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On Quasi-Normal Modes, Area Quantization and Bohr Correspondence Principle

机译:关于准正规模式,面积量化和玻尔对应原理

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摘要

In (Int. Journ. Mod. Phys. D 14, 181 2005), the author Khriplovich verbatim claims that "the correspondence principle does not dictate any relation between the asymptotics of quasinormal modes and the spectrum of quantized black holes" and that "this belief is in conflict with simple physical arguments". In this paper we analyze Khriplovich's criticisms and realize that they work only for the original proposal by Hod, while they do not work for the improvements suggested by Maggiore and recently finalized by the author and collaborators through a connection between Hawking radiation and black hole (BH) quasi-normal modes (QNMs). This is a model of quantum BH somewhat similar to the historical semi-classical model of the structure of a hydrogen atom introduced by Bohr in 1913. Thus, QNMs can be really interpreted as BH quantum levels (the "electrons" of the "Bohr-like BH model").Our results have also important implications on the BH information puzzle.
机译:在(Int。Journ。Mod。Phys。D 14,181 2005)中,作者赫里普洛维奇(Khriplovich)逐字主张“对应原理并不规定准正规模的渐近性与量化黑洞谱之间的任何关系”,并且“信念与简单的身体论证相冲突”。在本文中,我们分析了赫里普洛维奇的批评,并意识到它们仅适用于霍德(Hod)的原始提议,而不适用于Maggiore建议的改进,而作者和合作者最近通过霍金辐射与黑洞(BH)之间的联系最终确定了这些改进)准标准模式(QNM)。这是量子BH模型,与Bohr在1913年引入的氢原子结构的历史半经典模型有些相似。因此,QNM可以真正解释为BH量子能级(“ Bohr-例如BH模型”)。我们的结果对BH信息难题也具有重要意义。

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