论文标题
分销混乱的新版本以及序列中的分布混乱与其他混乱概念之间的关系
A new version of distributional chaos and the relations between distributional chaos in a sequence and other concepts of chaos
论文作者
论文摘要
在本文中，我们考虑了分布分布混乱与分布混乱，W-Chaos，R-T Chaos，DC 3之间的关系。我们提供了足够的条件，并证明分布混乱等于在这种情况下以序列为顺序的分布混乱。此外，我们以序列和w-chaos（分别为r-t Chaos，DC 3）获得了分布混乱，并不意味着彼此。最后，我们给出了一个名为DC 2'的混乱的新定义，该定义与DC 2相似，并证明对于任何整数n> 0，f是dc 2'，并且仅当f^n也是dc 2'。
In this paper we consider relations between distributional chaos in a sequence with distributional chaos, w-chaos, R-T chaos, DC 3, respectively). We give a sufficient condition and prove that the distributional chaos is equivalent to the distributional chaos in a sequence under this condition. Besides, we get that distributional chaos in a sequence and w-chaos(R-T chaos, DC 3, respectively)do not imply each other. Finally, we give a new definition of chaos, named DC 2', which is similar to DC 2, and show that for any integer N > 0, f is DC 2' if and only if f^N is also DC 2'.
