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fuzzy
相关语句
  模糊
    Research on Fuzzy Control of Nonlinear Systems
    非线性系统模糊控制研究
短句来源
    The Study of Testing and Evaluating the CSI in the P-M Fuzzy Measure Space
    关于在P—M模糊测度空间构建CSI测评体系的研究
短句来源
    Analysis and Application of Multivariable Fuzzy Time Series
    多变量模糊时间数列之分析及应用
短句来源
    Study on Theories and Application of Multiobject Fuzzy Pattern Recognition Decision Making
    多目标模糊识别优化决策理论与应用研究
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    Fuzzy Convex Analysis and Its Applications to Fuzzy Programming
    模糊凸分析及其在模糊规划中的应用
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  模糊性
    Theory and Application of Fuzzy Time-Frequency Analysis
    时频分析的模糊性及应用
短句来源
    Fuzzy Measures of Fuzzy Sets of Type O
    O型模糊集的模糊性度量
短句来源
    Fuzzy and grey are the double-characters of the information in supportability assessment and the fuzzy whitenization and grey incidence are effective method use in modern engineering realm.
    保障性评价中的信息往往具有模糊性和灰色性双重特征,而模糊白化和灰色关联是现代工程领域解决数据不确定性和数据量不足问题的有效方法。
    S-Countability and S-Lindelof Space in Intuitionistic Fuzzy Special Topological Space
    直观模糊性特别拓扑空间中的S-可数性及S-Lindelof空间
短句来源
    Information Aggregation Based on Fuzzy Preference Relations
    模糊性偏序关系上的信息融合
短句来源
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  模糊数学
    The Application of Fuzzy Mathematics to For casting and Planning for Special Talent
    模糊数学在人才预测、规划中的应用
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    Application of Fuzzy Mathematics to Evaluation of Achievements of Research and Development
    模糊数学在评价开发研究成果中的应用
短句来源
    The Application of Fuzzy Set to Meteorological Science
    模糊数学在气象科学中的应用
短句来源
    A Preliminary Study on the Application of Fuzzy Mathematics in the Science of Law
    模糊数学在法学中的应用初探
短句来源
    Foundations of Classical Mathematics and Fuzzy Mathematics
    数学基础与模糊数学基础
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  “fuzzy”译为未确定词的双语例句
    The Normal Fuzzy Set Structures and the Boolean_valued Models
    正规弗晰集合结构与布尔值模型
短句来源
    Some Basic Properties of the Normal Fuzzy Set Structures
    正规弗晰集合结构的一些基本性质
短句来源
    SEPARATION AXIOMS AND COMPACTNESS IN FUZZY TOPOLOGICAL SPACES
    不分明拓扑空间的分离公理与紧性
短句来源
    Fuzzy Topological Linear Spaces Ⅰ
    关于不分明拓扑线性空间Ⅰ
短句来源
    Transition Logic, Fuzzy Logic and Pansystem Logic (Ⅰ)
    转移逻辑、乏晰逻辑与泛系逻辑(Ⅰ)
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  fuzzy
More particularly, Genetic Algorithms, Artificial Neural Networks and Fuzzy Logic methods seem to be the most promising tools to speed up and optimize the search for new leads and focused libraries.
      
This paper deals with a secretary problem on fuzzy sets, which allows both the recall of applicants and the uncertainty of a current applicant receiving an offer of employment.
      
A kind of fuzzy linear programming problems based on interval-valued fuzzy sets
      
The objective of this paper is to deal with a kind of fuzzy linear programming problem based on interval-valued fuzzy sets (IVFLP) through the medium of procedure that turns IVFLP into parametric linear programming via the mathematical programming.
      
Approximation capabilities of multilayer feedforward regular fuzzy neural networks
      
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The fuzzy set theory is a rapidly growing branch of applied mathematics whereas the Boolean-valued model is a nonstandard model of the axiomatic set theory. This model has played a very important role in the independence proofs of the set theory. We have introduced in [1] the concept of the normal fuzzy set structure which is a characterization and generalization of fuzzy set theory and we have proved that any one normal fuzzy set structure is a Boolean-valued model of the axiomatic set...

The fuzzy set theory is a rapidly growing branch of applied mathematics whereas the Boolean-valued model is a nonstandard model of the axiomatic set theory. This model has played a very important role in the independence proofs of the set theory. We have introduced in [1] the concept of the normal fuzzy set structure which is a characterization and generalization of fuzzy set theory and we have proved that any one normal fuzzy set structure is a Boolean-valued model of the axiomatic set theory ZFa with urelements. We have attempted, so to speak, to set up a bridge between these two subjects. In the paper we have also provided a kind of clarification of [1] and a somewhat detailed explanation of the connection between the basic concepts of the normal fuzzy set structure and those of the existing fuzzy set theory. We have also introduced the concepts of ordinals and cardinals of the normal fuzzy sets. The study contained in this paper may be considered as a generalization and development of the theory of Boolean-valued model.

弗晰集合论是应用数学中发展十分迅速的一个领域,布尔值模型则是公理集合论的一种非标准模型,这种模型在集合论独立性证明中起着重要的作用.在文献[1]中我们曾引进正规弗晰集合结构的概念,这种正规弗晰集合结构是对弗晰集合论的一种本质的刻划与推广;在文献[1]中还证明了任一正规弗晰集合结构都是带本元的集合论公理系统ZFa的一个布尔值模型.这样,我们就在弗晰集合论与布尔值模型这两个领域间架起了一个桥梁.本文是对文献[1]的一种阐明,详细地阐明了正规弗晰集合结构与弗晰集合论中的一些基本概念之间的联系与转换,同时引进了正规弗晰集合结构的序数、基数等基本概念.本文的研究对布尔值模型方法也是一种推广与发展.

It has been proved in [2] that a normal fuzzy set structure is a kind of non-standard model of the axiomatic set theory with urelements. In this article, the basic properties of the normal set structures, especially those of substructures and the restricted formulas in the Boolean-valued structure, together with the isomorphism between the structure and the ground model M are investigated.We assume that the reader is familiar with [1]. In this paper, we will begin with an explanation of the notion of the...

It has been proved in [2] that a normal fuzzy set structure is a kind of non-standard model of the axiomatic set theory with urelements. In this article, the basic properties of the normal set structures, especially those of substructures and the restricted formulas in the Boolean-valued structure, together with the isomorphism between the structure and the ground model M are investigated.We assume that the reader is familiar with [1]. In this paper, we will begin with an explanation of the notion of the fuzzy set structure and give its specialization, by means of which the notion of normal fuzzy set structure is developed. Together with [1-4], this paper constitutes a unified treatment of fuzzy set theory and Boolean-valued set theory. It seems that this treatment can provide a sort of theoretical basis for the former and a kind of explication of the realistic significance of the latter.

在文献[2]中我们证明了正规弗晰集合结构是带本元的公理集合论的一类非标准模型.本文研究的正规弗晰集合结构的一些基本性质,主要是:子结构的性质;受囿公式在U~(B)中的性质和U~(2)与基础模型M的同构性质.

A link[1-4] in the unification of the fuzzy set theory[6,7,12] and the Boolean-valued set theory[9], this article provides the proof that the real-valued fuzzy set structure is a model of weak predicate algorithm WL through a study of its logic properties.

本文研究实值弗晰集合结构的逻辑性质,证明了这一结构是弱谓词演算WL的一个模型.本文是我们对弗晰集合论与布尔值集合论进行统一的一个环节.

 
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