Sometimes the result may be even wrong. Aimed at this problem, the original AHP is extended by obtaining normalized interval weights which are more flexible than the old ones.
针对这一问题，对传统的AHP进行了扩展，提出了具有标准化区间权重的层次分析法，结果更具柔性。
In this paper, a new method for the calculating weights in the uncertain interval judgment matrix is proposed, and the interval weight of alternatives are obtained by solving a program problem.
对不确定性区间判断矩阵的权重计算问题进行了研究，给出了一种新的权重计算方法，通过求解一个规划问题得到了各方案的区间权重。
The uncertain multiple attribute decision-making problem is discussed, in which the attribute weights and the attribute values are in the forms of interval Numbers.
研究了属性权重和属性值均以区间数形式给出的不确定多属性决策问题。
Based on the gray system theory, the multi-attribute decision making problem is discussed, in which both the attribute values and the attribute weights are interval gray Numbers.
以灰色系统理论的思想与方法为基础，探讨了属性值和属性权重均为区间灰数的多属性决策方法。
In this paper, with respect to ranking weights problem of interval Numbers reciprocal judgment matrices, a method is proposed based on error analysis.
在本文中，针对区间数互反判断矩阵的排序问题，提出了一种基于误差分析的排序方法。
For interval multiple attribute group decision making problems, in which all attribute weights and attribute values are interval Numbers, an approach based on CC-OWG operator is developed.
对于不完全信息的群体多属性决策问题，研究在各决策者给出属性权重信息有冲突的情况下个体属性权重信息的集结问题。
With respect to multiple attribute decision-making problem in which both the attribute weights and attribute values are interval Numbers, a new method of grey relational analysis (GRA) is proposed.
针对属性权重和属性值均为区间数的多属性决策问题，提出了一种新的灰色关联分析法。首先定义了区间数正理想方案，由此计算出各方案相对于正理想方案的区间数灰色关联系数。
With respect to multiple attribute decision-making problem in which both the attribute weights and attribute values are interval Numbers, a new method of grey relational analysis (GRA) is proposed.
针对属性权重和属性值均为区间数的多属性决策问题，提出了一种新的灰色关联分析法。首先定义了区间数正理想方案，由此计算出各方案相对于正理想方案的区间数灰色关联系数。
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