论文标题
对Horava-Lifshitz黑洞热力学的非扰动校正
Non-perturbative correction to the Horava-Lifshitz black hole thermodynamics
论文作者
论文摘要
在本文中，我们考虑了非扰动量子校正，在黑洞熵中显示为指数项。我们研究了量子尺度上Ho树-lifshitz黑洞的热力学的后果。我们考虑了两种Kehagius-Sfetsos和Lu-Mei-Pop解决方案，并研究了黑洞的稳定性。我们发现，在Kehagius-Sfetsos解决方案的无穷小范围内，非扰动量子校正产量会屈服于不稳定性。另一方面，非扰动量子校正产量达到了Lu-Mei-Pop溶液的稳定性。因此，我们发现Lu-Mei-Pop黑洞的全息偶（在没有非扰动量子校正的情况下）是点的相互作用气体，例如颗粒，而在存在非扰动量子校正的情况下，它是van der waals流体。
In this paper, we consider non-perturbative quantum correction which appears as exponential term in the black hole entropy. We study consequence thermodynamics of the Hořava-Lifshitz black hole at quantum scales. We consider two cases of Kehagius-Sfetsos and Lu-Mei-Pop solutions and investigate black hole stability. We find that non-perturbative quantum correction yields to an instability at infinitesimal horizon radius of Kehagius-Sfetsos solution. On the other hand, non-perturbative quantum correction yields to the stability of Lu-Mei-Pop solution. Hence, we find that holographic dual of Lu-Mei-Pop black hole (in absence of non-perturbative quantum correction) is the interacting gas of point like particles, while it is Van der Waals fluid in presence of non-perturbative quantum correction.
