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A modified weighted method of time series forecasting in intuitionistic fuzzy environment

机译:直觉模糊环境中的修改加权方法预测

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In this paper, we present a modified weighted method of time series forecasting using intuitionistic fuzzy sets. The proposed weighted method provides a better approach to extent of the accuracy in forecasted outputs. As it is established that the length of interval plays a crucial role in forecasting the historical time series data, so a new technique is proposed to define the length of interval and the partition of the universe of discourse into unequal length of intervals. Further, triangular fuzzy sets are defined and obtain membership grades of each datum in historical time series data to their respective triangular fuzzy sets. Based on the score and accuracy function of intuitionistic fuzzy number, the historical time series data is intuitionistic fuzzified and assigned the weight for intuitionistic fuzzy logical relationship groups. Defuzzification technique is based on the defined intuitionistic fuzzy logical relationship groups and provides better forecasting accuracy rate. The proposed method is implemented to forecast the enrollment data at the University of Alabama and market share price of SBI at BSE India. The results obtained have been compared with other existing methods in terms of root mean square error and average forecasting error to show the suitability of the proposed method.
机译:本文使用直觉模糊集,我们介绍了一种改进的时间序列预测的加权时间序列预测。所提出的加权方法提供了更好的方法,可以在预测输出中的准确性方面提供更好的方法。正如建立的那样,间隔长度在预测历史时间序列数据中起着至关重要的作用,因此提出了一种新的技术来定义话语中宇宙的间隔长度和宇宙的分区变为不平等的间隔。此外,将三角模糊集定义并在历史时序列数据中定义并获得每个数据的隶属度等级到各自的三角形模糊集。基于直觉模糊数的分数和精度函数,历史时间序列数据是直观的模糊,分配了直觉模糊逻辑关系组的权重。 Defuzzzification技术基于定义的直觉模糊逻辑关系组,提供更好的预测精度率。拟议的方法是实施,以预测阿拉巴马大学的入学数据和BSE印度SBI的市场股价。在均方根误差和平均预测误差方面,已经获得的结果与其他现有方法进行了比较,以显示所提出的方法的适用性。

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