论文标题
基于球形曲线的和弦图
Based chord diagrams of spherical curves
论文作者
论文摘要
本文展示了一种方法，用于开发一个框架，以使用基于基于的和弦图从Reidemeister Moves中进行一些选择的本地移动下产生无基点的通用球形曲线。我们的不变式不仅包含Arnold的古典通用球形曲线不变，而且还包含新的不变性。
This paper demonstrates an approach for developing a framework to produce invariants of base-point-free generic spherical curves under some chosen local moves from Reidemeister moves using based chord diagrams. Our invariants not only contain Arnold's classical generic spherical curve invariant but also new invariants.
