Kerr stability for small angular momentum

Understand

This is our main paper in a series in which we prove the full, unconditional, nonlinear stability of the Kerr family $Kerr(a, m)$ for small angular momentum, i.e.

• $|a|/m\ll 1$, in the context of asymptotically flat solutions of the Einstein vacuum equations (EVE).
• Three papers in the series, \cite{KS-GCM1} and \cite{KS-GCM2} and \cite{GKS1} have already been released.
• We expect that the remaining ones \cite{GKS2}, \cite{KS:Kerr-B} and \cite{Shen} will appear shortly.