报告时间：2025年10月13日，15:00-16:00

报告地点：苏州大学本部精正楼306

报告人： 蒋玉蛟，山东大学(威海)



摘要：


The generalized Ramanujan conjecture (GRC) is one of the foundational problems in modern number theory. Hypothesis H can often substitute for the GRC in analytic applications. In this talk, we will discuss our work that proves this hypothesis, establishing it in its full generality and with a bound that is stronger than its original formulation. This result has a number of immediate applications to other central problems in analytic number theory.


报告人简介：


蒋玉蛟，山东大学(威海)数学与统计学院教授，国家级青年人才。主要从事解析数论和自守形式的研究，在Adv. Math.、Math. Ann.、IMRN等国际权威刊物发表论文30余篇。


邀请人：顾怡，董自康