Abstract
We consider the family of “Kerr–Bolt” solutions (characterized by three real parameters: a size, a Newman–Unti–Tamburino (NUT) charge, and a spin rate) and evaluate their mass, angular momentum, and entropy according to the boundary counterterm prescription. Demanding the absence of any singularities reduces the number of free parameters and imposes some restrictions on the thermodynamics of solutions.PACS Nos.: 04.20.–q, 04.70.Dy, 65.40.Gr
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