报告时间：2025年11月3日下午3：30—4：30

报告地点：育才理科综合楼205智慧教室

报告题目：Generalizations of Rogers-Ramanujan type identities

报告人：崔素平教授  曲阜师范大学

报告摘要：The Rogers-Ramanujan identities were first proved by Rogers in 1894 and later rediscovered by Ramanujan around 1913. During the study of these two identities, many Rogers–Ramanujan type identities have been found,and these identities have always been of great interest to mathematicians. In this talk by means of properties of Appell-Lerch sums in combination with Bailey pairs and Bailey’s lemma, we derive some generalizations of Rogers-Ramanujan type identities, which include some known identities and also imply some new ones.

报告人简介：崔素平，曲阜师范大学教授。山东省泰山学者青年专家，曾获南开大学优秀毕业生、钟家庆数学奖等荣誉称号。一直从事组合及其应用等方向的研究,主要涉及同余式、仿theta函数、分拆的秩等。在《Advances in Mathematics》、《Advances in Applied Mathematics》、《The Ramanujan Journal》、《International Journal of Number Theory》、《Journal of the Australian Mathematical Society》等重要期刊发表或接受发表论文30多篇。