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研究了属性值为实数且决策者对属性的偏好信息以直觉判断矩阵或残缺直觉判断矩阵给出的模糊多属性决策问题.首先介绍了直觉判断矩阵、一致性直觉判断矩阵、残缺直觉判断矩阵、一致性残缺直觉判断矩阵等概念,而后分别考虑关于直觉判断矩阵和残缺直觉判断矩阵的多属性决策问题,接着建立了基于直觉判断矩阵和残缺直觉判断矩阵的多属性群决策模型,通过求解这些模型获得属性的权重.进而给出了不同直觉偏好信息下的多属性决策方法.最后通过一个例子说明了该方法的可行性和实用性.
The problem of fuzzy multi-attribute decision-making given by intuitionistic judgment matrix or incomplete intuitionistic judgment matrix is studied, in which the attribute value is a real number and the preference information of the decision maker is given.At first, the intuition judgment matrix, the consistency intuition judgment matrix, the incomplete intuition judgment matrix, Conception of incompleteness and intuitionistic judgment matrix, and then consider the multi-attribute decision-making problems about intuitionistic judgment matrix and incomplete intuitionistic judgment matrix respectively. Then, a multi-attribute group decision-making model based on intuitionistic judgment matrix and incomplete intuitionistic judgment matrix is established. By solving these models The weights of attributes are obtained, then the multi-attribute decision-making methods under different intuition preference information are given.At last, an example is given to illustrate the feasibility and practicability of this method.