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Weighted fuzzy time series forecasting based on improved fuzzy C-means clustering algorithm

机译:基于改进的模糊C均值聚类算法的加权模糊时间序列预测

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A novel method for fuzzy time series (FTS) forecasting is presented based on improved fuzzy C-means clustering algorithm (IFCM) and first-order difference. Traditional forecasting approaches have weighted the central values of fuzzy intervals corresponding to fuzzy sets, but the central values may not be accurate enough since the assumed membership functions may be different. To avoid the problem of even distribution, in this paper, we weight the cluster centers derived from IFCM that defines the initial cluster centers of traditional fuzzy C-means clustering algorithm (FCM). There are many unstable characteristics in the time series forecasting model. To eliminate the fluctuation tendency of unstable characteristics, the first-order difference is used as the smooth time sequence to observe. Our experimental results on Alabama University enrollments and Taiwan Stock Exchange Capitalization Weighted Stock Index (TAIEX) demonstrate that the effectiveness and superiority of the proposed forecasting approach, in this paper, which gets higher forecasting accuracy than state-of-the-art methods.
机译:基于改进的模糊C型聚类算法(IFCM)和一阶差异,提出了一种用于模糊时间序列(FTS)预测的新方法。传统的预测方法对对应于模糊集的模糊间隔的中心值,但是由于假定的隶属函数可以不同,中央值可能不够准确。为了避免甚至分布的问题,在本文中,我们重视来自IFCM的集群中心,定义了传统模糊C-means聚类算法(FCM)的初始集群中心。时间序列预测模型中存在许多不稳定的特征。为了消除特性不稳定的波动趋势,一阶差异用作观察的平滑时间序列。我们对阿拉巴马州大学的实验结果入学和台湾证券交易所资本化加权股指(TAIEX)表明,本文提出了拟议的预测方法的有效性和优势,从最先进的方法获得了更高的预测精度。

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