论文标题
$ h $ -flux的t二维为$ 2D $ $σ$ -MOMODEL
T-duality with $H$-flux for $2d$ $σ$-models
论文作者
论文摘要
在本文中，我们在本地化后建立了$ 2D $ $σ$ -MODELS的评分T-偶数。这是II型字符串理论的最通用的T-偶数版本。我们称之为{\ bf分级的hori morphism}的分级t偶数映射与分级字段的jacobi属性兼容，该属性早些时在\ cite {hm21}中进行了研究。还包括一些开放问题/猜想。
In this paper, we establish graded T-duality for $2d$ $σ$-models with $H$-flux after localization. This establishes the most general version of T-duality for Type II String Theory. The graded T-duality map, which we call {\bf graded Hori morphism}, is compatible with the Jacobi property of the graded fields, that was earlier studied in \cite{HM21}. Also included are some open problems/conjectures.
