论文标题
约旦分解和复发的自动形态流动
Jordan decomposition and the recurrent set of flows of automorphisms
论文作者
论文摘要
在本文中，我们表明，连接的Lie Group $ G $上的任何线性矢量字段$ \ MATHCAL {X} $都承认Jordan分解和自动形态的相关OW的复发集作为其JORDBOLIC和NILPOTENT固定点的固定点的相交。
In this paper we show that any linear vector field $\mathcal{X}$ on a connected Lie group $G$ admits a Jordan decomposition and the recurrent set of the associated ow of automorphisms is given as the intersection of the fixed points of the hyperbolic and nilpotent components of its Jordan decomposition.
