| 摘要: |
| 根据判断矩阵A的n个判断行生成n个具有一致性的判断矩阵A1,A2,…,An,并引入Ak与A偏差矩阵Bk,偏差量ek(k=1,2,…,n).如果Ai与A的偏差最小,则以第i行为最可靠判断行,并将A与Ai偏差最大的行中偏差最大的元素确定为首先需要校正的元素。 |
| 关键词: 判断矩阵 一致性矩阵 校正 |
| DOI： |
| 投稿时间：2000-10-10修订日期：2000-11-13 |
| 基金项目: |
|
| A Rectification Method of Judgement Matrix Based on Most Reliable Row of Judgement |
|
Wei Lanyong
|
| (Administrative Division of Scholastic Affairs, Guangxi Institute of Technology, Liuzhou, 545006) |
| Abstract: |
| The consistent judgement matrixes, A1,A2,…,An, are generated by the rows of judgement in matrix A.Bk is the deviation matrix between Ak and A, and the deviation scope is ek(k=1,2,…,n). If deviation between Ai and A is the least,we can affirm that Row i will be the most reliable judgement row of A.Based on this, we can find the element of larger deviation in the row of larger deviation between Ai and A,and make rectification. |
| Key words: judgement matrix consistent judgement matrix rectification |
