报告人：沈权利（University of Lethbridge）

题目：The eighth moment of the Riemann zeta function

摘要：The first and second moments of the Riemann zeta function were established asymptotically by Hardy-Littlewood and Ingham, respectively. It is believed that sixth and higher moments are beyond current techniques. Ng recently proved an asymptotic formula for the sixth moment by assuming a conjecture on additive divisor sums. In this talk, we will discuss about how to compute the eighth moment under a conjecture on additive divisor sums and the Riemann hypothesis. It is a joint work with Nathan Ng and Peng-Jie Wong.

时间：2022-09-14

地点：腾讯会议ID：358 9878 8585