演讲人：日本大阪市立大学数学系兼田正治教授(国际著名的代数群表示论专家)
题目： On the -structure of parabolically induced modules (关于抛物诱导模的结构)
摘要：Let be a reductive algebraic group over a field of positive characteristic, a Borel subgroup of , and a maximal torus of . If is the Frobenius kernel of , -module induced from trivial 1-dimensional -module is a standard object of study in the representation theory of . Ye Jiachen and I have recently started to study the module with $B$ replaced by a parabolic subgroup, which is an infinitesimal analogue in positive characteristic of a generalized Verma module over the complex number field. We will report on its -module structure.
报告时间：11月18日下午3：00---4：00
报告地点：闵行数学楼报告厅102室
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另外，Kaneda教授还将作以下代数群表示论方面的报告，有兴趣的教授和博士生欢迎前往听讲。
报告时间：19号星期三下午3:30-4:30
报告地点：同济大学数学系致远楼105室
报告题目：Representation Theory of Quadrics I