题目：On Motohashi’s formula

主讲人：吴涵（Queen Mary University of London）

摘要：The original Motohashi's formula relates the fourth moment of the Riemann zeta function to the cubic moment of the L-functions attached to modular forms of full level. Based on various integral representations of L-function, Michel-Venkatesh gave a beautiful "one-line proof" of Motohashi's formula, recently rigorously implemented by Nelson. Based on Weil's re-interpretation of integral representations, we will offer a "one-graph" proof in this talk. We may discuss the relation with other methods if time permits.

时间：2020年5月18日， 16:15-17:15

腾讯会议，会议ID：995 338 269