论文标题
$φ^{2n} $的另一个概率结构2
Another probabilistic construction of $Φ^{2n}$ in dimension 2
论文作者
论文摘要
本注意事项的主要输入是基于与高斯变量多条件相关的martingales的浓度现象，为$φ^{2n} $理论提供了一种替代概率方法。这是基于对lacoin-rhodes-vargas的作品的适应，其中研究了与量子mabuchi k-Energy相关的指数势。
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.
