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The Kerr metric is a metric discovered in 1963 which is an exact solution to the Einstein field equations. It describes the geometry of spacetime around a rotating black hole.

The Boyer-Lindquist form of the line element is given by


where ρ2=r2 + a2cos2θ and Δ=r2 - 2mr + a2. Here m is the mass of the black hole, and a is the angular velocity, as measured by a distant observer. Note that r does not agree with the radial coordinate of the Schwarzschild solution, except asymptotically.

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