黑洞不仅有温度，它的行为方式似乎还表明它具有称作熵的量。熵是黑洞内部状态（可在其内部结构的方式）的数目的度量，这是具有给定的质量、旋转和电荷的黑洞允许的所有内部状态。
Meanwhile, we also propose a more brief method to calculate the black hole entropy.
并在此基础上介绍了求解黑洞熵的“brick-wall”模型，同时也给出了我们的一种求解方法。
参考来源 - 探讨黑洞面积的量子化The next work summarized in chapter 3 is the study of how the generalized uncertainty relation influence the calculation of black hole entropy. First, the generalized uncertainty relation and the brick wall model are utilized to investigate Schwarzschild black hole.
第二方面的工作,即第三章讨论了广义测不准关系对黑洞熵计算的影响。
参考来源 - 黑洞热力学的相关研究及时空的Killing约化·2,447,543篇论文数据，部分数据来源于NoteExpress
结果表明，任一时刻黑洞熵都与黑洞事件视界面积成正比。
It is shown that the entropy of the black hole is proportional to the area of event horizon at any time.
还讨论了极端黑洞熵，指出拓扑熵只有经典意义而不是量子的观点。
The extreme black hole is investigated and it is pointed out that the topological entropy only has the classical meaning and is not a quantum viewpoint.
使用黑洞力学第一定律，它遵守黑洞熵是活动视界区域中的四分之一。
Using the first law of black hole mechanics, it follows that the entropy of a black hole is one quarter of the area of the horizon.
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