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Interval-Valued Hesitant Fuzzy Geometric Bonferroni Mean Aggregation Operator

机译:间隔估值的犹豫不决的几何Bonferroni平均聚合运算符

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Hesitant fuzzy set (HFS) is one of the most common used techniques for expressing the decision maker's subjective evaluation information. Interval-valued hesitant fuzzy set (IVHFS) is the extension of HFS and can reflect our intuition more objectively. In this paper we focus on the IVHF information aggregation methods based on Bonferroni mean (BM). We proposed the IVHF geometric BM operator (IVHFGBM) and weighted IVHFGBM operators. Some numerical examples for the operators are designed for showing their effectiveness. The desirable properties of weighted IVHFGBM operator are also discussed in detail. These operators can be applied in many areas especially in decision making problems.
机译:犹豫不决的模糊集(HFS)是表示决策者主观评估信息的最常见的使用技术之一。间隔估值的犹豫不决的模糊集(IVHFS)是HFS的延伸,可以更客观地反映我们的直觉。在本文中,我们专注于基于Bonferroni的IVHF信息聚合方法(BM)。我们提出了IVHF几何BM运算符(IVHFGBM)和加权IVHFGBM运算符。用于操作员的一些数值示例用于显示其有效性。还详细讨论了加权IVHFGBM操作员的理想性质。这些运营商可以应用于许多领域,特别是在决策中存在问题。

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