报告题目：Several identities related to the degenerate Bernoulli polynomials and numbers
时间：2018年5月17日下午14:00-15:00
地点：18号楼918会议室
报告人：小松尚夫
Abstract:
In this talk we demonstrate a different kind of relation between these sequences which may be expressed as a general convolution identity. We study the hypergeometric degenerated Bernoulli numbers as total generalizations of degenerated Bernoulli numbers and hypergeometric Bernoulli numbers in the aspects of determinants. By applying Trudi's formula and the inversion formula, we show several arithmetical and combinatorial identities.
小松尚夫教授（Takao Komatsu），1995毕业于澳大利亚麦考瑞大学，获博士学位，先后任职于长冈工业高等专门学校、三重大学、弘前大学，现任职武汉大学数学与统计学院, 为湖北省外专百人计划特聘专家。主要从事组合数学、数论等方面的研究，发表论文150余篇。
