论文标题
曲线作为残基的Virasoro约束
Virasoro Constraints of Curves as Residues
论文作者
论文摘要
受Eynard-ordenin拓扑递归的启发，我们将曲线的Virasoro约束重新制定为多线性差异的残基。作为应用程序，它们可用于计算Gromov-Witten曲线不变的$ N $点功能。
Inspired by Eynard-Orantin topological recursions, we reformulate the Virasoro constraints for curves as residues of multilinear differentials. As applications they can be used to compute the $n$-point functions of Gromov-Witten invariants of curves.
