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模糊滤子
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  fuzzy filter
     L-Interval Valued Fuzzy Filter Space and Its Category L-IVF
     L-区间值模糊滤子空间及其范畴L-IVF
短句来源
     4. Determined the relation between fuzzy filter and fuzzy LI-ideal.
     4.讨论了模糊滤子与模糊LI-理想之间的关系。
短句来源
     Finallly, the category of L—interval valued fuzzy filter space L—IVF and the category of Hausdoff L—interval valued fuzzy filter space L—IVFHaus are studied carefully.
     最后,研究了L-区间值模糊滤子空间范畴L-IVF和Hausdorff L-区间值模糊滤子空间范畴L-IVFHaus的性质。
短句来源
     L-Interval Valued Fuzzy Filter Space and its Hausdorffness
     L-区间值模糊滤子空间及其Hausdorff分离性
短句来源
     The notions of fuzzy ultra filters and fuzzy obstinate filters in BL-algebras are introduced and the following are proved to be equivalent for non-constant fuzzy filter f in BL-algebra L:(1)f is Boolean and prime,(2)f is implicative and prime,(3)f is ultra,(4)f is obstinate.
     在BL-代数中引入模糊超滤子和模糊固执滤子的概念,证明了如下条件对于BL-代数的非常数模糊滤子f来说是等价的:(1)f是布尔的和素的,(2)f是蕴涵的和素的,(3)f是超的,(4)f是固执的。
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  fuzzy filters
     On Fuzzy Filters and Fuzzy Ideals of BL-algebras
     关于BL-代数的模糊滤子与模糊理想(英文)
短句来源
     Fuzzy Filters in Effect Algebras and the Relationship between Effect Algebras and Two Fuzzy Algebraic Systems
     效应代数中的模糊滤子及其与两种模糊代数系统之间的关系
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     Intuitionistic Fuzzy Filters of BCI-algebras
     BCI-代数的直觉模糊滤子
短句来源
     A Note on the Fuzzy Filters of Lattice Implication Algebras
     关于格蕴涵代数模糊滤子的一个注记
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     Anti Fuzzy Filters and Anti Fuzzy Order Ideals
     自反模糊滤子与自反模糊序理想
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  “模糊滤子”译为未确定词的双语例句
     8. Proposed the concepts of L-fuzzyfilter and L-fuzzyideal of lattice implication algebra and investigated their properties and the relation between them.
     8.提出了L-型模糊滤子和L-型模糊理想的概念并讨论了它们的基本性质及它们之间的关系。
短句来源
     9. Proposed the concepts of L-fuzzyassociative filter,discussed it's properties andthe relations between L-fuzzyassociative filter and associative filter and between filter and L-fuzzyassociative filter.
     9.提出了格蕴涵代数的L-型模糊关联滤子的概念,讨论了L-型模糊关联滤子的性质,指出了L-型模糊关联滤子与关联滤子、L-型模糊关联滤子与L-型模糊滤子的关系。 n 西南交通大学研究生搏士学位论文
短句来源
     The quotient about the congruence relation is still a Heyting algebra.
     第三章 研究了Heyting代数中的模糊滤子
短句来源
     There is a bijection between the set of all filters and the set of all congruence relations in Heyting algebras.
     首先,定义了Heyting代数的模糊滤子,证明了模糊滤子等价于保有限交的模糊集,并从截集、强截集的方面考察了模糊滤子的性质,得到了模糊滤子的另外两个等价刻画;
短句来源
     3.Proposed the notion of n-fold fuzzy implicative filter, then studied its propositions.
     3.提出了n-重模糊关联滤子的概念,研究了它的性质,讨论了它与模糊滤子和n-重关联滤子之间的关系,以及对不同的自然数n,n-重模糊关联滤子之间的关系。
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  fuzzy filter
In particular, the concept of a fuzzy subgroup with thresholds is extended to the concept of an interval valued fuzzy filter with thresholds in BL-algebras.
      
Experimental result shows that new filter gives superior performance to conventional filters and currently used fuzzy filter.
      
An adaptive fuzzy filter for coding artifacts removal in video and image
      
For de-blocking, the blocking strength is identified to determine the filtering range, and the maximum quantization parameter of the image is used to adapt the 1D fuzzy filter.
      
For de-ringing, besides the edge detection, a complementary ringing detection method is proposed to locate the neglected ringing blocks, and the gradient threshold is adopted to adjust the parameter of 2D fuzzy filter.
      
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  fuzzy filters
By using this new idea, the notion of interval valued (∈, ∈ ∨q)-fuzzy filters in BL-algebras which is a generalization of fuzzy filters of BL-algebras, is defined, and related properties are investigated.
      
In this paper, we introduce the notions of interval valued $${(\in,\in\vee q)}$$-fuzzy filters and interval valued $${(\in,\in\vee q)}$$ -fuzzy Boolean (implicative) filters in R0-algebras and investigate some of their related properties.
      
Some characterization theorems of these generalized fuzzy filters are derived.
      
In this paper we introduce and study new concepts of convergence and adherent points for fuzzy filters and fuzzy nets in the light of the Q-relation and the Q-neighborhood of fuzzy points due to Pu and Liu [28].
      
We show that there is a relation between the convergence of fuzzy filters and the convergence of fuzzy nets similar to the one which exists between the convergence of filters and the convergence of nets in topological spaces.
      
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The concepts of U-convergence of molecular nets and fuzzy filters and of L-fuzzy U-sets in L-fuzzy topological spaces are introduced. Their characteristics and mutual relationships are systematically discussed. The results obtained by L. L. Herrington in (1976) are extended. The important properties that the concept of L-fuzzy U-sets is U-closed hereditary and topological invariant are proved.

引进了分子网和模糊滤子的U-收敛性以及L-fuzzyU-集等概念,系统地研究了这些概念的特征及其相互关系,推广了HerringtonLL的结果.证明了L-fuzzyU-集是U-闭遗传的、拓扑不变的等重要性质.

In this paper,the m convergeneces of fuzzy net and fuzzy filter are introduced in the fuzzy topological space.The relations between the m convergences of fuzzy net and fuzzy filter are investigated.The theorem of relations between the Hausdorff topology and the m convergences of fuzzy net,fuzzy filter are obtained.The theorem of the geometrical characteristics concerning Hausdorff topology is described.

本文在模糊拓扑空间中引进了模糊网和模糊滤子的m收敛概念,探讨了模糊网的m收敛与模糊滤子的m收敛之间的关系,得到了Hausdorf拓扑与模糊网的m收敛和模糊滤子的m收敛之间的关系以及刻画Hausdorf拓扑几何特征的定理。

Lattice implication algebra is a new algebraic structure to study the lattice valued logic system. This paper is devoted to the study of the model properties of lattice implication algebra. For formalized lattice implication algebra theory T , it is proved that T is preserved under submodels, unions of chains and homomorphisms; T is neither complete nor model complete, and hence there exists no built-in Skolem function. Moreover, the ultraproduct lattice implication algebras and the fuzzy ultraproduct...

Lattice implication algebra is a new algebraic structure to study the lattice valued logic system. This paper is devoted to the study of the model properties of lattice implication algebra. For formalized lattice implication algebra theory T , it is proved that T is preserved under submodels, unions of chains and homomorphisms; T is neither complete nor model complete, and hence there exists no built-in Skolem function. Moreover, the ultraproduct lattice implication algebras and the fuzzy ultraproduct of fuzzy subsets of lattice implication algebras are proposed by using the concept of ultrafilters, with the corresponding properties of fuzzy filters, fuzzy associative filters and fuzzy lattice implication subalgebras being discussed.

讨论有关格蕴涵代数结构的模型论性质 ,证明了形式化格蕴涵代数理论T保子模型、保模型链之并、保模型同态 ,理论T不是完备的、也不是模型完备的 ,因而不存在内在Skolem函数。另外 ,文中借助于超滤概念提出了格蕴涵代数簇的超积及格蕴涵代数中模糊子集的模糊超积 ,并进而研究了模糊滤子、模糊关联滤子及模糊子格蕴涵代数的相应性质。

 
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