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Bilic and Fabris [1] have recently fixed the horizon temperature ambiguity of planar AdS Schwarzschild black holes by relating the local temperature of planar and large AdS Schwarzschild black holes. Hence it is obvious to ask how their results get modified when the Gauss-Bonnet curvature corrections are included in the gravitational action. In this work, we build upon the ideas of Bilic and Fabris by incorporating the AdS/CFT duality to establish a connection between the local temperatures (Tolman temperatures) of a large (AdS) spherical Schwarzschild black hole and a (AdS) planar Schwarzschild black hole near the AdS boundary, while taking into account Gauss-Bonnet curvature corrections in the gravitational action. This presentation is based on our work [2].

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Gauss-Bonnet AdS Black Hole Thermodynamics and Holography

  • 会议论文

  • 发表日期：

    2025年

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  • Souvik Paul,
  • Sunandan Gangopadhyay,
  • Asish Saha

摘要

Bilic and Fabris [1] have recently fixed the horizon temperature ambiguity of planar AdS Schwarzschild black holes by relating the local temperature of planar and large AdS Schwarzschild black holes. Hence it is obvious to ask how their results get modified when the Gauss-Bonnet curvature corrections are included in the gravitational action. In this work, we build upon the ideas of Bilic and Fabris by incorporating the AdS/CFT duality to establish a connection between the local temperatures (Tolman temperatures) of a large (AdS) spherical Schwarzschild black hole and a (AdS) planar Schwarzschild black hole near the AdS boundary, while taking into account Gauss-Bonnet curvature corrections in the gravitational action. This presentation is based on our work [2].