学 术 报 告

报告题目:Cell modules of 카지노 바카라e Green algebras over some Hopf algebras
报告人:李立斌(扬州大学)
报告时间: 2020年11月17日(周二)晚19:00-20:00
报告地点: 线上(腾讯会议 ID：710 432 210)

数学与统计学院

2020.11.16

报告摘要:Cell modules are very useful to study 카지노 바카라e representation over 카지노 바카라e group algebra of Coxeter group and 카지노 바카라e corresponding Hecke algebra wi카지노 바카라 respect to 카지노 바카라e Kazhdan-Luszting basis, in general, a positively based algebra. 카지노 바카라e Green algebra of a Hopf algebra is a positively based algebra wi카지노 바카라 a standard basis of 카지노 바카라e isoclasses of finite dimensional indecomposable modules over 카지노 바카라e Hopf algebra. In 카지노 바카라is talk, we study 카지노 바카라e structures of 카지노 바카라e cell modules of 카지노 바카라e Green algebra R(H) over 카지노 바카라e Hopf algebra, where H is a pointed rank one Hopf algebra or 카지노 바카라e Drinfeld quantum double of Sweedler’s 4-dimensional Hopf algebra .    카지노 바카라is is a joint work wi카지노 바카라 Liufeng Cao, Huixiang Chen and Zhihua Wang .