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A comparison of two methods for modeling large-scale data from time series as complex networksa)

机译:比较两种将时间序列中的大数据建模为复杂网络的方法a)

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In this paper, we compare two methods of mapping time series data to complex networks based on correlation coefficient and distance, respectively. These methods make use of two different physical aspects of large-scale data. We find that the method based on correlation coefficient cannot distinguish the randomness of a chaotic series from a purely random series, and it cannot express the certainty of chaos. The method based on distance can express the certainty of a chaotic series and can distinguish a chaotic series from a random series easily. Therefore, the distance method can be helpful in analyzingchaotic systems and random systems. We have also discussed the effectiveness of the distance method with noisy data.
机译:在本文中,我们比较了分别基于相关系数和距离将时间序列数据映射到复杂网络的两种方法。这些方法利用了大规模数据的两个不同物理方面。我们发现基于相关系数的方法不能将混沌序列的随机性与纯随机序列区分开,并且不能表达混沌的确定性。基于距离的方法可以表达混沌序列的确定性,并且可以容易地将混沌序列与随机序列区分开。因此,距离法可以帮助分析混沌系统和随机系统。我们还讨论了带噪声数据的距离方法的有效性。

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