In chapter 4, we consider the ergodic properties of group actions.
第三章,考虑离散群的混沌作用。
The necessary and sufficient condition of recurrent and ergodic properties are proved first in chapter 3, and under that condition we get the stationary distribution.
本文在第三章给出了常返和遍历的充要条件,在此条件下由平稳分布的定义得出了平稳分布的发生函数。
In this paper we give the properties and structure of eigenfunctions and eigenvalues of the weakly ergodic homeomorphism on compact system.
本文给出紧致系统上弱遍历自同胚的特征值与特征函数的结构性态。
应用推荐