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作 者:龙慧丰 罗敏霞 LONG Huifeng;LUO Minxia(College of Sciences,China Jiliang University,Hangzhou 310018,China)
出 处:《中国计量大学学报》2020年第4期524-530,共7页Journal of China University of Metrology
基 金:国家自然科学基金项目(No.61773019)。
摘 要:目的:研究图片模糊Frank聚合算子。方法:首先提出了图片模糊聚合算子的公理化定义。其次,基于图片模糊可表示三角范数和Frank三角范数,提出了一些运算。基于提出的运算,构造了图片模糊Frank加权平均聚合算子和图片模糊Frank加权几何聚合算子。结果:提出的聚合算子满足公理化定义,克服了现有的聚合算子的缺陷。结论:我们应用提出的聚合算子到多属性决策问题中,实例表明本文提出的聚合算子更灵活,更可靠。Aims:This paper aims study the Frank aggregation operators for picture fuzzy sets.Methods:First,the axiomatic definition of the picture fuzzy aggregation operators was given.Some picture fuzzy operations were constructed based on picture fuzzy representable t-norm and Frank t-norm.By these operations,picture fuzzy Frank weighted averaging(PFFWA)aggregation operators and picture fuzzy Frank weighted geometric(PFFWG)aggregation operators were proposed.Results:The proposed aggregation operators satisfied the axiomatic definition and overcame the defects of existing aggregation operators.Conclusions:The proposed aggregation operators can be applied to solve the multi-attribute decision problem.The result of the example shows that the proposed aggregation operators are more reliable and flexible.
分 类 号:TB9[一般工业技术—计量学]
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