A CHARACTERIZATION OF CLIFFORD MINIMAL HYPERSURFACES OF A SPHERE IN TERMS OF THEIR GEODESICS
We characterize Clifford minimal hypersurfaces Sr(nc/r) × Sn-r(nc/(n - r)) with 1 ≦ r ≦ n - 1 in a sphere Sn+1(c) of constant sectional curvature c by observing their geodesics from this ambient sphere.