直觉模糊S-粗决策,Intuitionistic fuzzy S-rough decision
1)Intuitionistic fuzzy S-rough decision直觉模糊S-粗决策
2)intuitionistic fuzzy S-rough-set直觉模糊S-粗集
1.This paper expatiates the mathematics structures and characteristics ofintuitionistic fuzzy S-rough-set and the assistant set ofintuitionistic fuzzy S-rough-set.阐述直觉模糊S-粗集和直觉模糊S-粗集副集的数学结构与特性。
英文短句/例句
1.Target Gregariousness Algorithm Based on Assistant Set of Intuitionistic Fuzzy S-rough-set基于直觉模糊S-粗集副集的目标合群算法
2.Properties of Temporal Logic Operators and Extended Operations on Intuitionistic Fuzzy Singular Rough Sets直觉模糊S-粗集时态逻辑算子及扩展运算性质
3.On the Definition of the Fuzzy Sublattice, (α,β)-intuitionistic Fuzzy Sublattice and (s,t]-intuitionistic Fuzzy Sublattice关于模糊子格,(α,β)-直觉模糊子格和(s,t]-直觉模糊子格的定义
4.The Genetic of S-rough Fuzzy Sets and Its Model of Two Direction VariationS-粗模糊集的遗传与它的双向变异模型
5.The Representation of Fuzzy Structured Element for Fuzzy Number Intuitionistic Fuzzy Set Operations模糊数直觉模糊集运算的模糊结构元表示
6.Multi-criteria Decision-making Based on Fuzzy Number Intuitionistic Fuzzy Sets Geometric Operators基于模糊数直觉模糊集算子的多准则决策方法
7.A New Method for Aggregating Information Based on Interval-valued Intuitionistic Fuzzy Sets;一种区间直觉模糊信息集成的新方法
8.QoS-Aware Web Services Optimize Selection with Intuitionistic Fuzzy Set基于QoS直觉模糊集的Web服务优化选择
9.Clustering Validity Analysis for Data of Intuitionistic Fuzzy Sets直觉模糊集合数据的聚类有效性分析
10.Study on TL-Fuzzy Rough Sets and TL-Fuzzy Rough Sets on a Group;TL-模糊粗糙集及群上的TL-模糊粗糙集研究
11.Intuitionistic Fuzzy Sets Applied in Approximate Reasoning and Decision-Making;直觉模糊集在近似推理与决策中的应用
12.New Decomposition Theorem and Representation Theorem of the Intuitionistic Fuzzy Sets;直觉模糊集的新的分解定理与表现定理
positive Evaluation for Enterprise"s Driving Power to Sustainable Innovation Based on Intuitionistic Sets基于直觉模糊集的企业持续创新动力综合评价
14.Clustering technique to intuitionistic fuzzy sets data based on objective function基于目标函数的直觉模糊集合数据的聚类方法
15.Multi-criteria decision-making methods based on interval-valued intuitionistic fuzzy sets基于区间直觉模糊集的多准则决策方法
16.Approach to interval-valued intuitionistic fuzzy set multiple attribute decision making based on set pair analysis基于集对分析的区间直觉模糊多属性决策方法
17.Multi-criteria decision-making based on intuitionistic fuzzy sets geometric operators基于直觉模糊集改进算子的多目标决策方法
18.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
相关短句/例句
intuitionistic fuzzy S-rough-set直觉模糊S-粗集
1.This paper expatiates the mathematics structures and characteristics ofintuitionistic fuzzy S-rough-set and the assistant set ofintuitionistic fuzzy S-rough-set.阐述直觉模糊S-粗集和直觉模糊S-粗集副集的数学结构与特性。
3)intuitionistic fuzzy decision直觉模糊决策
1.To the questions of battlefield situation assessment(BSA),a technique for BSA based onintuitionistic fuzzy decision is proposed.针对战场态势评估问题,提出一种基于直觉模糊决策的评估方法。
4)one-direction S-rough intuitionistic fuzzy sets单向S-粗直觉模糊集
1.According to the fuzzy,uncertain and dynamical properties of the systems,based on intuitionistic fuzzy sets and one-direction S-rough sets,one-direction S-rough intuitionistic fuzzy sets is proposed.针对系统具有的模糊、不确定及动态特性,基于直觉模糊集和单向S-粗集理论,提出单向S-粗直觉模糊集,给出它的结构、性质、存在背景和意义解释。
5)Intuitionistic fuzzy S-set直觉模糊S-集合
1.Aiming at the dynamic nature of space group, a space group is described with a bidirectional intuitionistic fuzzy S-set, and its dynamic targets compose of the assistant set of intuitionistic fuzzy S-rough-set.针对空间群的动态性,用一个双向直觉模糊S-集合表示一个空间群,群中的动态目标构成直觉模糊S-粗集的副集。
6)intuitionistic fuzzy rough set直觉模糊粗糙集
1.The technology of attribute reduction based on theintuitionistic fuzzy rough set theory is described as to the problem of information loss in the process of discretization.本文针对传统的离散化技术所造成的信息丢失问题,提出了利用直觉模糊粗糙集合理论来进行属性约简的方法。
延伸阅读
模糊决策在模糊环境下进行决策的数学理论和方法。严格地说,现实的决策大多是模糊决策。模糊决策的研究开始较晚,但涉及的面很广,至今还没有明确的范围。常用的模糊决策方法有模糊排序、模糊寻优和模糊对策等。模糊排序 研究决策者在模糊环境下如何确定各种决策方案之间的优劣次序。例如,给定一个模糊序(一个反身、传递的二元模糊关系),或给定一个不传递的普通二元关系,如何近似地排出一个全序;对于有多种指标、多个效用函数的问题,如何利用模糊集合论的方法综合成一个排优次序,多层次的决策问题又应当如何排序。这些问题都已获得初步的解答。模糊寻优 给定方案集及各种目标函数和限制条件以后,寻求最优方案便成了一个优化问题。若目标函数或约束条件是模糊的,这时的最优化就称为模糊寻优。目标函数模糊化的一种途径是以模糊数作为目标函数值,通过模糊数的分析、运算来寻求条件极值。约束条件的模糊化是将约束定义成模糊集合。在线性规划中这样的推广导致模糊线性规划的研究,其结果是使普通的线性规划应用范围更广,能更加灵活地适应各种不同的情况。在非线性规划中有非对称模型和对称模型两种数学模型。①非对称模型:把接受约束作为先决条件,目标与约束二者的地位不是对称的。给定论域 X上的目标函数f(x)和X上的约束条件模糊集合 D,所谓在约束D之下极大化f的最优解M,就是X上的一个模糊子集,它具有隶属函数当等式右端的集合为空集时,μM(x)屌0。②对称模型:把目标和约束两者置于对称的地位。给定论域X上的目标函数f(x)和模糊限制集合D。设 令μF(x)=(f(x)-m)/(s-m)F是X上的一个模糊子集,其隶属函数与目标函数呈线性关系,称为目标集合,记为μN(x)=min(F(x),D(x))(凬 x ∈D),N 就是对称模型下的模糊最优解。模糊对策 当决策者在对方也有决策的情况下进行决策时,就需要应用对策论。如果双方在选取策略时接受一定的模糊约束,这就需要应用模糊对策论。参考书目D.Dubois, H.Prade, Fuzzy Sets and Systems,Academic Press, New York,1980.