1) weighted evaluation
权重估计
2) weight vector rang estimation
权重向量区间估计
1.
To solve these problems, a new AHP method is presented by combining the weight vector rang estimation analytic theory with traditional evaluation index rejecting method.
针对用层次分析法(AHP)进行评价指标筛选过程中经常出现比较矩阵不一致、相对权重值差别较大等问题,将权重向量区间估计分析理论与传统的评价指标剔除方法相结合,提出了一种新的AHP评价指标筛选方法,并以海底管道工程方案评价指标体系的确定为例进行了实际应用,结果表明该方法具有较强的实用性和可操作性。
3) right assessment
权重评估
1.
Have an optimize research on the former monitoring section with the measures of right assessment and matter element analysis.
对泰山区目前水环境监测网络系统进行了综合分析评价 ,采用专家权重评估、物元分析方法对原监测断面进行了优化研究 ,在此基础上建立起新型监测网络的地理信息系
4) assessment weight
评估权重
1.
In terms of the current situations that there is lack of the practical and efficient credit assessment model,this article,firstly,builds the credit index system of the listed enterprises,secondly,makes use of AHP to determine assessment weights.
针对我国目前缺乏适用的、高效的系统信用评估模型的现状,首先构建了上市公司信用等级评估的指标体系,用层次分析法(AHP)确定出了各指标的评估权重,然后根据信用得分的定义得到了上市公司信用等级评估结果,最后给出了实例。
5) overweighting
[英]['əuvəweit] [美]['ovɚ,wet]
权重高估
1.
This article provides a theoretical account and identifies boundary conditions for the common beliefs about the “overweighting of small probabilities”.
本文提供了决策制定中“小概率权重高估”的理论依据并识别了边界条件。
6) weighted estimate
带权估计
1.
This paper considers weighted estimates of polynomial operator spectra by using the methods of integral,Rayleigh theorem and Schwartz inequality and establishes the inequality of upper bound of the(n+1) spectrum by depending on the former n spectra and the estimated coefficient is independent of the measure of the domain.
考虑多项式算子谱的带权估计,利用分部积分、Rayleigh定理、Schwartz不等式等方法,建立了用前n个谱来估计第n+1个谱的上界的不等式,且其估计系数与区域度量无关。
2.
This paper considers weighted estimates for eigenvalues of a differential system.
文章考虑某类微分系统特征值的带权估计,利用分部积分、Rayleigh定理和不等式估计等方法和技巧,获得了用前n个特征值来估计第n+1个特征值的上界的不等式,其估计系数与区域的几何度无关,其结果可以在物理和力学等领域中广泛应用。
3.
This paper considers weighted estimates for discrete spectrum of a partial differential system.
考虑一类偏微分系统离散谱的带权估计,利用分部积分、Rayle igh定理和不等式估计等方法和技巧,获得了用前n个特征值来估计第n+1个特征值的上界的不等式,其估计系数与区域的几何度无关,其结果在物理和力学等领域中应用广泛。
补充资料：权重
1.犹权力，大权。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条