Deformed 3-Calabi-Yau categories and partial compactifications with orbifolding
报告专家：邱宇（清华大学）
报告时间：2024年9月12日（星期四）下午16：00-17：00
报告地点：数学学院东409
报告摘要：We introduce a new family of quivers with potential for triangulated marked surfaces with punctures. We show that the deformation of the associated 3-Calabi-Yau categories corresponds to the partial compactification (with orbifolding) of the associated moduli spaces. As an application, we calculate the fundamental groups of these moduli spaces (of framed quadratic differentials), which in particular produces Euclidean Artin braid groups of type A, B, C and D.
专家简介：邱宇，清华大学数学科学中心教授。研究方向为代数表示论与几何拓扑，在Calabi-Yau/Fukaya范畴，稳定条件空间，辫子群和丛理论等方面取得了重要成果，主持国家杰出青年科学基金。在Invent. Math., Math. Ann., Adv. Math., Compo. Math.等杂志发表论文二十余篇，2016年获得国际代数表示论会议奖。
邀请人：付昌建
