly for the real part of eigenfrequencies, which was insensitive to black hole spin at leading order.