1.
Black Hole Entropy, Black Hole Information Paradox & Quantum Teleportation in Curved Space-time;
黑洞熵，黑洞信息佯谬及弯曲时空中的量子通讯
2.
The Generalized Uncertainty Relation and Black Hole Entropy without Brick Wall;
广义测不准关系与没有Brick-wall的黑洞熵
3.
It is shown that the entropy of the black hole is proportional to the area of event horizon at any time.
结果表明 ,任一时刻黑洞熵都与黑洞事件视界面积成正比 .
4.
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.
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。
5.
Statistical Entropy of Schwarzschild Black Hole.;
Schwarzschild黑洞的统计熵
6.
Statistical Entropy of Keer-Taub-NUT Black Hole;
Keer-Taub-NUT黑洞的统计熵
7.
Entropy of Dilaton-Maxwell black hole;
动态Dilaton-Maxwell黑洞的熵
8.
Statistical Entropy of the Dirac Field of statics Pherically Summrtric Black Hole of The Electric Charge;
Schwarzschild黑洞Dirac场的统计熵
9.
Planck’s Absolute Entropy of the Dirac Field of Static Spherically Symmetric Black Holes;
静态球对称荷电黑洞Dirac场的Planck绝对熵
10.
PLANCK ABSOLUE ENTROPY OF CHARGED EVAPORATIVE BLACK HOLE WITH GENERAL SPHERICAL SYMMETRY
广义球对称带电蒸发黑洞的普朗克绝对熵
11.
Statistical Entropy of the Dirac Field in Generalized Static Spherically-Symmetric Black Vlole;
一类静态广义球对称黑洞Dirac场的统计熵
12.
Computing Entropy of G-H-S Black Hole with Generalized Uncertainty Relation
利用广义不确定关系计算G-H-S黑洞的熵
13.
Since black holes do not classically emit radiation, the thermodynamic viewpoint was simply an analogy.
既然黑洞不是经典地发出辐射，熵的观点只是一个类推。
14.
It is found that the entropy of this system is just 1/4 of the area of the external event horizon.
结果表明,这种黑洞的熵等于它外视界面积的1/4.
15.
Calculating Entropy of Rectilinearly Non-uniformly Accelerating Charged Black Hole with New Tortoise Coordinate Transformation
用新Tortoise坐标变换计算变加速直线运动带电黑洞的熵
16.
Statistical entropy of Gibbons-Maeda black hole computed by generalized uncertainty principle
利用广义不确定关系计算Gibbons-Maeda黑洞的统计力学熵
17.
The entropy of the hole- a deeply mysterious concept- equals the radiation's entropy, which is quite mundane.
黑洞的熵本是极为神秘的概念，经过全像对应后，就成为平淡无奇的辐射熵。
18.
As an example of non-stationary black holes,the relationship between the compression factor of time scale near the event horizon and the temperature as well as the change rate of entropy of the Vaidya black hole is researched.
研究了动态黑洞的温度、熵变化率与事件视界附近“时间尺度压缩因子”之间的关系。