AI 中文总结
研究基于米尔诺纤维化定理，探讨R-扭转与四维阿吉雷斯 - 道格拉斯理论的塞伯格 - 维滕曲线结合形成环面纽结映射环面，生成三维规范理论，解决畴壁方法边界问题，该理论有超对称增强且与三维零秩理论相关。
AI 中文摘要
我们认为，受米尔诺纤维化定理启发，R-扭转意味着四维阿吉雷斯 - 道格拉斯理论的塞伯格 - 维滕曲线可与R-扭转圆结合形成环面纽结的映射环面。由此产生了由映射环面标记的三维规范理论，其在红外区域捕获四维BPS谱和突变。此构造解决了文献\cite{Cecotti:2011iy}中畴壁方法的边界问题，这些三维理论显示出超对称增强，且与三维零秩理论相关。
英文摘要
We argue that R-twisting implies the Seiberg-Witten curves of 4d Argyres-Douglas theories could be combined with the R-twisted circle to form the mapping tori of torus knots, inspired by Milnor fibration theorem. Then 3d gauge theories labeled by mapping tori are generated, which in the IR capture 4d BPS spectrum and mutations. This construction addresses the boundary problem of the domain wall approach in \cite{Cecotti:2011iy}. These 3d theories show a supersymmetry enhancement, and are related to 3d rank zero theories.
Comments26 pages, many figures, few equations
