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A spectral decomposition for flows on uniform spaces
Nonlinear Analysis ( IF 1.3 ) Pub Date : 2020-05-30 , DOI: 10.1016/j.na.2020.111982
Jong-Suh Park , Se-Hyun Ku

We study the behavior of flows on uniform spaces and consider expansivity, pseudo orbit tracing property and chain recurrence. The main result of this article is a generalization of spectral decomposition theorem to flows that are expansive and have the pseudo orbit tracing property on uniform spaces.



中文翻译:

均匀空间上流动的频谱分解

我们研究了均匀空间上的流动行为,并考虑了膨胀性,伪轨道追踪特性和链递归。本文的主要结果是将频谱分解定理推广到在均匀空间上具有扩张性并具有伪轨道追踪特性的流。

更新日期:2020-05-30
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