Naresh Dadhich, Josep M. Pons, Kartik Prabhu
We consider static spherically symmetric Lovelock black holes and generalize
the dimensionally continued black holes in such a way that they asymptotically
for large r go over to the Einstein solution in the given dimension. This means
that the master algebraic polynomial is not degenerate but instead its
derivative is degenerate. This family of solutions contains an interesting
class of pure Lovelock black holes which are the Nth order Lovelock
{\Lambda}-vacuum solutions having the remarkable property that their
thermodynamical parameters have the universal character in terms of the event
horizon radius. Further the universality of thermodynamics uniquely
characterizes the pure Lovelock black holes. We also demonstrate the
universality of the asymptotic Einstein limit for the Lovelock black holes in
general.
View original:
http://arxiv.org/abs/1201.4994
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