1.
Fuzzy Decision-making Model for ASW Search Schemes based on Changing Weight Fuzzy Sets
基于可变权重模糊集的搜索方案模糊决策模型
2.
Integrated Entropy Weight and Variable Fuzzy Sets Evaluation Approach for Underground Space Resource Quality Problem
地下空间资源质量熵权与可变模糊集组合评估
3.
An Integrated Entropy Weight-Variable Fuzzy Sets Evaluation Approach for Small Town Disaster Vulnerability Problem
小城镇灾害易损性熵权与可变模糊集评估方法研究
4.
Variable fuzzy model based on combined weights and its application to risk assessment for flood control engineering
基于组合权重的模糊可变模型及在防洪风险评价中应用
5.
An improved method of Fuzzy Variable Weight combination forecasting;
一种改进的模糊变权重组合预测方法
6.
Consistent varying-weight fuzzy Petri net attack model based on both-branch fuzzy set
基于双枝模糊集的一致性模糊变权Petri网攻击模型
7.
Weight-definited Method Based on Intuitionistic Fuzzy Set in Water Resources Management
水资源管理中基于直觉模糊集的权重确定方法
8.
Weight Assignation of Dependability Attributes based on Fuzzy Analytic Hierarchy Process
可信性属性权重分配的模糊层次分析方法
9.
Study on Runoff Forecasting Methods Based on Variable Fuzzy Set Theory;
基于可变模糊集理论的径流预报方法研究
10.
Study on Variable Fuzzy Set Theory and Applications in Water Resources System;
可变模糊集理论在水资源系统中的应用研究
11.
Engineering method of variable fuzzy set for evaluating water environmental quality in Songhua River
松花江水环境质量评价模糊可变集合工程方法
12.
Assessment model of drought and flood disasters with variable fuzzy set theory
可变模糊集理论在旱涝灾害评价中的应用
13.
Suitability Evaluation of Urban land Based on Variable Fuzzy Sets Theory
基于可变模糊集理论的城市用地适用性评估
14.
Evaluation of surface water quality in Dalate Banner with fuzzy variable assessment method
应用可变模糊集理论评价达拉特旗地表水水质
15.
Fuzzy queries with weights based on fuzzy logic conjunctions
基于模糊逻辑带权重的模糊查询研究
16.
The Space of Fuzzy Chquet Integrable Functions and Set-valued Fuzzy Integral;
模糊Choquet可积函数空间与集值模糊积分
17.
Computing Method of Fuzzy Knowledge and It's Application Based on Rough Set Theory
基于粗集理论的模糊知识权重计算方法及其应用
18.
In fact, the fuzzy inference approach correspondes to a series of weighted arithmetic operator that the weights change continuously.
实际上 ,基于模糊推理的目标函数集成方法对应于连续变化权值的算术加权平均集成 .