论文标题
Trisecting 9-vertex复合物射击平面
Trisecting the 9-vertex complex projective plane
论文作者
论文摘要
在本文中，我们将简短地证明沃尔夫冈·库内尔（Wolfgang Kuehnel）对复杂的投射平面的9 vertex三角剖分确实是复杂的投射平面。我们的证据的想法是将复杂的投影平面的三分线回想到3个双盘中，然后在三角剖分的一个破坏对称性的分区内看到这种三角。遵循基本证明，我们将详细介绍构造。
In this paper we will give a short and direct proof that Wolfgang Kuehnel's 9-vertex triangulation of the complex projective plane really is the complex projective plane. The idea of our proof is to recall the trisection of the complex projective plane into 3 bi-disks and then to see this trisection inside a symmetry-breaking subdivision of the triangulation. Following the basic proof, we will elaborate on the construction.
