彭家寅. 基于L*-值Luasiewicz蕴涵算子的直觉模糊推理全蕴涵方法[J]. 内江师范学院学报, 2018, (4): 42-47. DOI:10.13603/j.cnki.51-1621/z.2018.04.008
引用本文: 彭家寅. 基于L*-值Luasiewicz蕴涵算子的直觉模糊推理全蕴涵方法[J]. 内江师范学院学报, 2018, (4): 42-47.DOI:10.13603/j.cnki.51-1621/z.2018.04.008
PENG Jiayin. Full Implication Method of Intuitionistic Fuzzy Reasoning Based on L*-value Luasiewicz Implication Operator[J]. Journal of Neijiang Normal University, 2018, (4): 42-47. DOI:10.13603/j.cnki.51-1621/z.2018.04.008
Citation: PENG Jiayin. Full Implication Method of Intuitionistic Fuzzy Reasoning Based on L*-value Luasiewicz Implication Operator[J].Journal of Neijiang Normal University, 2018, (4): 42-47.DOI:10.13603/j.cnki.51-1621/z.2018.04.008

基于L*-值Luasiewicz蕴涵算子的直觉模糊推理全蕴涵方法

Full Implication Method of Intuitionistic Fuzzy Reasoning Based on L*-value Luasiewicz Implication Operator

  • 摘要:以L*-格值上的Lukasiewicz蕴涵算子为工具, 研究直觉模糊推理的全蕴涵三Ⅰ方法.给出了直觉模糊假言推理 (IFMP) 问题和直觉模糊拒取式推理 (IFMT) 问题的三Ⅰ方法的计算公式, 证明了在一定条件下它们具有还原性.研究了这两类问题的α-三Ⅰ算法和三Ⅰ约束算法, 提供了它们的计算公式.

    Abstract:The Full Implication Three Ⅰ method of intuitionistic fuzzy reasoning is studied by using the Lukasiewicz implication operator on the L*-lattice value as the tool.The formulas for the Three Ⅰ method of IFMP (Intuitionistic Fuzzy Modus Ponens) problem and IFMT (Intuitionistic Fuzzy Modus Tollens) problem are given, and their reducing properties under certain conditions are proved.Theα-three Ⅰ algorithm and three Ⅰ constraint algorithm for these two kinds of problems are studied, and their computational formulas are provided.

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