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研究了一类不完全信息的多属性决策问题,建立了方案支配关系的优化模型.给出了属性权重集合的极点的两种求法,提供了求解模型的算法.所提供的算法只需要简单的矩阵运算,从而降低了计算时间,并且用数值例子来描述该算法.
This paper studies a class of multi-attribute decision-making problems with incomplete information and establishes an optimization model of the solution of the program’s dominance. Two methods are given for the poles of the set of attribute weights and an algorithm for solving the model is provided. The proposed algorithm only needs a simple Matrix calculation, thus reducing the calculation time, and numerical examples to describe the algorithm.