题目：some results on truncated rogers-hecke series

 

报告人：夏先伟

 

时间：12月8日 15:30-16:30

地点：腾讯会议      ID：627 624 327

摘要：

 

Recently, Andrews and Merca studied the truncated version of Euler's

 

pentagonal number theorem. Their work opened up a new study on trun-

 

cated series. Since then, many truncated versions of theta series have been

 

discovered. In this talk, we introduce some new results on truncated se-

 

ries. In particular, we pose several new partition-theoretic interpretation of

 

Guo and Zeng's results and establish in_nitely many truncated versions on

 

Rogers-Hecke series based on basic hypergeometric transformation formulas.

 

 

报告人简介：

 

   夏先伟，江苏大学数学学院教授，博士生导师，江苏省杰青获得者，2010年毕业于南开大学组着数学中心，师从陈永川院士，主要研究方向为代数组合学。2009年至今，在整数分拆、序列的单峰型方面做出了优秀成果，在《Math.Comput.》、《Pacific J.Math.》等期刊上发表论文60多篇，先后主持了四项国家自然科学基金项目并获得江苏省“青蓝工程”优秀青年骨干教师，江苏大学优秀青年学术带头人培育人选等称号。