论文标题
汉密尔顿的定理（在捏性超曲面的紧凑性）通过平均曲率流动
Hamilton's Theorem (on the compactness of pinched hypersurfaces) via mean curvature flow
论文作者
论文摘要
我们使使用平均曲率流以证明理查德·汉密尔顿（Richard Hamilton）定理的旧思想是在适当的超曲面的紧凑性，并具有捏合，有界的曲率。
We make rigorous an old idea of using mean curvature flow to prove a theorem of Richard Hamilton on the compactness of proper hypersurfaces with pinched, bounded curvature.
