GRAPH 3-MANIFOLDS, SPLICE DIAGRAMS, SINGULARITIES
GRAPH 3-MANIFOLDS, SPLICE DIAGRAMS, SINGULARITIES
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图 3-歧管、拼接图、奇点
DOI：
10.1142/9789812707499_0034
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发表时间：
2007
期刊：
影响因子：
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通讯作者：
W. Neumann
中科院分区：
文献类型：
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作者：
W. Neumann
我们描述了图形流形的粗略分类如何能够更清楚地了解它们的结构，并且我们特别将其与可以作为法向复杂曲面中点的链接出现的流形联系起来。我们把这个讨论与一类特殊的奇点联系起来；那些“拼接型”，在复杂曲面的奇点中起着核心作用。附录简要介绍了经典的三流形理论。这篇论文是为ICTP的里雅斯特的一个短期课程写的笔记。
We describe how a coarse classification of graph manifolds can give clearer insight into their structure, and we relate this particularly to the manifolds that can occur as the links of points in normal complex surfaces. We relate this discussion to a special class of singularities; those of “splice type”, which turn out to play a central role among singularities of complex surfaces. An appendix gives a brief introduction to classical 3-manifold theory. This paper was written to serve as notes for a short course at ICTP Trieste.
拼接类型的法向表面奇点
DOI：
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发表时间：
2008
期刊：
影响因子：
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作者：
Tatsuo Hina;Taku Ishii and Takayuki Oda;T. Hosaka;Tetsuya Hosaka;Taku Ishii;保坂哲也;T. Hosaka;奥間智弘
通讯作者：
奥間智弘