淮北师范大学学报:自然科学版
淮北師範大學學報:自然科學版
회북사범대학학보:자연과학판
Journal of Huaibei Coal Industry Teachers College(Natural Science edition)
2012年
1期
63-66
,共4页
排序序列%层次分析法%判断矩阵
排序序列%層次分析法%判斷矩陣
배서서렬%층차분석법%판단구진
sort sequence%Analytic Hierarchy Process%judgment matrix
对层次分析法中判断矩阵的一致性问题进行研究,分析影响判断矩阵一致性的主要因素,在此基础上,提出利用排序序列构造判断矩阵的方法。算例分析表明,该方法所构造的判断矩阵不仅最大程度地保留了决策者的原始偏好信息,使判断矩阵的一致性精度有所提高。
對層次分析法中判斷矩陣的一緻性問題進行研究,分析影響判斷矩陣一緻性的主要因素,在此基礎上,提齣利用排序序列構造判斷矩陣的方法。算例分析錶明,該方法所構造的判斷矩陣不僅最大程度地保留瞭決策者的原始偏好信息,使判斷矩陣的一緻性精度有所提高。
대층차분석법중판단구진적일치성문제진행연구,분석영향판단구진일치성적주요인소,재차기출상,제출이용배서서렬구조판단구진적방법。산례분석표명,해방법소구조적판단구진불부최대정도지보류료결책자적원시편호신식,사판단구진적일치성정도유소제고。
The uniformity of judgment matrix in Analytic Hierarchy Process(AHP) is studied, and the main factors affected the uniform of judgment matrix are also analyzed a novel meth which using rank sequence to be the judgment matrix is proposed based on the research of it. The results of the example indicate that the judge matrix buihed by the proposed method not only preserves the original preference information as much as possible, but the computational complexity is reduced, moreover the uniformal precision of judgment matrix is improved.