报告人:陈小航（宾夕法尼亚州州立大学）

日  期: 2019年6月26日

时  间: 上午10:30

地  点: 理科楼 LD302

摘  要:The concept of linked partition ideals, introduced by George Andrews.in the 1970s, may play an important role in finding generating functions for various partition sets.

In this talk, I will interpret partition sets with certain difference-at-a-distance themes under this setting. These partition sets are closely related to the Kanade–Russell conjectures. In particular, I will recover six generating function identities due to Kanade and Russell, and Kursungoz. I will also present more identities of the same flavor.

This is joint work with Zhitai Li from Penn State University.

报告人简介：陈小航，美国宾州州立大学博士，师从美国两院院士、前美国数学会主席George E. Andrews教授。研究专长：组合数学，数论；近期工作主要集中在整数分拆领域。已在Ramanujan Journal, Journal of Number Theory，JMAA等组合与数论方向的高水平杂志发表文章近30篇。

公司联系人:傅士硕

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