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互补判断矩阵的几何距离最小二乘法
引用本文:成先娟,吕跃进.互补判断矩阵的几何距离最小二乘法[J].广州大学学报(自然科学版),2005,4(3):226-229.
作者姓名:成先娟  吕跃进
作者单位:广西大学,数学与信息科学学院,广西,南宁,530004
摘    要:基于最优化思想和点到平面的距离,提出了一种新的互补判断矩阵排序方法,并给出了一个计算排序权重的简洁计算公式,可直接由它求出原Fuzzy矩阵较为理想的排序向量,同时也指出了其他一些排序方法的不足.

关 键 词:判断矩阵  排序  最小二乘法
文章编号:1671-4229(2005)03-0226-04
修稿时间:2004年12月23

The geometric distance priority of the Fuzzy judgment matrix
CHENG Xian-juan,L Yue-jin.The geometric distance priority of the Fuzzy judgment matrix[J].Journal og Guangzhou University:Natural Science Edition,2005,4(3):226-229.
Authors:CHENG Xian-juan  L Yue-jin
Institution:CHENG Xian-juan,L(U) Yue-jin
Abstract:In this paper, a new method for prioritizing the Fuzzy judgment matrix which is based on the idea of optimization and the distance from the point to the flat surface is presented. The desired priority vector that could be obtained from the given counting formula can be derived from the original Fuzzy judgment matrix directly. This paper also points out the shortcomings of several frequent prioritizing methods for Fuzzy complementary judgment matrix. The obtained weight for raking alternatives fall into the normal range, thus the method is more rational and practical. Finally, a practical example is given to illustrate its feasibility.
Keywords:judgment matrix  priority  the Least Square Method
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