论文标题
热尺寸还原和黑洞蒸发
Thermal dimensional reduction and black hole evaporation
论文作者
论文摘要
我们分析了量子 - 雷神诱导的热尺寸数量变化（通过修饰的分散关系）如何影响带电黑洞的几何形状和热力学。为此，我们求助于Kiselev的解决方案，因为这种修改对黑洞的蒸发率的影响变得更加清晰。作为一种应用，我们研究了将热维降低到两个的情况。
We analyze how a quantum-gravity-induced change in the number of thermal dimensions (through a modified dispersion relation) affects the geometry and the thermodynamics of a charged black hole. To that end we resort to Kiselev's solution as the impact such modifications have on the evaporation rate of the black hole becomes more clear. As an application, we study the case for which the thermal dimension is reduced to two.
