On Rényi universality formula of charged flat black holes from Hawking-Page phase transition
F. Barzi, H. El Moumni
Abstract
Probing the thermodynamic properties of the Hawking-Page phase transition of asymptotically-flat black holes in Rényi statistics. We reveal the evidence for the persisting of the dual universal formula associated with the Hawking-Page (HP) and minimum black hole thermodynamical transition points. Our study unveils the universal properties of the black holes in different statistics, in particular beyond the Gibbs-Boltzmann formalism, and motivates a further promising bridge between the nonextensivity Rényi parameter λ and the cosmological constant Λ. Besides, we discover that universal ratios related to horizon radius, Rényi temperature, and entropy can be shown to appear in presence of such a transition.
Topics & Concepts
Universality (dynamical systems)PhysicsHawkingBlack hole thermodynamicsHawking radiationEntropy (arrow of time)Black hole (networking)Phase transitionMicro black holeMathematical physicsTheoretical physicsStatistical physicsQuantum mechanicsComputer networkLink-state routing protocolRouting protocolRouting (electronic design automation)Computer scienceBlack Holes and Theoretical PhysicsCosmology and Gravitation TheoriesGalaxies: Formation, Evolution, Phenomena