题目：The Critical 2d Stochastic Heat Flow

报告人：孙嵘枫 教授（新加坡国立大学）

时间：2022年06月08号 14:00-16:00

报告方式：Zoom会议室  ID: 892 5687 7176 密码：196937

摘要：We consider directed polymers in random environment in the critical dimension d=2, focusing on the intermediate disorder regime when the model undergoes a phase transition. We prove that, at criticality, the diffusively rescaled random field of partition functions has a unique universal scaling limit: a process of random measures on R ^2 with logarithmic correlations, which we call the Critical 2d Stochastic Heat Flow. It is the natural candidate for the solution of the critical 2d Stochastic Heat Equation with multiplicative space-time white noise. Based on joint work with F. Caravenna and N. Zygouras.

邀请人：卫然  宋玉林 老师