摘要
广义判断下的AHP(GJAHP)是在单准则下通过构造广义判断矩阵的数学模型而建立的一种广义AHP。本文提出了广义判断矩阵一致性的一种非参数统计检验方法——spearman秩相关系数法,给出了广义辅助矩阵的构造性定义,并进一步探讨了广义判断矩阵的可接受性。最后本文给出了GJAHP的应用实例。
The Analytic Hierarchy Process in Generalized Judgement (GJAHP),established by constructing mathematicdmodel of generalized judgement matriX under one criterion, is a kinds of generalized analytic hierarchy process(GAHP) ,This paper gives a nonparametric statistical test of generalized judgement matrix’s consistency the Spearman rank-order correlation coefficient and defines the generalized assistent matrix of generalized judgement matrix, and still it further studies the acceptability of generalized judgement matrix. Finally; the thesis cites a praictical case.
出处
《系统工程理论与实践》
EI
CSCD
北大核心
1995年第10期71-77,共7页
Systems Engineering-Theory & Practice
关键词
层次分析法
广义判断
一致性
检验
可接受性
AHP
the analytic hierarchy process in generalized judge-ment(GJAHP)
generalized judgement matrix
generalized assistent ma-tri
consistency test
Speaman rank-order correlation
coefficient
accept-ability