EMBEDDING GÖDEL'S UNIVERSE IN FIVE DIMENSIONS

According to the Campbell–Magaard theorem, any analytical spacetime can be locally and analytically embedded into a five-dimensional pseudo-Riemannian Ricci-flat manifold. This embedding for Godel's universe can be found. The embedding space is Ricci-flat and has a non-Lorentzian signature of type (+ + - - -). We also show that the embedding found is global.