Ghost points in inverse scattering constructions of stationary Einstein metrics

TL;DR

This paper proves a theorem about removable singularities in stationary Einstein equations, aiding the construction of stationary solutions via soliton methods in general relativity.

Contribution

It introduces a removable singularities theorem for stationary Einstein equations, enhancing soliton-based solution construction techniques.

Findings

Removable singularities theorem established

Implications for soliton methods in Einstein metrics

Improved understanding of stationary solution construction

Abstract

We prove a removable singularities theorem for stationary Einstein equations, with useful implications for constructions of stationary solutions using soliton methods.