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Some OWA operator weights determination methods with RIM quantifier

利用模糊量化算子确定序加权平均算子的几种方法(英文)
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摘要 Based on the quantifier guided method,an ordered weighted averaging(OWA)weights generating method under given orness level with regular increasing monotone(RIM)quantifiers is proposed.Then the RIM quantifier based OWA weights generating method is modified to make the generated weights be monotonic,which can be used to express the decision maker's consistent preference information.Finally,both of these weights generating methods are extended to their generic forms,so that they can generate the OWA weights for any ordinary elements set with any given aggregated value. 在目前序加权平均算子确定方法的基础上,基于模糊量化算子集成方法,首先提出了给定orness水平下计算序加权平均算子的方法.然后进一步对该方法进行了修正,以使所生成的序加权平均算子权值序列保持单调性,从而可以用来表示在集成决策问题中的一致决策偏好信息.最后分别对上述2种序加权平均算子确定方法进行了扩展,使得对任意给定的集成元素集和任意可能集成结果情况下都可以产生所需要的序加权平均权重序列.
作者 刘新旺
出处 《Journal of Southeast University(English Edition)》 EI CAS 2007年第S1期76-82,共7页 东南大学学报(英文版)
基金 The National Key Technology R&D Program of China during the 11th Five-Year Plan Period(No.2006BAH02A06)
关键词 ordered weighted averaging operator orness measure aggregation weights 序加权平均算子 orness测度 集成权重
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参考文献26

  • 1Calvo T,,Mesiar R.Aggregation operators:ordering and bounds. Fuzzy Sets and Systems . 2003
  • 2Xu Z S,Da Q L.An overview of operators for aggregating information. International Journal of Intelligent Systems . 2003
  • 3Yager R R.On the valuation of alternatives for decision-making under uncertainty. International Journal of Intelligent Sys-tems . 2002
  • 4Yager R R.Fuzzy modeling for intelligent decision making under uncertainty. IEEE Transactions on Systems,Man and Cyber-netics,Part B . 2000
  • 5Carbonell M,Mas Mayor M.On a class of monotonic extended OWA operators. TheSixth IEEE International Conference on Fuzzy Systems . 1997
  • 6Yager R R.Quantifier guided aggregation using OWA operators. International Journal of Intelligent Systems . 1996
  • 7O Hagan M.Aggregating template or rule antecedents in real-time expert systems with fuzzy set. Proc of the22nd Annu IEEE Asilomar Conf on Signals,Systems,Computers . 1988
  • 8Zadeh L A.A computational approachto fuzzy quantifiers in natural languages. Computers and Mathematics With Applications . 1983
  • 9Dubois D,Drade H.A review of fuzzy set aggregation connectives. Journal of Information Science . 1985
  • 10G. Beliakov.How to build aggregation operators from data. International Journal of Intelligent Systems . 2003

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