论文标题
关于Rényi修饰的熵的性质和黑洞热力学的不完整统计方法
On the nature of Rényi modified entropy and the Incomplete statistics approach in black holes thermodynamics
论文作者
论文摘要
在这项工作中，我们研究了这两个强调的Nongauss熵的影响，这些恩尼斯熵是修改后的rényi熵和所谓的不完整统计量在黑洞热力学（BHS）的分析中。我们已经获得了均衡定理，此后我们获得了两种方法的热能。根据$λ-$参数和$ m $的值，BH质量是相对于修改后的Rényi熵的值，并且取决于$ q- $参数和$ m $的值，不完整的熵可以确定BH是否具有不稳定的热量平衡，或者对于每个模型而言是不稳定的。
In this work we have investigated the effects of the two highlighted nongaussian entropies which are the modified Rényi entropy and the so-called Incomplete statistics in the analysis of the thermodynamics of black holes (BHs). We have obtained the equipartition theorems and after that we obtained the heat capacities for both approaches. Depending on the values of both $λ-$parameter and $M$, the BH mass, relative to a modified Rényi entropy and, depending on the values of the $q-$parameter and $M$, the Incomplete entropy can determine if the BH has an unstable thermal equilibrium or not for each model.
