  In this paper we show that all conformal metrics to a pseudo-euclidean space
invariant under the translation group, and all the conformal metrics product
manifold also invariant by translation where F m it is Ricci flat
semi-Riemannian manifold, are gradient Ricci almost soliton. We also proved
that all conformal metrics to a euclidean space and invariant by rotation are
gradient Ricci almost soliton.
