论文标题

劳森表面由它们的对称和拓扑决定

The Lawson surfaces are determined by their symmetries and topology

论文作者

Kapouleas, Nikolaos, Wiygul, David

论文摘要

我们证明,在三个球圆形的封闭式嵌入式最小表面上满足了劳森表面的对称性,并且具有相同属的属与劳森表面是一致的。

We prove that a closed embedded minimal surface in the round three-sphere which satisfies the symmetries of a Lawson surface and has the same genus is congruent to the Lawson surface.

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