Weakly U-abundant semigroups

报告题目：Weakly U-abundant semigroups

报告人：王艳慧 副教授 山东科技大学

邀请人：杨丹丹

报告时间：2021年10月21日 10:00-12:00

腾讯会议ID：879 899 708

报告人简介：王艳慧，博士，副教授，博士生导师， Integrative Bioinformatics(specialty section of Frontiers in Bioinformatics)审查编辑，美国《数学评论》评论员。主要研究代数学、网络代数、复杂网络及系统生物学等。在《Journal of Algebra》、《Semigroup Forum》、《Algebra Colloquium》、《Science in China》、《中国科学》、《European Journal of Medical Research》等国内外重要杂志上发表论文20余篇。主持完成国家自然科学基金1项，省部级项目2项。

报告摘要：Weakly U-concordant semigroups are weakly U-abundant semigroups with (C) and U generating a regular subsemigroup whose set of idempotents is U. Following on Ehresmann-Schein-Nambooripad theorem (ESN theorem), which established a correspondence between algebraic structures (inverse semigroups) and ordered structures (inductive groupoids), this talk looks at some recent developments of (ESN) theorem and shows a correspondence between the category of weakly U-concordant semigroups and the category of certain categories with two pre-orders, which are analogous to inductive groupoids.