题目：Generalize Path algebras and their geometric and categorical interpretations
报告人：Lin Zongzhu 教授（Kansas State University）
摘要：Path algebras of a quiver over a field currently are the connecting topics of representation theories of algebras, Lie theory, topology, and mathematical physics. In 2000, Coelho and Liu defined generalized path algebras of quivers with a given a collections of simple algebras. Other generalizations of path algebras such as species, and tensor algebras. In this talk I will discuss further interpretations of path algebras in terms of geometry and categorification in a tensor category, in terms of the category of bimodules. Many geometric and categorical constructions fall into this setting.