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The multiple attribute decision making problem with intervals is an important research topic.

带有区间数的多属性决策问题是有关多属性决策研究中的一个重要课题。

In consideration of incomplete information in the process of making decision, a class of multiple attribute group decision making problem with incomplete information is studied.

考虑到决策过程中信息的不完全性,对一类不完全信息的多属性群体决策问题进行了研究。

The sensitivity to weight in multiple attribute decision making problem with intervals is analyzed.

权重是用来衡量多属性决策问题中各属性相对重要性的,它在很大程度上影响决策问题的求解结果。

Acquiring preferential information of decision maker is the key for multiple attribute decision problem, a lot of these information is hidden in huge amount of historical data.

获取决策者的决策偏好信息是多属性决策问题的关键所在,这种偏好信息往往隐藏在大量历史数据中。

by analyzing multiple attribute decision making problem, the paper proposed a method for solving madm based on least square support vector machine.

摘 要:分析多属性决策问题,提出了基于最小二乘支持向量机的多属性决策方法。

Analytic hierarchy process is put forward suits to multiple attribute decision problem of complicated hierarchy structure.

层次分析法作为运筹学方法,把复杂的决策系统层次化,通过逐层比较各种关联因素组建有效模型,为分析和决策提供定量的依据。

According to the system safety theory and the multiple criterion decision theory, making choice for the scheme of the mishap risk control of the product is a multiple attribute decision making problem.

由系统安全理论以及多准则决策理论可知:产品事故风险控制方案的选择问题,是一个多属性决策问题,即应该从安全效果、花费资金、功能影响、进度影响四个方面来综合考虑方案的可行性及优劣与否。

To solve the uncertain multiple attribute decision making problem of the performance evaluation and selection of suppliers,a multi-level MADM model is developed quantitatively and qualitatively via the evidential reasoning for uncertainties.

针对供应商绩效评价与选择这一不确定多属性决策问题,采用证据推理方法建立一个具有不确定性包含有定量和定性的具有多层次结构的多属性决策分析模型。

This course will introduce a series of multiple criteria decision making methods and applications.

本课程主要介绍面对多准则决策时,所采用的多准则决策方法以及一些应用的案例。

The decision and method mentioned here are of certain universal significance to the optimiztion of other type multistage system.

本文的决策思想和方法对于其他类型多级系统的决策具有一定的普遍意义。

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