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Robust empirical wavelet fuzzy cognitive map for time series forecasting

机译:适用于时间序列预测的强大实证小波模糊认知地图

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摘要

Fuzzy cognitive maps have achieved significant success in time series modeling and forecasting. However, fuzzy cognitive maps still contain weakness to handle the nonstationarity and outliers. We propose a novel time series forecasting model based on fuzzy cognitive maps and empirical wavelet transformation in this paper. The empirical wavelet transformation is applied to decompose the original time series into different levels which capture information of different frequencies. Then, the high-order fuzzy cognitive map is trained to model the relationships among all the sub-series generated and original time series. To enhance the robustness of high-order fuzzy cognitive maps against outliers, a novel learning method based on support vector regression is designed. Finally, we divide the summation of each concept value of the high-order fuzzy cognitive map by two to obtain the numerical predictions. A comprehensive empirical study on eight public time series validates the superiority of proposed model compared with the popular baseline models from the literature.
机译:模糊认知地图在时间序列建模和预测中取得了重大成功。然而,模糊认知地图仍然包含处理非间抗和异常值的弱点。我们提出了一种基于模糊认知地图的新型时间序列预测模型及本文的经验小波变换。应用经验小波变换以将原始时间序列分解为捕获不同频率信息的不同级别。然后,培训高阶模糊认知地图以模拟所有子系列生成和原始时间序列之间的关系。为了增强对异常值的高阶模糊认知地图的鲁棒性,设计了一种基于支持向量回归的新学习方法。最后,我们将高阶模糊认知图的每个概念值的总和划分为两个以获得数值预测。与文献中的流行基线模型相比,八个公共时间序列的全面实证研究验证了所提出的模型的优越性。

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