报告时间：10月12日下午1:30-2:30，腾讯会议：284333138
报告人及简介：
陈健敏，厦门大学数学学院教授、博士生导师。2008年于厦门大学获得博士学位。主要从事代数表示论及加权射影线上凝聚层范畴的研究,成果发表在Int. Math. Res. Notices，J. Algebra，Algebra Number Theory，J. Pure Appl. Algebra等数学杂志上。主持国家自然科学基金面上项目2项、青年基金项目1项，福建省自然科学基金项目2项。
报告内容简介：Weighted projective lines are introduced by Geigle-Lenzing which give a geometric treatment to the representation theory of the canonical algebras. The study of weighted projective lines is closely related to canonical algebras, compact Riemann surfaces, plane projective curves, Hall algebras and quantum algebras, singularity theory, GL order, and so on. In this talk, I will calculate the Frobenius-Perron dimension for domestic and tubular weighted projective lines and provide its application in the representation theory of finite dimensional algebra. The talk is based on joint works with Zhibin Gao, Elizabeth Wicks, James Zhang, Xiaohong Zhang and Hong Zhu.
邀请人：王艳华