报告题目：Moderate deviations for the tagged particle in symmetric simple exclusion process

报告摘要：We study the one-dimensional symmetric simple exclusion process (SSEP). Initially, we put one particle at the origin, called the tagged particle, and put a particle at every other site with probability rho. We proved moderate deviation principles (MPD) for the sample path of the tagged particle. The proof uses MPD from hydrodynamic limits of the SSEP, as proved by Gao and Quastel (2003). The talk is based on joint work with Xiaofeng Xue.

报告人简介：

赵林杰，现为华中科技大学助理教授，博士毕业于北京大学，后赴法国里尔Inria做博士后两年。主要研究方向为交互作用粒子系统和流体动力学极限，具体关心从微观模型推导宏观规律。目前在Annals of Applied Probability, Bernoulli, Stochastic Processes and their Applications等杂志发表论文十余篇。

报告时间：2024.6.24（周一），下午：14:00-15:00

报告地点：东一503

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