论文标题
对出生的黑洞及其信息几何形状的非替代量子校正
Non-Pertubative Quantum Corrections to a Born-Infeld Black Hole and its Information Geometry
论文作者
论文摘要
我们研究了球形腔中出生的污染黑洞的非扰动量子校正。这些量子校正会对该黑洞的熵和面积之间的关系产生非平凡的短距离修改。在黑洞熵中，非扰动量子校正是指数项。反过来，这修改了给定系统的热力学，例如降低Helmholtz自由能的值。此外，由于量子校正而修改了黑洞热力学的第一定律。我们还研究了这种非扰动校正对该系统信息几何形状的影响。这是使用一些著名的信息指标完成的。
We study the non-perturbative quantum corrections to a Born-Infeld black hole in a spherical cavity. These quantum corrections produce a non-trivial short distances modification to the relation between the entropy and area of this black hole. The non-perturbative quantum correction appears as an exponential term in the black hole entropy. This in turn modifies the thermodynamics of a given system, for example reduced value of the Helmholtz free energy. Moreover, the first law of black hole thermodynamics modified due to quantum corrections. We also investigate the effect of such non-perturbative corrections on the information geometry of this system. This is done using some famous information metrics.
