基于模糊c均值聚类与粒子游优化相结合提高模糊时间序列模型预测精度

Nghiem Van Tinh
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引用次数: 17

摘要

在过去的25年中,人们提出了许多模糊时间序列预测模型来处理复杂和不确定的问题。影响模型预测结果的主要因素是话语域的划分、模糊关系组的创建和预测输出值的去模糊化。为此,本文提出了一种结合粒子群优化(PSO)和模糊c均值聚类(FCM)的混合模糊时间序列预测模型来解决上述问题。采用FCM聚类方法将历史数据划分为不等大小的初始区间。在生成区间后,将历史数据模糊化为模糊集,以便按照时间顺序建立模糊关系群。然后,基于一种新的去模糊化技术,利用从模糊关系组中得到的信息来计算预测值。此外,为了提高预测精度,采用粒子群算法在语篇范围内寻找最优区间长度。该模型应用于预测三个著名的数值数据集(阿拉巴马大学入学数据、台湾期货交易所-TAIFEX数据和比利时每年车祸死亡人数)。这些数据集也通过使用文献中可用的其他一些预测模型进行检验。并将该模型的预测结果与其他模型的预测结果进行了比较。结果表明,该模型对一阶和高阶模糊逻辑关系均具有较高的预测精度。
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Enhanced Forecasting Accuracy of Fuzzy Time Series Model Based on Combined Fuzzy C-Mean Clustering with Particle Swam Optimization
Over the past 25 years, numerous fuzzy time series forecasting models have been proposed to deal the complex and uncertain problems. The main factors that affect the forecasting results of these models are partition universe of discourse, creation of fuzzy relationship groups and defuzzification of forecasting output values. So, this study presents a hybrid fuzzy time series forecasting model combined particle swarm optimization (PSO) and fuzzy C-means clustering (FCM) for solving issues above. The FCM clustering is used to divide the historical data into initial intervals with unequal size. After generating interval, the historical data is fuzzified into fuzzy sets with the aim to serve for establishing fuzzy relationship groups according to chronological order. Then the information obtained from the fuzzy relationship groups can be used to calculate forecasted value based on a new defuzzification technique. In addition, in order to enhance forecasting accuracy, the PSO algorithm is used for finding optimum interval lengths in the universe of discourse. The proposed model is applied to forecast three well-known numerical datasets (enrolments data of the University of Alabama, the Taiwan futures exchange —TAIFEX data and yearly deaths in car road accidents in Belgium). These datasets are also examined by using some other forecasting models available in the literature. The forecasting results obtained from the proposed model are compared to those produced by the other models. It is observed that the proposed model achieves higher forecasting accuracy than its counterparts for both first—order and high—order fuzzy logical relationship.
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