题目：Euler Sums and Convolution Identities on Bernoulli Numbers
报告人：王伟平 教授 （浙江理工大学）
摘要：In this report, we introduce some recent works on the Euler sums via the Stirling sums, multiple zeta values, residue computation, etc. We also establish several series identities on the Euler type sums, which can be viewed as symmetric extensions of the Kaneko-Tsumura conjecture. In particular, several general convolution identities on the classical Bernoulli numbers and Genocchi numbers are required to determine the coefficients of involved mathematical constants in the evaluations related to these series identities.