Silting theory for graded gentle algebras

发布者:曹思圆发布时间:2024-10-22浏览次数:11

报告时间:10月25日周五下午16:30-17:20

报告地点:数学楼401

报告人:晋海波  华东师范大学

主持人:罗栗 教授


报告人简介:晋海波毕业于日本名古屋大学,导师是2018年国际数学家大会45分钟报告人、日本名古屋大学教授Osamu Iyama.。研究方向为范畴论,同调代数和结合环与代数。成果发表在Adv. Math., Int. Math. Res. Not. IMRN, J. Lond. Math. Soc.等著名国际数学期刊上。


报告摘要:We give a full description of graded gentle algebras (which are not necessarily homologically smooth or proper) whose perfect derived categories admit silting objects.  We  apply this to determine which graded gentle algebras admit pre-silting objects that are not partial silting. As the second application, we give a complete invariant for graded gentle algebras, which confirm a conjecture by Lekili and Polishchuk. This talk is based on a work joint with Sibylle Schroll and Zhengfang Wang.