论文标题
部分可观测时空混沌系统的无模型预测
Convergence and preservation of cyclicity
论文作者
论文摘要
我们证明属性是循环的（分别是，非循环）在dirichlet-type型空间中不能保留$d_α$，并显示了在$d_α$中的收敛序列的限制下保留了其他重要数量的循环量，从而提供了这种comvengence问题的定量视图。
We prove the property that a function is cyclic (resp., non-cyclic) is not preserved by norm convergence in Dirichlet-type spaces $D_α$, and show how other significant quantities for cyclicity do remain preserved under the limit of convergent sequences in $D_α$, providing a quantitative view of this convergence issue.
