论文标题
一端的3个manifolds，没有局部有限的复合分解
One-ended 3-manifolds without locally finite toric decompositions
论文作者
论文摘要
我们介绍了一类单端的开放式3个manifolds，可以从两个紧凑的3个manifolds中定义“递归”，并在此类中构建了歧管的示例，这些示例在Jaco-Shalen和Johannson的意义上无法进行折叠的分解。
We introduce a class of one-ended open 3-manifolds which can be `recursively' defined from two compact 3-manifolds, and construct examples of manifolds in this class which fail to have a toric decomposition in the sense of Jaco-Shalen and Johannson.
