报告题目：Quantum-symmetric equivalence and deformations of connected graded algebras 

报告人：Xingting Wang ，Louisiana State University

报告时间：2024年8月9日（周五）14:30

报告地点：20-306

报告摘要: we introduce the notion of quantum-symmetric equivalence of two connected graded algebras, based on Morita-Takeuchi equivalences of universal quantum groups. In particular, we give a way of deforming a connected graded algebra which preserves its quantum symmetric class. As an application, we show every Zhang twist of a m-homogenous graded algebra is a 2-cocycle twist.