报告题目：Semibrick-cosilting Correspondence
报告人： Bamin Ebrahimi 博士
邀请人： Rasool Hafezi和张毅副教授
报告时间：北京时间5月27日，周2下午16：00-17：00
Zoom 号码：979 1052 9880，密码：2222
报告摘要：Finite-dimensional algebras are typically wild, making classification of their modules intractable. Instead, we study torsion pairs in mod-
, forming a lattice tors() that reveals structural information. For -tilting finite algebras, torsion pairs are parameterized by -tilting modules and bricks. In general cases, infinite-dimensional cosilting modules extend this classification. We present an analogue of Asai's correspondence for infinite-dimensional modules and non-functorially finite torsion pairs, based on joint work with Nasr-Isfahani.
报告人简介：Ramin Ebrahimi is a postdoc in Institute for research in fundamental science (IPM) in Iran. He received his PhD in mathematics in 2020 in the universityof Isfahan, under supervision of Dr Alireza Nasr-Isfahani. His research field concernsthe representation theory of algebras, homological algebra and derived categories. Hehas some research papers in some prestigious journals such as International Mathematics Research Notices, Bulletin of London Mathematical Society, The Quarterly Journal of Mathematics and Journal of Algebra.
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数学与统计学院
江苏省应用数学（南京信息工程大学）中心
江苏省系统建模与数据分析国际合作联合实验室
江苏省统计科学研究基地
2025年5月27日
