王琼燕    北京大学数学科学学院

报告人简介：北京大学数学科学学院博士后，博士毕业于山东大学。研究兴趣主要在复分析，复动力系统，包括值分布理论，L-函数等领域。

摘要：

In this talk, we present several recent results on the research of the algebraic differential independence concerning the Riemann-zeta function and the Euler-gamma function, difference independence of the Euler gamma function. We extended the result that does not satisfy any non-trivial algebraic differential equation whose coefficients are polynomials in over the field of complex numbers, which is proved by Li and Ye. We also established a sharp version of the difference analogue of the celebratedtheorem concerning the differential independence of the Euler-gamma function.

报告时间：2022年8月9日 15：30 - 17：30

报告地点：腾讯会议：622901395

邀请人：王珺

海报：Algebraic differential independence concerning the Riemann-zeta function and the Euler-gamma function.pdf