On stationary, axially symmetric solutions of Jordan’s five-dimensional, unified theory

Publisher Website
Google Scholar
Abstract
It is shown that the association of a linear eigenvalue problem for solutions of Einstein’s equations admitting a two‐parameter Abelian group of isometries can be extended to Jordan’s five‐dimensional, unified theory admitting three commuting Killing vectors. The reduction to a two‐dimensional problem, the derivation of infinitely many conservation laws and the generation of one‐parameter families of solutions can thereby be transcribed almost literally.