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基于粗糙集理论修正的后续备件指数平滑预测方法 被引量:15

Residual prediction method of subsequent spare parts based on exponential smoothing method and rough set theory
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摘要 针对后续备件需求预测误差大的问题,提出一种基于粗糙集理论修正的后续备件指数平滑预测方法。根据备件需求数据呈现的趋势,通过拟合确定指数平滑法的次数和平滑系数。从装备在使用过程中影响备件需求数据波动的因素出发,提出了不依赖于基本预测方法的改进预测思路。构建基于粗糙集理论的修正模型。结合算例,对比分析所提方法的优越性,结果表明修正方法可以显著提高预测精度,提出的改进方法不涉及基本预测方法内部特性且无需引入其他辅助方法,通用性较强。 To address the problems of large error of the prediction method in predicting the subsequent spare part requirements,a prediction method of subsequent spare parts based on the exponential smoothing method and rough set theory is proposed.According to the trend of spare part requirements data orientation,the times and smoothing coefficient of exponential smoothing are determined by fitting.From the data fluctuation influence factors of spare parts demand in equipment using,the basic prediction method without depending on the proposed improved prediction is proposed.Then a correction model of rough set theory is constructed.Exploring the effectiveness of the model with example and analyzing the advantages of the proposed method,it shows that the correction method can significantly improve the prediction precision which is different from traditional ideas.This method has good generality without involving internal features of the basic prediction methods and introducing other auxiliary methods.
作者 董骁雄 陈云翔 蔡忠义 张玮玉 DONG Xiaoxiong;CHEN Yunxiang;CAI Zhongyi;ZHANG Weiyu(Equipment Management & Safety Engineering College, Air Force Engineering University, Xi’an 710051, China;China Southern Airlines Company Branch, Xi’an 710065, China)
出处 《系统工程与电子技术》 EI CSCD 北大核心 2018年第4期833-838,共6页 Systems Engineering and Electronics
基金 国家自然科学基金青年基金(71601183)资助课题
关键词 后续备件 需求 指数平滑 粗糙集 subsequent spare part requirement exponential smoothing rough set
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  • 1采峰,曾凤章.产品需求量非平稳时序的ANN-ARMA预测模型[J].北京理工大学学报,2007,27(3):277-282. 被引量:4
  • 2杨凤凤,黄海风,梁甸农.基于遗传算法的分布式星载SAR-GMTI编队优化[J].电子学报,2007,35(6):1037-1041. 被引量:4
  • 3Zaouche A,Dayoub I,Rouvaen J M.Baud-spaced constant modulus blind equalization via hybrid genetic algorithm and generalized pattern search optimization[J].AEU-International Journal of Electronics and Communications,2008,62(2):122-131.
  • 4Mohammadi K,Eslami H R,Kahawita R.Parameter estimation of an ARMA model for river flow forecasting using goal programming[J].Journal of Hydrology,2006,331(1-2):293-299.
  • 5Song S K,Gorla N A genetic algorithm for vertical fragmentation and access path selection[J].The Computer Journal,2000,43(1):81-92.
  • 6Kuk-Hyun Han,Jong-Hwan Kim.On setting the parameters of quantum-inspired evolutionary algorithm for practical applications[A].Proceedings of the 2003 IEEE Congress on Evolutionary Computation[C].Daejon,South Korea:Dept of Electr Eng & Comput Sci Korea Adv Inst of Sci & Technol,2003.178-194.
  • 7CARDEN E P,BROWNJOHN J M W.ARMA modeled time-series classification for structural health monitoring of civil infrastructure[J].Mechanical Systems and Signal Processing,2008,22(2):295-314.
  • 8IVES A,ABBOTT K C,ZIEBARTH N L.Analysis of ecological time series with ARMA(p,q)model[J].Ecology,2010,91(3):858-871.
  • 9NEZIH A. Service parts management: demand forecasting and inventory control [ M ]. New York: Springer Verlag GMBH, 2011: 89-101.
  • 10WINTERS P R. Forecasting sales by exponentially weighted moving averages [ J ]. Management Science, 1960, 6 ( 3 : 324-342.

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