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Weighted Moving Averages for a Series of Fuzzy Numbers Based on Nonadditive Measures with σ − λ Rules and Choquet Integral of Fuzzy-Number-Valued Function

机译：基于非吸收度量的一系列模糊数量的加权移动平均值与Σ - λ规则和模糊数量函数的Choquet积分

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Zengtai Gong; Wenjing Lei; Kun Liu; Na Qin;
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年度 2020
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1. Weighted Moving Averages for a Series of Fuzzy Numbers Based on Nonadditive Measures with σ???λ Rules and Choquet Integral of Fuzzy-Number-Valued Function [J] . Zengtai Gong, Wenjing Lei, Kun Liu, Journal of Function Spaces and Applications . 2020,第1期

机译：基于非吸附措施的一系列模糊数量的加权移动平均值与Σ???λλ规则和组成模糊数量函数的组成
2. Weighted Moving Averages for a Series of Fuzzy Numbers Based on Nonadditive Measures with σ???λ Rules and Choquet Integral of Fuzzy-Number-Valued Function [J] . Zengtai Gong, Wenjing Lei, Kun Liu, Journal of Function Spaces . 2020,第1期

机译：基于非吸附措施的一系列模糊数量的加权移动平均值与Σ???λλ规则和组成模糊数量函数的组成
3. Choquet Integral of Fuzzy-Number-Valued Functions: The Differentiability of the Primitive with respect to Fuzzy Measures and Choquet Integral Equations [J] . ZengtaiGong, LiChen, GangDuan Abstract and applied analysis . 2014,第8期

机译：模糊数量函数的Choquet积分：基于模糊测量和Choquet整体方程的原语的可差异性
4. CMin-Integral: A Choquet-Like Aggregation Function Based on the Minimum t-Norm for Applications to Fuzzy Rule-Based Classification Systems [C] . Gra?aliz Pereira Dimuro, Giancarlo Lucca, José António Sanz, International Summer School on Aggregation Functions . 2017

机译：CMIN-Integral：基于应用于模糊规则的分类系统的最小T范围的Coquet-lige聚合函数
5. Two approaches to fuzzy measure theory: integrals based on pseudo-addition and Choquet's integral [D] . 室伏俊明. 1987

机译：模糊测度理论的两种方法：基于伪加法的积分和Choquet积分
6. Choquet integral-based fuzzy molecular characterizations: when global definitions are computed from the dependency among atom/bond contributions (LOVIs/LOEIs) [O] . César R. García-Jacas, Lisset Cabrera-Leyva, Yovani Marrero-Ponce, 2018

机译：基于Choquet积分的模糊分子表征：根据原子/键贡献（LOVIs / LOEIs）之间的依赖性计算全局定义时
7. Choquet Integral of Fuzzy-Number-Valued Functions: The Differentiability of the Primitive with respect to Fuzzy Measures and Choquet Integral Equations [O] . Zengtai Gong, Li Chen, Gang Duan 2014

机译：模糊数量函数的Choquet积分：基于模糊测量和Choquet整体方程的原语的可差异性

Weighted Moving Averages for a Series of Fuzzy Numbers Based on Nonadditive Measures with σ − λ Rules and Choquet Integral of Fuzzy-Number-Valued Function

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