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KEOMKYO SEO Abstract. In this paper, we prove that minimal hypersurfaces when n ≥ 3 and nonzero constant mean curvature hypersurfaces when n ≥ 2 foliated by

Keomkyo Seo. School of Mathematics, Korea Institute for Advanced Study, Seoul, Korea

Optimal isoperimetric inequalities for complete proper minimal submanifolds in hyperbolic space. Sung-Hong Min, Keomkyo Seo. Let Σ be a k -dimensional complete proper minimal submanifold in the Poincaré ball model Bn of hyperbolic geometry. If we consider Σ as a subset of the unit ball Bn in Euclidean space, we can measure the Euclidean ...

Keomkyo Seo, Gabjin Yun. We study biharmonic hypersurfaces and biharmonic submanifolds in a Riemannian manifold. One of interesting problems in this direction is Chen's conjecture which says that any biharmonic submanifold in a Euclidean space is minimal.