汇报标题 (Title)：Reflection functors on Separated Monomorphism Categories （可分单态射领域上的反射函子）
汇报人 (Speaker)：罗秀花（周口大学）
汇报功夫 (Time)：2024年5月31日(周五) 13:00-13:40
汇报地址 (Place)：校本部Gj303
约请人(Inviter)：高楠 教授
主办部门：理学院数学系
汇报提要：In this talk, we will give a brief review of reflection functors defined by Bernstein, Gelfand and Ponomarev and the generalization of these functors over quiver representations over algebras. Via reflection functors together with Mono and Mepi functors, we show a new proof of the equivalence where is a selfinjective algebra, is an acyclic finite quiver with a sink and is obtained from by reversing all the arrows ending at . This talk is based on the joint work with M. Schmidmeier and discussion with Shijie Zhu.
