论文标题
Calabi-Yau产品：一般曲折的calabi-yaus的分级砂
Calabi-Yau Products: Graded Quivers for General Toric Calabi-Yaus
论文作者
论文摘要
CY $（M+2）$ - 折叠的拓扑B模型的开放式弦乐扇区由$ M $ $ M $的带有SuperPotentials的Quivers描述。这种对应关系概括了Cy $（M+2）$ - 折叠和量规理论之间的连接D $（5-2M）$ - Branes-$ m = 0，\ ldots，3 $，to nutary $ m $。在本文中，我们介绍了Calabi-Yau产品，这是一种新算法，从已知的Quiver Theories开始，用于一对复曲面CY $ _ {M+2} $和CY $ _ {n+2} $，为相关的CY $ _ {m+n+3} $生成了Quiver理论。该方法显着取代了现有的方法，从而可以简单地确定以前出于实际影响的几何形状的Quiver理论。
The open string sector of the topological B-model on CY $(m+2)$-folds is described by $m$-graded quivers with superpotentials. This correspondence generalizes the connection between CY $(m+2)$-folds and gauge theories on the worldvolume of D$(5-2m)$-branes for $m=0,\ldots,3$ to arbitrary $m$. In this paper we introduce the Calabi-Yau product, a new algorithm that starting from the known quiver theories for a pair of toric CY$_{m+2}$ and CY$_{n+2}$ produces the quiver theory for a related CY$_{m+n+3}$. This method significantly supersedes existing ones, enabling the simple determination of quiver theories for geometries that were previously out of practical reach.
