论文标题

关于结生育的注释

A note on knot fertility

论文作者

Ito, Tetsuya

论文摘要

我们表明,一个最小交叉数量$ c(k)$的结是均匀而大于$ 30 $的结。有一个打结$ k'$,交叉数小于$ c $,因此,通过适当地更改信息过度的信息,从最低交叉数字图获得了$ k'$。

We show that a knot whose minimum crossing number $c(K)$ is even and greater than $30$ is not fertile; there exists a knot $K'$ with crossing number less than $c$ such that $K'$ is not obtained from a minimum crossing number diagram of $K$ by suitably changing the over-under information.

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