报告人：Sylvia Serfaty, New York University
报告人简介：Sylvia Serfaty，美国科学院院士。纽约大学柯朗数学科学研究所教授，被授予 Silver 教授一职。曾荣获EMS奖和Henri Poincaré奖，并受邀在国际数学家大会(ICM)做大会报告。
报告题目： Mean-Field limits for Coulomb-type dynamics
摘要: We consider a system of N particles evolving according to the gradient flow of their Coulomb or Riesz interaction, or a similar conservative flow, and possible added random diffusion. By Riesz interaction, we mean inverse power s of the distance with s between d-2 and d where d denotes the dimension. We present a convergence result as N tends to infinity to the expected limiting mean field evolution equation. We also discuss the derivation of Vlasov-Poisson from newtonian dynamics in the monokinetic case, as well as related results for Ginzburg-Landau vortex dynamics.
报告时间：7月2日15:30-17:00 (Harbin)
报告链接：
Webinarlink: https://zoom.com.cn/webinar/register/WN_epW28DmURxSgoumO76dRJw（点击上面链接，填写姓名邮箱等信息，会收到一封邮件（没收到可以查看垃圾邮件），点击邮件里的链接或者用会议号即可加入。）
数学学院团委
数学学院
2020年7月2日
