论文标题
部分可观测时空混沌系统的无模型预测
Topologically Conjugate Classifications of the Translation Actions on Compact Connected Lie Groups ${\rm SU}(2) \times T^n$
论文作者
论文摘要
在本文中，我们将重点放在左侧（翻译）动作上，对非交通紧凑的连接谎言组$ {\ rm su}（2）\ times t^n $。我们定义由$ {\ rm su}（2）\ times t^n $的元素引起的左动作的旋转向量，并利用旋转向量使完整的拓扑结合左动作分类。还考虑了代数共轭和平滑共轭。
In this article, we focus on the left (translation) actions on noncommutative compact connected Lie groups ${\rm SU}(2) \times T^n$. We define the rotation vectors of the left actions induced by the elements in the maximal tori of ${\rm SU}(2) \times T^n$, and utilize rotation vectors to give the complete topologically conjugate classifications of left actions. Algebraic conjugacy and smooth conjugacy are also considered.
