论文标题
没有真正的投影或平坦的保形结构的歧管
Manifolds without real projective or flat conformal structures
论文作者
论文摘要
在任何维度至少五个维度中，我们构建具有以下特性的闭合光滑歧管的示例：1）它们既没有真实的投射性也没有平坦的保形结构； 2）他们的基本组是一个非优质格罗莫夫双曲线组。这些示例是通过相对严格的倍增性获得的。
In any dimension at least five we construct examples of closed smooth manifolds with the following properties: 1) they have neither real projective nor flat conformal structures; 2) their fundamental group is a non-elementary Gromov hyperbolic group. These examples are obtained via relative strict hyperbolization.
