报告人：邹昌寒

报告时间：2024年8月30日10：00-11：00

报告地点：数学楼301

报告题目：Tensor-triangular classification and support theories

摘要：We will review some classical classification theorems in algebraic geometry, modular representation theory, and stable homotopy theory, through the lens of tensor triangular geometry. Then we will discuss various support theories developed for the purpose of classifying "big" objects. In particular, we will clarify the relation between the support theory of Benson-Iyengar-Krause, and the support theory of Balmer-Favi, for rigidly-compactly generated tensor-triangulated categories.

个人简介：邹昌寒，加利福尼亚大学，研究方向为张量三角范畴及其支撑理论。