论文标题
弱混沌系统中最大的大偏差和缓慢复发
Maximal Large Deviations and Slow Recurrences in Weakly Chaotic Systems
论文作者
论文摘要
我们证明了具有任意缓慢多项式混合速率的动力系统的最大型大偏差原理。还提出了几种应用程序，特别是台球系统的应用程序。
We prove a maximal-type large deviation principle for dynamical systems with arbitrarily slow polynomial mixing rates. Also several applications, particularly to billiard systems, are presented.
