论文标题
劳森（Lawson）双极表面的拓扑和嵌入在5-phere中
Topology and Embeddedness of Lawson's Bipolar Surfaces in the 5-Sphere
论文作者
论文摘要
我们对劳森的双极性最小表面进行拓扑分类，该表面与他的$ξ$和$η$ - 家族相对应。因此，我们从这些表面的区域上推断出上限和下限，并发现它们没有嵌入。
We give a topological classification of Lawson's bipolar minimal surfaces corresponding to his $ξ$- and $η$-family. Therefrom we deduce upper as well as lower bounds on the area of these surfaces, and find that they are not embedded.
