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文献详情 >Forecasting Approach in Fuzzy ... 收藏
Forecasting Approach in Fuzzy Time Series Based on Informati...

Forecasting Approach in Fuzzy Time Series Based on Information Granules

作     者:Kaixin Zhao Yaping Dai Ye Ji Jiayi Sun 

作者单位:School of AutomationBeijing Institute of Technology State Key Laboratory of Intelligent Control and Decision of Complex Systems 

会议名称:《第40届中国控制会议》

会议日期:2021年

学科分类:08[工学] 081104[工学-模式识别与智能系统] 0811[工学-控制科学与工程] 

关 键 词:Fuzzy Time Series Information Granules Unequal-sized Intervals Forecasting 

摘      要:Aiming at a large number of ambiguous,imprecise and incomplete data in the real world,fuzzy time series has come into being and developed into an effective forecasting approach.In the process of modeling and forecasting of fuzzy time series,the prediction performance of fuzzy time series can be effectively improved by partitioning the universe of discourse into different lengths.In this paper,a forecasting approach for fuzzy time series,which introduces the granularity mechanism into interval division and employs differential data for incremental forecasting,is proposed to solve the problem of time series forecasting with high forecasting precision.In the proposed approach,in order to describe the fuzzy logic relationship and fuzzy trend of historical data,we first do differential processing on the historical samples.Then,Fuzzy C-means(FCM) clustering algorithm is used to generate several partition intervals tentatively.In the sequel,we use the principle of justifiable granularity to constantly adjust the width of all the intervals,so that these information granules associated with corresponding intervals become the mostinformative information granules.Finally,the boundary of information granules is used as the basis of interval division to complete the forecasting task.An illustrative example is provided to demonstrate the essence of the proposed approach.The comparative experiment with other representative approaches shows that the proposed approach can significantly improve the prediction accuracy of time series.

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