Authors: Ll. Bel
A restriction of the Boyer-Lindquist model of the Kerr metric is considered that is globally hyperbolic on the space manifold ${\bf R}^3$ with the origin excluded, the quotient $m/r$ being unrestricted. The model becomes in this process a generalization of Brillouin's model, describing the gravitational field of a rotating massive point particle.
Comments: 9 Pages. A section has been added
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