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seo keomkyo: Relative isoperimetric inequalities for minimal submanifolds outside a ...,[1201.2732] Optimal isoperimetric inequalities for complete proper ...,PDF arXiv:1002.3897v1 [math.DG] 20 Feb 2010 - ResearchGate,Stable minimal hypersurfaces in the hyperbolic space - Semantic Scholar,
Relative isoperimetric inequalities for minimal submanifolds outside a ...
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
[1201.2732] Optimal isoperimetric inequalities for complete proper ...
39. (With Gabjin Yun) Weighted L^2 harmonic 1-forms and the topology at infinity of complete noncompact weighted manifolds, Tohoku Math. J. (2) 75(2023), no. 4, 509-526. 38. (Wtih Eunjoo Lee) Linear isoperimetric inequalities for free boundary submanifolds in a geodesic ball, Manuscripta Math.
PDF arXiv:1002.3897v1 [math.DG] 20 Feb 2010 - ResearchGate
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 ...
Stable minimal hypersurfaces in the hyperbolic space - Semantic Scholar
I. Evangelista, Keomkyo Seo. Published 7 April 2017. Mathematics. Annals of Global Analysis and Geometry. In this paper, we estimate the p-fundamental tone of submanifolds in a Cartan-Hadamard manifold. First, we obtain lower bounds for the p-fundamental tone of geodesic balls and submanifolds with bounded mean curvature.
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