论文标题
仙人掌涂鸦
Cactus Doodles
论文作者
论文摘要
仙人掌涂鸦是与仙人掌基团相关的组合/几何对象，其方式与结与辫子有关。我们根据平面曲线上的局部移动来定义它们，表明它们可以通过“关闭”过程从仙人掌组的元素中获得，并建立其一些基本属性。
Cactus doodles are combinatorial/geometric objects that are related to cactus groups in the same way as knots are related to braids. We define them in terms of local moves on plane curves, show that they can be obtained from elements of the cactus group by a "closing" procedure and establish some of their basic properties.
