Thermodynamics of Kerr-AdS black holes in general Poincar\'e gauge theory
Milutin Blagojevi\'c, Branislav Cvetkovi\'c
TL;DR
This paper investigates the thermodynamic properties of Kerr-AdS black holes within the general Poincaré gauge theory using a Hamiltonian approach, confirming previous results in parity-invariant sectors.
Contribution
It applies a Hamiltonian variational method to analyze asymptotic charges and entropy in Poincaré gauge theory, including parity-odd modes, extending prior work.
Findings
Results match earlier findings in parity-invariant sectors.
Entropy and charges are consistent with previous calculations.
Parity-odd modes do not alter thermodynamic quantities.
Abstract
A Hamiltonian variational approach is used to study asymptotic charges and entropy of Kerr-AdS black holes in the general Poincar\'e gauge theory, with both even and odd parity modes. The results turn out to be the same as those found earlier in the sector of parity invariant Lagrangians.
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