  In the years 1917-1919 Tullio Levi-Civita published a number of papers
presenting new solutions to Einstein's equations. This work, while partially
translated, remains largely inaccessible to English speaking authors. In this
paper we review these solutions, and present them in a modern, readable manner.
We will also compute both Cartan-Karlhede and Carminati-Mclenaghan invariants
such that these solutions are invariantly characterized by two distinct
methods. These methods will allow for these solutions to be totally, and
invariantly characterized. Because of the variety of solutions considered here,
this paper will also be a useful reference for those seeking to learn to apply
the Cartan-Karlhede algorithm in practice.
