论文标题
图，晶格和解构层次结构
Graphs, lattices and deconstruction hierarchies
论文作者
论文摘要
从头开始开发了解构晶格和共形模型的位置图之间的联系的基础数学，并特别强调了分类问题。特别是，引入了平衡类别，通缩图，基本顶点和词干图的概念，以表征可能出现的图形作为位置图。
The mathematics underlying the connection between deconstruction lattices and locality diagrams of conformal models is developed from scratch, with special emphasis on classification issues. In particular, the notions of equilocality classes, deflation map, essential vertices and stem graphs are introduced in order to characterize those graphs that may arise as locality diagrams.
