It is rather difficult to aggregate individual preference into group's when we are making group decision with multiple objectives.
由于决策者的个人偏好效用难于进行比较和归并，使得多目标群决策问题成为难题。
We study multiple attribute decision-making problems with uncertain linguistic information, in which the preference values take the form of uncertain linguistic variables.
研究了偏好值以不确定语言变量形式给出的多属性决策问题。
While there is an extensive history of neuroscience, only recently has this discipline been applied to answer questions about decision making, choice, preference, risk and happiness.
虽然神经科学已经有了很长的历史，但只是在最近若干年，这一学科才用于回答关于决策、选择、偏好、风险和快乐等问题。
Choice preference of people will change along with variety of probability, the conclusion indicate deal with decision making problem should distinguish different probability conditions.
人们的选择性偏好会随着概率变化而发生改变，这说明对风险决策的研究应该区分不同的概率条件。
With respect to the group decision making problems with alternative preference information in form of ordinal interval, a method is proposed to analyze the decision making process.
针对方案偏好信息为序区间形式的群决策问题，提出了一种决策分析方法。
Based on partial preference information (i. e. weight), this paper presents a linear programming algorithm for multi objective decision making.
基于部分偏好信息(目标权重)，本文提出了多目标决策的一种线性规划算法。
The attribute preference number for multiple attribute decision making problems is introduced.
对于多属性决策问题，引进属性偏爱数概念。
The group decision making problems with linguistic preference relations are studied.
研究了具有语言偏好信息的语言群决策问题。
Through the method of unifying preference information into the utility value form, the subjective preference information of decision making group is aggregated.
采用将偏好信息一致化为效用值的方法，集结出决策群体的主观偏好信息。
Group decision making problems with different forms of preference information are discussed.
研究具有不同形式偏好信息的群决策问题。
Multiple attribute decision making problems with interaction are investigated, in which the attribute values and the preference information are expressed in the form of intuitionistic fuzzy numbers.
研究了决策者对方案的主观偏好值以及属性值均为直觉模糊数的且属性间存在关联的多属性决策问题。
A rule about multi-objective group decision making based on preference number is provided and the rule accords with Arrow rationality has been proved.
在此基础上，具体构造了一种多目标偏好数群的决策规则，并通过数学模型证明了该规则满足合理的特征条件。
In this paper, the preference-ratio measure relative to a pair of alternatives and the preference-ratio functional are introduced, respectively, for an individual and a group in group decision making.
本文引进群体决策的决策个体和决策群体关于供选方案对的偏比度，以及偏比泛函概念。
The results are as follows:Weight and qualitative objective are two types of primary preference information in fuzzy multi-objective decision-making.
权重和定性目标是模糊多目标决策的二类主要偏好信息。
Normal decision making is deeply involved in setting up mathematical models. It has two indispensable prerequisites: There is a stable preference system and a large capacity of calculation in human.
标准化决策强调建立数学模型，它有两个必要的前提假设：其一是个体有稳定的偏好系统，其二是计算能力强大。
The group decision making problems with fuzzy preference relations are investigated, where there are interactions phenomena among preference of decision makers.
研究了决策者对方案有模糊偏好且偏好间存在相互关联的群决策问题。
In the other-risk decision-making, the lost frame has more risk preference than the gain frame both under the positive emotion and the negative emotion.
在他人风险决策中，无论是在积极情绪还是消极情绪下，损失框架比获益框架都表现出更强的风险偏好。
In the other-risk decision-making, the lost frame has more risk preference than the gain frame both under the positive emotion and the negative emotion.
在他人风险决策中，无论是在积极情绪还是消极情绪下，损失框架比获益框架都表现出更强的风险偏好。
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