二维$Φ^{2n}$的另一种概率构造
Another probabilistic construction of $Φ^{2n}$ in dimension 2
摘要：
本文的主要工作是基于高斯变量多项式鞅的集中现象，为二维的$Φ^{2n}$理论提供一种可供选择的概率方法。这是基于一个适应的工作拉科-罗兹-巴尔加斯，其中指数势与量子马渊K-能量的研究。
英文摘要：
The main input of this note is to provide an alternative probabilistic approach to the $Φ^{2n}$ theory in dimension 2, based on concentration phenomenon of martingales associated to polynomials of Gaussian variables. This is based on an adaptation of the work of Lacoin-Rhodes-Vargas, in which exponential potentials associated to quantum Mabuchi K-energy are studied.
机构、总结、中文摘要均由AI分析而来，可能存在错误，请以论文正文为准。
