Algebraic geometric solutions of Einstein's equations: Some physical properties

Details Algebraic geometric solutions of Einstein's equations: Some physical properties Algebraic geometric solutions of Einstein's equations: Some physical properties

Apr 1991

adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=1991cmaph.137..383k&link_type=abstract

Communications in Mathematical Physics, Volume 137, Issue 2, pp.383-398

Mathematics

Mathematical Physics

12

Scientific paper

The physical properties of algebraic geometric solutions of stationary
axisymmetric vacuum Einstein's equations are discussed. It appears that
these solutions describe an interaction of a few localized rotating
string-like objects on an arbitrary static background. If such an object
collapses to a point then it produces a Kerr-NUT black hole.

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