Hypersurfaces of Randers spaces with positive Ricci curvature

Abstract

Let $(\overline M^{n+1}, \overline F)$ be a Randers space with constant flag curvature $K=1$. We consider compact hypersurfaces $(M^n, F)$ of $(\overline M^{n+1}, \overline F)$ with constant mean curvature $|H|$. We prove that if the general Ricci curvatu