3 years ago

Kiselev/ CFT correspondence and thermodynamic black hole.

J. Sadeghi, Z. Nekouee, M. Rostami

In this paper, first we introduce the solution of Kiselev black hole. In order to study the thermodynamical properties of corresponding solution, we consider two cases as dust and radiation. The holographic description leads us to investigate the thermodynamic of black hole corresponding to different inner and outer horizon. So, in that case we find the area product for both cases and show that they are independent of mass. So, we can say that the area and entropy product are independent of mass, and they are universal relations. Such universal relations lead us to discuss the holography and show that the left and right central charge will be same. Also, the universal relation is satisfied by $T_{+}S_{+}=-T_{-}S_{-}$.

Publisher URL: http://arxiv.org/abs/1812.05479

DOI: arXiv:1812.05479v2

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