论文标题
引导Ade m-string
Bootstrapping ADE M-strings
论文作者
论文摘要
我们从模块化中研究了6D（2,0）scfts中ADE型M系的椭圆属，并探索与拓扑弦分区函数的关系。我们发现椭圆属应遵循的新型运动学约束，它决定了椭圆属的低基数，并帮助我们猜想了与相关几何相关几何的精制gopakumar-vafa不变性的消失结合。使用此功能，我们可以将椭圆形属引导到任意基础程度，包括仅部分已知的显式公式的D/E型理论。我们利用结果来获得（2,0）理论的6D CARDY公式和超符号指数。
We study elliptic genera of ADE-type M-strings in 6d (2,0) SCFTs from their modularity and explore the relation to topological string partition functions. We find a novel kinematical constraint that elliptic genera should follow, which determines elliptic genera at low base degrees and helps us to conjecture a vanishing bound for the refined Gopakumar-Vafa invariants of related geometries. Using this, we can bootstrap the elliptic genera to arbitrary base degree, including D/E-type theories for which explicit formulas are only partially known. We utilize our results to obtain the 6d Cardy formulas and the superconformal indices for (2,0) theories.
