正规滤子,normal filter
1)normal filter正规滤子
1.Fuzzynormal filters of R_0-algebrasR_0代数中的模糊正规滤子
2.The notions of filters,generated filters,normal filters and prime filters etc.引入了伪NM代数的滤子理论,定义了滤子、生成滤子、正规滤子和素滤子等概念,研究了它们的特征性质,给出了生成滤子的结构,证明了在伪NM代数中素滤子与不可约滤子等价以及极大滤子必是素滤子,建立了伪NM代数的素滤子定理及其推论。
3.Some new properties of pseudo MTL-algebra are given,and an important counterexample is constructed to show that the sufficient and necessary condition for thenormal filter in pseudo BL-algebra is not true in pseudo MTL-algebra.给出伪MTL-代数(WPBL-代数)的一些新性质,通过一个重要反例说明了伪BL-代数正规滤子的充要条件在伪MTL-代数(WPBL-代数)中不再成立,并给出伪MTL-代数(WPBL-代数)正规滤子的一个新的等价条件。
2)normal MP-filter正规MP-滤子
1.This paper introduces the notions ofnormal MP-filters and Boolean MP-filters in basic R0-algebras(BR0-algebras for short).BR0-代数是MV-代数和R0-代数的共同基础,论文引入了BR0-代数的正规MP-滤子和布尔MP-滤子,讨论了他们之间的关系,给出它们的特征性质,并且给出了刻画正规BR0-代数的特征定理。
2.The concepts of MP-filters,generated filters,normal MP-filters and prime filters in implication lattice were introduced.在蕴涵格上定义了MP-滤子、生成滤子、正规MP-滤子与素滤子的概念,研究了它们的特征性质,讨论了正规MP-滤子和MP-滤子之间的关系,得到正规MP-滤子是MP-滤子的结论,证明了蕴涵格的素滤子定理。
3)normal MP-filter正规MP滤子
1.The structure of BR_0 algebras is studied by introducing the notions ofnormal MP-filters and Boolean MP-filters in basic R_0 algebras(BR_0 algebras for short),the relationship betweennormal MP-filters and Boolean MP-filters are studied.引入了BR0-代数的正规MP滤子和布尔MP滤子,讨论了他们之间的关系:布尔MP滤子是正规MP滤子,但反之不成立。
2.In this paper,to discuss further properties of MP-filters andnormal MP-filters of FI-algebras,a necessary and sufficient condition for nonempty set to be MP-filters in FI-algebras is given,and counterexamples reveal that MP-filters are not necessarilynormal MP-filters.为探讨FI代数中MP滤子与正规MP滤子的性质,给出了FI代数中非空子集成为MP滤子的充要条件。
4)normal prime filter theorem正规素滤子定理
1.Moreover,by the introducing the notion of PUL~*-algebras and constructing thenormal prime filter theorem of PUL~*- algebras, the completeness of system PUL~* is proved.同时,以PUL~*系统的Lindenbaum代数结构为背景引入PUL~*-代数概念,建立了相应的滤子理论,得到PUL~*-代数的正规素滤子定理,借此证明了PUL~*系统的完备性。
2.By thenormal prime filter theorem of PL~*-algebra, the completeness theorem of formal system PL~* is proved.其次,引入PL~*-代数及其滤子概念,得到PL~*-代数的正规素滤子定理,借此证明了PL~*系统的完备性。
5)fuzzy normal filter模糊正规滤子
1.The concept offuzzy normal filters is introduced in R0-algebras.在R0代数中引入模糊正规滤子的概念,给出其充要条件,得到了模糊正规滤子的扩张性质,讨论了模糊正规滤子与模糊滤子、截集之间的关系,最后,用模糊正规滤子刻画了正规R0代数M和正规商R0代数M/f。
6)normalizer[英]["n?:m?laiz?][美]["n?rml?,a?z?]正规化子
1.The discreteness of thenormalizers of Kleinian groups;Kleinian群正规化子的离散性(英文)
2.The nilpotent length of finite groups with given indices ofnormalizers of pimary subgroups;准素子群的正规化子具有给定指数的有限群的幂零长
3.Normalizer of Kleinian Subgroup of PU(2,1) and Discreteness of M(?)bius Groups in High Dimensions;PU（2，1）的Kleinian子群的正规化子及高维M（？）bius群的离散准则
英文短句/例句
1.Two Results on the Normalizer of the π-Hall Subgroup;关于π-Hall子群正规化子的两个结果
2.The Normalizer of Hall Subgroups and the Structure of Finite GroupsHall-子群的正规化子与有限群结构
3.Define and Properies of Quasi-normalizer and Quasi-centralizer;拟正规化子拟中心化子的定义及相关性质
4.The Discreteness of the Normalizers of High Dimensional Kleinian Groups;高维Kleinian群正规化子的离散性
5.Discreteness of Normalize of Discrete Subgroups in PU(n, 1) and an ApplicationPU（n，1）的离散子群的正规化子及其应用
6.CANONICAL QUANTIZATION OF GAUGE FIELDS (Ⅲ)--GRAVITATIONAL FIELD规范场的正则量子化(Ⅲ)——引力场
7.Pointwise L-Fuzzy Normal Subgroup;点态化的L-Fuzzy正规子群的性质
8.Regularization of Breit Quark Potential Model and Bound States of MesonsBreit夸克势模型正规化与介子束缚态
9.Normality、Subnormality and Hyponormality of Toeplitz Operators and Products of Toeplitz Operators;正规、次正规、亚正规的Toeplitz算子及Toeplitz算子乘积
10.Research on finding annihilators of Boolean functions based the algebraic normal form fast transformations一种代数正规形快速变换的零化子算法
11.Influences of the Centralier and S-Normality of a Minimal Subgroup on the Structure of a Finite Group;极小子群的中心化子及s正规性对群结构的影响
12.The military academies and schools are moving in the new direction of enlarged scale, modernized instruction, standardized management and socialized logistical support.军队院校开始走上规模化办校、现代化教学、正规化管理、社会化保障的新路子。
13.Aluthge transforms of essentially normal operators本性正规算子的Aluthge变换
14.Lastly, an example is put up for validating the method.文中给出设计实例，验证了不规则子阵多阶振幅量化的正确性。
15.Every normal operator is trivially subnormal.每一个正规算子显而易见地是次正规的。
16.Operators Related to Log-ω-hyponormality and p-ω-hyponormality与log-ω-亚正规性和p-ω-亚正规性相关的算子
17.The Immanence of Emergence of Non-formal Finance in China and its Formalization;我国非正规金融产生的内在性及其正规化
18.Study on the Regularization of Informal Sector in Developing Country发展中国家非正规部门正规化问题研究
相关短句/例句
normal MP-filter正规MP-滤子
1.This paper introduces the notions ofnormal MP-filters and Boolean MP-filters in basic R0-algebras(BR0-algebras for short).BR0-代数是MV-代数和R0-代数的共同基础,论文引入了BR0-代数的正规MP-滤子和布尔MP-滤子,讨论了他们之间的关系,给出它们的特征性质,并且给出了刻画正规BR0-代数的特征定理。
2.The concepts of MP-filters,generated filters,normal MP-filters and prime filters in implication lattice were introduced.在蕴涵格上定义了MP-滤子、生成滤子、正规MP-滤子与素滤子的概念,研究了它们的特征性质,讨论了正规MP-滤子和MP-滤子之间的关系,得到正规MP-滤子是MP-滤子的结论,证明了蕴涵格的素滤子定理。
3)normal MP-filter正规MP滤子
1.The structure of BR_0 algebras is studied by introducing the notions ofnormal MP-filters and Boolean MP-filters in basic R_0 algebras(BR_0 algebras for short),the relationship betweennormal MP-filters and Boolean MP-filters are studied.引入了BR0-代数的正规MP滤子和布尔MP滤子,讨论了他们之间的关系:布尔MP滤子是正规MP滤子,但反之不成立。
2.In this paper,to discuss further properties of MP-filters andnormal MP-filters of FI-algebras,a necessary and sufficient condition for nonempty set to be MP-filters in FI-algebras is given,and counterexamples reveal that MP-filters are not necessarilynormal MP-filters.为探讨FI代数中MP滤子与正规MP滤子的性质,给出了FI代数中非空子集成为MP滤子的充要条件。
4)normal prime filter theorem正规素滤子定理
1.Moreover,by the introducing the notion of PUL~*-algebras and constructing thenormal prime filter theorem of PUL~*- algebras, the completeness of system PUL~* is proved.同时,以PUL~*系统的Lindenbaum代数结构为背景引入PUL~*-代数概念,建立了相应的滤子理论,得到PUL~*-代数的正规素滤子定理,借此证明了PUL~*系统的完备性。
2.By thenormal prime filter theorem of PL~*-algebra, the completeness theorem of formal system PL~* is proved.其次,引入PL~*-代数及其滤子概念,得到PL~*-代数的正规素滤子定理,借此证明了PL~*系统的完备性。
5)fuzzy normal filter模糊正规滤子
1.The concept offuzzy normal filters is introduced in R0-algebras.在R0代数中引入模糊正规滤子的概念,给出其充要条件,得到了模糊正规滤子的扩张性质,讨论了模糊正规滤子与模糊滤子、截集之间的关系,最后,用模糊正规滤子刻画了正规R0代数M和正规商R0代数M/f。
6)normalizer[英]["n?:m?laiz?][美]["n?rml?,a?z?]正规化子
1.The discreteness of thenormalizers of Kleinian groups;Kleinian群正规化子的离散性(英文)
2.The nilpotent length of finite groups with given indices ofnormalizers of pimary subgroups;准素子群的正规化子具有给定指数的有限群的幂零长
3.Normalizer of Kleinian Subgroup of PU(2,1) and Discreteness of M(?)bius Groups in High Dimensions;PU（2，1）的Kleinian子群的正规化子及高维M（？）bius群的离散准则
延伸阅读
正规嵌入的子空间正规嵌入的子空间nwmaily -imbedded正规嵌入的子空间【~曰y~加山曰U目的甲.;一aop-M幼叨。pacuo加耽朋Oe no八npoc冲姐cTaOI空间X的子空间A，它在X中的每个邻域U，都存在一个集合H，是X中可数多个闭集之并，并且A CHCU.若A正规嵌人X，而X正规嵌人Y，则A正规嵌人Y.正规空间(加m川sp朗e)的正规嵌人子空间，就其诱导拓扑而言，本身是正规空间.这就说明了名称的缘由.空间的最终紧性等价于它可正规嵌人该空间的某个(因而任何)紧化(com·pac断ca石on).一般而言，最终紧空间的正规嵌人子空间本身是最终紧空间、【补注】终紧空间(6刀司卜一c0lr甲actsPace)就是U咳日证空间(Lindej6fsPaCe).胡师度、白苏华译
