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fuzzy filters
    Anti Fuzzy Filters and Anti Fuzzy Order Ideals
    自反模糊滤子与自反模糊序理想
    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
    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)
    Intuitionistic Fuzzy Filters of BCI-algebras
    BCI-代数的直觉模糊滤子
    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
    2. The concepts of normal fuzzy filters, maximal fuzzy filters and completely normal fuzzy filters of lattice implication algebras are proposed, and some of their properties are discussed.
    2.提出了格蕴涵代数中正规模糊滤子的概念,讨论了它的一些性质。
    3. The notions of intuitionistic fuzzy filters and intuitionistic fuzzy lattice dual ideals in lattice implication algebra are introduced.
    3.提出了格蕴涵代数中直觉模糊滤子的概念,讨论了它的一些性质。
    It is shown that every intuitionistic fuzzy filter is an intuitionistic fuzzy lattice dual ideal. Some characterizations of intuitionistic fuzzy filters are also established.
    提出了直觉模糊格对偶理想的概念,证明了每个直觉模糊滤子都是直觉模糊格对偶理想;
    Based on the existing results of lattice implication algebra, the properties of filters, fuzzy filters and ideals are further discussed in this paper, in order to provide certain theoretical basis for lattice-valued system.
    本文基于格蕴涵代数已有的性质,进一步讨论了滤子、模糊滤子和理想的性质,以期对格值逻辑系统提供一定的理论基础。
    Thirdly, the definition of product L—interval valued fuzzy filter space is given and the product filter of a family of L—interval valued fuzzy filters is charactized.
    第三,定义了乘积L-区间值模糊滤子空间,给出了一族L-区间值模糊滤子的积滤子的特征定理。
    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.
    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.
    conversely, we induce an anti fuzzy filter by an anti fuzzy order ideal. Finally, we prove that there is a bijection between the set of all anti fuzzy filters of a BCK algebra X and the set of all anti fuzzy order ideals of the adjoint semigroup M(X) of BCK algebra X .
    反过来 ,由自反模糊序理想也可诱导一个自反模糊滤子 ,最后证明了 BCK-代数 X的所有自反模糊滤子的集合与 BCK-代数伴随半群M( X)的所有自反模糊序理想的集合之间存在一一对应 .
    Finally, the congruence relations are defined by fuzzy filters, relations between filters and fuzzy filters are discovered and the quotient R 0  algebras induced by the congruence relations is given.
    最后以模糊滤子为工具定义 R0 -代数上的同余关系 ,讨论了滤子与模糊滤子之间的联系 ,并给出了由同余诱导的商 R0 -代数
    The properties of the fuzzy filters of lattice implication algebras are further studied on the basis of the structures of lattice implication algebra. It is shown that a family of congruence relations can be induced by a fuzzy filter of lattice implication algebra. The algebraic structure of this family of congruence relations, along with the homomorphism mapping between the quotient lattice implication algebras induced by the congruence relations, is also studied
    在格蕴涵代数基本结构基础上进一步研究了格蕴涵代数的模糊滤子的性质 ,指出了模糊滤子可以诱导出格蕴涵代数的一簇同余关系 ,并研究了这簇同余关系的代数结构及这些同余关系所诱导的商代数之间的同态映射
 

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