关于举行Kim Min-Soo教授（韩国庆南大学）学术报告会的通知

报告主题：The multiple Hurwitz zeta, gamma functions and their applications to series representations

报  告  人：Kim Min-Soo 教授（韩国庆南大学）

报告时间：2024年2月27日（星期二）上午10:30-11:30

报告地点：37号楼3A01报告厅

邀  请  人：胡甦 副教授

欢迎广大师生前往！

数学学院

2024年 2月26日

报告摘要：The aim of this talk is to consider possible generalizations of Coffey's formulas on the multiple Hurwitz zeta function, various series representations involving the multiple Hurwitz zeta function at each term and some expansions of the log multiple gamma functions $\log\Gamma_N(x+1)$ as series involving the Riemann zeta functions. We give explicit forms for $\log\Gamma_N(x+1)$ in finite terms involving the Riemann and Hurwitz zeta functions including their derivatives. Moreover, several relations between the ploy-multiple gamma and the multiple Hurwitz zeta functions have also been obtained.