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基于经验模式分解的扩散熵分析法

Diffusion entropy analysis based on empirical mode decomposition
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摘要 由于现实中的许多时间序列含有较强的周期趋势,周期趋势通常会影响序列的相关性。为了正确分析序列的相关性,提出了基于经验模式分解的扩散熵分析法,并用来分析北京市交通流序列的长程相关性。数值实验结果表明:经验模式分解法能有效地去除时间序列的周期趋势;扩散熵分析法能求得去除周期趋势后的序列的正确的标度指数;北京交通流序列呈现长程相关性。 Strong periodic trend in many real time series often has effect on the correlation of series. In order to analyze the correlation of series correctly, diffusion entropy analysis (DEA) is presented based on Renyi entropy and the long correlation of Beijing traffic flow series is analyzed. The numerical experiments show: EMD can eliminate the periodic trend of series; DEA can get the correct scaling exponent after eliminating the periodic trend of series; Beijing traffic flow series show a long- range correlation.
作者 黄静静
出处 《北京信息科技大学学报(自然科学版)》 2015年第3期53-56,共4页 Journal of Beijing Information Science and Technology University
基金 北京市教委面上项目(KM201511232009 KM201411232018)
关键词 经验模式分解 扩散熵分析 ARFIMA序列 empirical mode decomposition diffusion entropy analysis, ARFIMA series
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参考文献9

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