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In this paper, we research the thermal radiation of Klein - Gorden particle in static black plane spacetime. By means of the method proposed by Damour and Ruffini, we get the Hawking temperature T of the static black plane, and TM/
中文意思:
本文通过运用Damour-Ruffini[]方法具体研究了静态黑平面Klein-Gorden粒子的热辐射,得到静态黑平面的Hawking温度正比于M/ 。


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In this paper, we deal with the exactness and amenability of groups of type F. We have also proved that if the rank of the group's relator is infinite,it's exactness and amenability are equivalent. 研究了F群的恰当性与顺从性.证明了这类群在关系子(relator)为无穷阶时,顺从性与恰当性是等价的;
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In this paper, we research the thermal radiation of Klein - Gorden particle in static black plane spacetime. By means of the method proposed by Damour and Ruffini, we get the Hawking temperature T of the static black plane, and TM/ 本文通过运用Damour-Ruffini[]方法具体研究了静态黑平面Klein-Gorden粒子的热辐射,得到静态黑平面的Hawking温度正比于M/ 。
In this paper, we study the isometry groups ofpinched Hadamard manifolds and generalize some Beardon'Theorems on Mbius groups in n and Chen and Greenberg'theorems in H n to pinched Hadamard manifolds. 研究了Hadamard流形上的等距群Isom(X) ,证明了一些关于极限集的定理 ,将Beardon有关M bius群的定理以及Chen和Greenberg关于双曲空间的几个结论推广到了Hadamard流形上 .
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