On Lovelock vacuum solution

Abstract

We show that the asymptotic large $r$ limit of all Lovelock vacuum and electrovac solutions with $Λ$ is always the Einstein solution in $d \geq 2n+1$ dimensions. It is completely free of the order $n$ of the Lovelock polynomial indicating universal asymptotic behaviour.

5 pages, some changes overall, to appear in the volume dedicated to the memory of Professor PC Vaidya