报告人：顾陈琳 助理教授
报告题目：Relaxation to equilibrium of non-gradient exclusion processes
报告时间：2025年11月23日（周日）上午9：00
报告地点：云龙校区6号楼304会议室
主办单位：数学与统计学院、数学研究院、科学技术研究院
报告人简介：
顾陈琳现为清华大学丘成桐数学科学中心助理教授，他本科毕业于复旦大学，博士毕业于巴黎高等师范学院，师从Jean-Christophe Mourrat。他主要从事概率论和偏微分方程研究，重点关注定量均匀化理论、随机环境下的随机游动、交互粒子系统、分支过程等方面，相关工作发表在AOP、PTRF、AAP等国际期刊上。
报告摘要：
For the conservative particle systems in infinite volume, the relaxation to equilibrium is expected to be a Gaussian-type decay. The sharp decay rate was known for two models -SSEP by Bertini and Zegarlinski, and zero-range processes by Janvresse, Landim, Quastel and Yau - and they are btained via different methods. This talk aims to unify the two existing approaches with homogenization, and presents the result in speed-change exclusion rocesses. The talk is based on a joint work with Linzhi Yang.
