Abstract

Many crucial properties from the theory of Gaussian multiplicative chaos (initiated by Kahane in the 80s’) are based on various Gaussian comparison or decorrelation inequalities. We review some basic ingredients (with details) and give several recent applications and generalizations.

Speaker

主要研究概率论与数学物理的交叉方向，包括二维量子引力中的随机曲面，共形场论可积性等问题。