论文标题
重新审视关键的高斯乘法混乱
Critical Gaussian Multiplicative Chaos revisited
论文作者
论文摘要
我们向关键高斯乘法性混乱的四个不同序列的收敛性（具有足够的重新归一化）提供了新的，简短和独立的证据：（a）衍生物的玛格尔（b）关键蛋黄酱（c）cright虫（c）棘手场的指数（d）亚基高斯高斯高斯综合综合性chaos。
We present new, short and self-contained proofs of the convergence (with an adequate renormalization) of four different sequences to the critical Gaussian Multiplicative Chaos:(a) the derivative martingale (b) the critical martingale (c) the exponential of the mollified field (d) the subcritical Gaussian Multiplicative Chaos.
