报告题目：Archimedean Non-Vanishing and Cohomological Test Vector

报告人：林秉辰 四川大学

报告时间：11月21日下午14：00-15：00

报告地点：数学楼2楼学术报告厅

报告摘要：

    The standard L-functions of GL_{2n} expressed in terms of the Friedberg-Jacquet global zeta integrals have better structure for arithmetic applications, due to the relation of the linear periods with the modular symbols. In this talk, we will consider the archimedean local integrals of Friedberg-Jacquet. give an explicit construction of the uniform cohomological test vector and establishthe non-vanishing property forthecomplex case. This is a join work with Fangyang Tian.

邀请人：莫仲鹏、彭志峰

欢迎大家参加！