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A Novel Fuzzy Time Series Forecasting Model Based on the Hybrid Wolf Pack Algorithm and Ordered Weighted Averaging Aggregation Operator

机译:基于混合狼算法的新型模糊时间序列预测模型及有序加权平均聚合运算符

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摘要

The fuzzy time series has received extensive attention since it was proposed and it has been widely used in various practical applications. This study proposes a new fuzzy time series forecasting model which considers a hybrid wolf pack algorithm (HWPA) and an ordered weighted averaging (OWA) aggregation operator for fuzzy time series. The HWPA is adopted to obtain a suitable partition of the universe of discourse to promote the forecasting performance. Furthermore, the improved OWA aggregation method is applied to make the aggregation of historical information more practical. To overcome the deficiency of slow convergence speed and easy to entrap into the local extremum of the wolf pack algorithm (WPA), the chemotactic behavior and elimination-dispersal behavior of bacterial foraging optimization (BFO) are employed to optimize the scouting behavior of WPA. The actual enrollments data of the University of Alabama and Taiwan Futures Exchange (TAIFEX) are utilized as the benchmark data and the computational results of both training and testing phases all indicate that the new forecasting model outperforms other existing models. The robustness of the proposed model is also tested and the robust results can be obtained when the historical data are inaccurate.
机译:模糊时间序列已获得广泛的关注,因为它已提出并已广泛用于各种实际应用。本研究提出了一种新的模糊时间序列预测模型,其考虑混合狼包算法(HWPA)和用于模糊时间序列的有序加权平均(OWA)聚合运算符。采用了高速公路获得了促进宇宙宇宙的合适分区,以促进预测性能。此外,应用改进的OWA聚合方法以使历史信息的聚合更加实用。为了克服慢收敛速度的缺陷,易于捕获到狼包算法的局部极值(WPA)中,采用细菌觅食优化(BFO)的趋化行为和消除分散行为来优化WPA的侦察行为。 Alabama大学和台湾期货交易所(TAIFEX)的实际入学数据用作基准数据,培训和测试阶段的计算结果都表明新的预测模型优于其他现有模型。还测试了所提出的模型的稳健性,并且当历史数据不准确时,可以获得鲁棒的结果。

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