5 research outputs found
Unfolded Description of Kerr Black Hole
It is shown that Kerr black hole is a solution of simple unfolded
differential equations that form a deformation of the zero-curvature
description of empty space-time. Our construction uses the Killing
symmetries of the Kerr solution. All known and some new algebraic properties of
the Kerr-Schild solution result from the obtained black hole unfolded system in
the coordinate-independent way. Kerr Schild type solutions of free equations in
for massless fields of any spin, associated to the proposed black hole
unfolded system, are found.Comment: 18 page