Rotating figures of equilibrium in General Relativity
arXiv:gr-qc/0511078
Abstract
A generalization of the notion of surfaces of revolution in the spaces of General Relativity is presented. We apply this definition to the case of Carter's family [A] of solutions and we study the Kerr's metric with respect the above mentioned foliation.
21 pages, research paper, submitted to "Classical and Quantum Gravity"