论文标题
曲线和结的三重相关
A triple coproduct of curves and knots
论文作者
论文摘要
我们建议将三重副品$δ$分解为将表面上的一个组分曲线分解为三组分曲线。结合三个组件曲线上的相交数字$ν$，$Δ$在表面上提供了一个组分曲线的稳定等效性。这项研究是由米尔诺（Milnor）的三重链接数与仿射指数多项式之间的关系的动机。
We suggest a triple coproduct $Δ$ which decomposes pointed one-component curves on surfaces into three-component curves. Combined with intersection numbers $ν$ on three component curves, $Δ$ gives a stable equivalence invariant of one-component curves on surfaces. This study is motivated by relationship between the Milnor's triple linking number and the affine index polynomial.
