模糊多准则决策

住宅建设投资方案评价方法新探&基于AHP的模糊多准则决策

Fuzzy Multiple Standards Decision on the Basis of AHP

基于Vague集模糊多准则决策记分函数法改进性探讨

Discussion on Improvement of Score Function Methods Based on Vague Sets for Fuzzy Multi-criteria Decision-making

基于AHP住宅建设投资方案评价的模糊多准则决策技术研究

The Research for Multiple Criteria Fuzzy Decisive Technology of the Evaluation of Residential Construction Investment Scheme Based on AHP

本论文主要研究粗糙集、vague集理论及其在群决策、信息检索和模糊多准则决策领域的应用。

In this dissertation , the focus is on rough sets theory and vague sets theory with their applications in group decision making problems , information retrieval and fuzzy multi-criteria decision making problems .

基于前景理论的信息不完全的模糊多准则决策方法

Multi-criteria fuzzy decision-making method based on prospect theory with incomplete information

信息安全风险评估的模糊多准则决策方法

Fuzzy Multi-Criteria Decision Making Method of Information Security Risks Assessment

基于灰关联分析的区间直觉模糊多准则决策方法

Method for Interval-Valued Intuitionistic Fuzzy Multicriteria Decision Making with Gray Relation Analysis

基于粗糙熵权的模糊多准则决策方法及应用

Fuzzy multiple criteria decision-making method and application based on rough entropy weight

模糊多准则决策问题广泛存在于日常生活中。

Fuzzy multi-criteria decision making ( MCDM ) problems are common in our daily life .

模糊多准则决策是不确定性多准则决策中一个十分重要的研究领域。

Fuzzy multi-criteria decision-making is a very important field of research in uncertain multi-criteria decision making .

基于A算法开发了一种启发式求解策略，通过模糊多准则决策定义了评估函数，继而对状态空间进行搜索并获取了满意解；

By defining the heuristic evaluation function as a fuzzy multi-criteria decision-making , a A-algorithm-based heuristic solving strategy was developed to obtain the satisfied solution in a reasonable time .

生活中存有大量模糊多准则决策问题，而直觉模糊多准则决策问题则是其很重要的一个分支。

There are a lot of Fuzzy Multi-criteria Decision-making ( FMCDM ) problems in the social and economic activities . And Intuitionistic Fuzzy Multi-criteria Decision-making problems are one important branch of them .

本文在现有的模糊多准则决策方法和前景理论基础上，研究了基于前景理论的区间数多准则决策方法以及基于前景理论的直觉模糊数多准则决策方法，并通过实证检测了方法的有效性。

On the basis of the existing methods and prospect theory , we investigate interval and intuitionistic fuzzy multiple criteria decision making problems based on prospect theory . The effectiveness of the developed approaches are verified by empirical method .

同时，还将个人股票投资者对于八支股票的投资意愿排序与利用本文决策方法，及期望效用理论计算得出的排序结果相比较，并进行分析，验证本文模糊多准则决策方法的可行性。

At the same time , we compare the order of the individual stock investors willingness to invest eight stocks with the order of the prospect value . Through analysis , the effectiveness of multi-criteria decision making method is validated .

提出度量粗糙集不确定性的粗糙熵概念，并基于粗糙熵对属性的重要度给出了定义，从而提供一种求解模糊多准则决策模型中准则权重的方法。

A rough entropy method to measure the uncertainty in rough sets is proposed , and the defination of the significance of attribute based on rough entropy is made . Accordingly , an approach to determine the criteria weight of fuzzy multiple criteria decision-making model is presented .

基于期望值-混合熵的区间概率模糊随机多准则决策方法

Interval probability fuzzy random multi-criteria decision-making approach based on expectation-hybrid entropy

动态模型的截面估计生态护坡方案优选的模糊多准则群决策

Crosssection estimate in dynamic model Fuzzy multi-attribute group decision-making approach prioritizing ecological revetment alternatives

模糊多准则群决策问题一般包含两个阶段：个人偏好关系的集结和在所集结的偏好关系上方案的选取。

The fuzzy multicriteria group decision-making follows two steps before to achieve a final decision : aggregation and exploitation .

目前，有关四参数区间直觉模糊数在多准则决策中的研究不多，因此对准则值为四参数区间直觉模糊数的多准则决策问题进行研究具有重要意义。

Currently , there are few multi-criteria decision making methods for four-parameter interval intuitionistic fuzzy numbers .

从而，中小企业信用评价问题便转换为基于拟线性模糊数的多准则决策问题。

Thus , the issue of SMEs credit rating is transformed the MCDM problem based on quasi-linear fuzzy numbers , which can be solved which the previous proposed decision making methods .

对准则权重完全确定或完全未知，准则值为区间灰色梯形模糊数的多准则决策问题进行了研究。

For the decision-making problems with certain criteria , a decision-making approach with certain weights of criteria and the criteria values in the forms of interval grey fuzzy trapezoidal numbers is proposed .

目前基于直觉模糊集的多准则决策问题已有很大进展，基于直觉模糊数的多准则决策的研究却很少。

So far , researches on intuitionistic fuzzy set based fuzzy multi-criteria decision-making have gained much progress . However , there are only few studies of intuitionistic fuzzy numbers based multi-criteria decision-making problems .

目前，基于模糊数的多准则决策方法取得了很大进展，但是随之也出现了一些问题。比如各种模糊数的提出使得模糊数的形式和类型不统一。

So far , researches on multi-criteria decision making methods based on fuzzy numbers have made great progress , but along them there appeared some new questions , one of which is all kinds of different types of fuzzy numbers make it very difficult to uniform the decision-making information .

基于直觉模糊集的多准则模糊决策问题

Multicriteria Fuzzy Decision-Making Method Based on Intuitionistic Fuzzy Sets

基于模糊数直觉模糊集算子的多准则决策方法

Multi-criteria Decision-making Based on Fuzzy Number Intuitionistic Fuzzy Sets Geometric Operators

对于枢纽型物流中心，运用模糊决策理论，提出一种新型的模糊多准则决策方法，并将其运用于物流中心的选址决策问题。

To hinge logistic center , based on the fuzzy decision theory , a new fuzzy multiple attribute decision-making ( FMCDM ) method is proposed , and it is applied to the evaluation and selection of logistic centers .

如何定义模糊偏好关系，并在此基础上形成群体的模糊偏好关系，就成为解决模糊多准则群决策的关键。

How to define the fuzzy preference relation aad aggregation these relations to get the objective preference relation becomes the key to solve these decision-making problems .

对直觉梯形模糊数理论进行了扩展，并建立了权系数信息完全或不完全、准则值为直觉梯形模糊数的多准则决策模型。

Models are constructed for the multi-criteria decision-making problems with certain or uncertain weights of criteria and the criteria values in the forms of intuitionistic trapezoidal fuzzy numbers based on extension of the theory of intuitionistic trapezoidal fuzzy numbers .