论文标题
空间图的一致性
Concordance of spatial graphs
论文作者
论文摘要
我们为空间图定义了一致性和切片的平滑概念。我们证明，空间图的切片相当于一组链接数字上的条件以及与图形关联的链接的切片。这将taniyama的结果概括为$θ$ curves。
We define smooth notions of concordance and sliceness for spatial graphs. We prove that sliceness of a spatial graph is equivalent to a condition on a set of linking numbers together with sliceness of a link associated to the graph. This generalizes the result of Taniyama for $θ$-curves.
