论文标题
2 handlebodies的绞线烤宽面条模块
Skein lasagna modules for 2-handlebodies
论文作者
论文摘要
莫里森（Morrison），沃克（Walker）和韦德里奇（Wedrich）使用斑点复合综合体构建了Khovanov-Rozansky同源性的概括，以在4个Manifold的边界中链接。其理论的零部分（称为Kkein Lasagna模块）在4个manifold中的某些图中接受了基本定义。我们对无1个手柄和3个手柄的4个manifolds的Skein Lasagna模块进行了描述，并提供了$ s^2 $的磁盘捆绑包的一些明确计算。
Morrison, Walker, and Wedrich used the blob complex to construct a generalization of Khovanov-Rozansky homology to links in the boundary of a 4-manifold. The degree zero part of their theory, called the skein lasagna module, admits an elementary definition in terms of certain diagrams in the 4-manifold. We give a description of the skein lasagna module for 4-manifolds without 1- and 3-handles, and present some explicit calculations for disk bundles over $S^2$.
