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基于理想解的Vague物元決策方法及其應用

Method and application of Vague matter-element decision making based on ideal solution

  • 摘要: 結合物元理論和Vague集理論,提出模糊環境下的物元決策模型.介紹了Vague集的概念,給出Vague復合物元的定義.根據改進的Vague排序函數確定方案物元的正理想解和負理想解.利用相似度量確定各方案物元到理想物元的距離,計算方案的貼近度,以此選擇最優方案.用案例說明所提出的物元決策方法的應用過程.結果表明,本文提出的方法對模糊和不確定的決策問題具有較好的實用性.

     

    Abstract: Considering the theories of matter-element and vague set, a model of matter-element decision making under vague environment was proposed. The definition of vague sets was introduced and the compound vague matter-element was defined. The positive-ideal solution and negative-ideal solution of scheme matter-element were established by an improved order function of vague values. According to the similarity measure of vague values, the distances between scheme matter-element and ideal matter-element were calculated, and the best scheme could be selected by the rule of closeness degree. A numerical example is given to apply the proposed method, and the result shows that the proposed method is available for vague and uncertain decision making problems.

     

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