论文标题
Bratteli图的单一连接
Unitary connections on Bratteli diagrams
论文作者
论文摘要
在本文中，我们将Ocneanu在图上的连接理论扩展到定义一个2类，其0细胞是奇怪的曲折图，其1个细胞是单位连接的概括。我们表明，这两类将嵌入到2类高素质von Neumann代数中的嵌入，从亚因子理论概括了基本结果到2类别环境。
In this paper, we extend Ocneanu's theory of connections on graphs to define a 2-category whose 0-cells are tracial Bratteli diagrams, and whose 1-cells are generalizations of unitary connections. We show that this 2-category admits an embedding into the 2-category of hyperfinite von Neumann algebras, generalizing fundamental results from subfactor theory to a 2-categorical setting.
