报告题目：Identities on Mex-related Partitions

报告人：杨映雪（重庆邮电大学）

报告时间：2024年12月14日（星期六）15:50-16:30

报告地点：数学楼912报告厅

参加人员：本科生、研究生、教师

报告摘要：The minimal excludant, or mex-function, on a set of positive integers is the smallest positive integer not in it. Andrews and Newman defined the mex-function to be the smallest positive integer congruent to modulo that is not part of partition. In this talk, we introduce some identities about mex-related partitions. We also extend the mex-function to overpartitions and study the relevant properties.