论文标题
矩形链接的多窝
Multiflypes of rectangular diagrams of links
论文作者
论文摘要
我们引入了一个新的非常大的链接矩形图的转换家庭，这些链接保留了链路的同位素类别。当相同复杂性的两个图与这种转换相关，并且不会通过任何“简单”移动的任何序列获得相同的复杂性，我们提供了一个示例。
We introduce a new very large family of transformations of rectangular diagrams of links that preserve the isotopy class of the link. We provide an example when two diagrams of the same complexity are related by such a transformation and are not obtained from one another by any sequence of `simpler' moves not increasing the complexity of the diagram along the way.
