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The Complexity and Application Research of Several Attractors About Economic System Time Series

机译:经济系统时间序列中几个吸引子的复杂性及应用研究

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摘要

In this paper, time series with stable convergence, saddles, Hopf bifurcations and chaotic points in one kind of complicated systems have been studied in respects of: fractal characteristic and fractal dimension . By using phase space reconstruction technology of chaotic time series, work of reconstruction has been done respectively on these four different conditions and further by applying wavelet network models, work of modeling and prediction have been done accordingly. The results indicate: treatment of zero mean value in the identification of the chaotic models has no obvious influence on precision and length of predictions, while the treatment by Fourier Filter can damage effectiveness of prediction.
机译:本文针对分形特征和分形维数,研究了一种复杂系统中具有稳定收敛性的时间序列,鞍形,Hopf分叉和混沌点。通过使用混沌时间序列的相空间重构技术,分别在这四个不同的条件下完成了重构工作,并通过应用小波网络模型进行了相应的建模和预测工作。结果表明:在混沌模型识别中零平均值处理对预测的精度和长度没有明显的影响,而傅立叶滤波处理会破坏预测的有效性。

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