论文标题
确定性动力学系统的稳定大偏差
Stable large deviations for deterministic dynamical systems
论文作者
论文摘要
我们在吸引$α$ - 稳定法，$α\ in（0，1）\ cup（1，2] $的吸引域中，我们获得了一类依赖的随机变量的巨大偏差。此类包括在$α$稳定的法律驱动的gibbs-markov markov markov maps maps maps drive the $α$ stable Law drive的范围内可观察到的物品。
We obtain large deviations for a class of dependent random variables in the domain of attraction of an $α$-stable law, $α\in (0, 1)\cup (1, 2]$. This class includes ergodic sums of observables in the domain of attraction of an $α$-stable law driven by Gibbs-Markov maps.
