Entire downward solitons to the scalar curvature flow in Minkowski space (Q6075029)

Summary: We investigate existence and uniqueness in Minkowski space of entire downward translating solitons with prescribed values at infinity, for a scalar curvature flow equation. The radial case translates into an ordinary differential equation and the general case into a fully non-linear elliptic PDE on \(\mathbb{R}^n\).