子代数的英文

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英文翻译
造句

subalgebra

子代 offspring; filial generation
数 frequently; repeatedly
闭子代数 closed subalgebra
不变子代数 invariant subalgebra
乘子代数 multiplier algebra
稠密子代数 dense subalgebra
嘉当子代数 cartan subalgebra
量子代数 quantum algebra
零化子代数 annihilator algebra
幂零子代数 nilpotent subalgebra
抛物子代数 parabolic subalgebra
全阵子代数 total matric subalgebra
算子代数 operator algebras
星子代数 star subalgebra
因子代数 factor algebra
子代数据 offspring data
波莱尔子代数 borel subalgebra
基的乘子代数 multiplier algebra for a basis
有限维子代数 finite dimensional subalgebra
三角形算子代数 triangular operator algebras
严格可递算子代数 strictly transitive operator algebra
子代 [生物学] offspring; filial generation 第一子代 the first filial generation
代数 [数学] algebra◇代数闭域 algebraic closed field; 代数编码 algebraic coding; 代数变换 algebraic transformation; 代数表达式 algebraic expression; 代数簇 algebraic variety; 代数等价 algebraic equivalence; 代数对数 algebraic logarithm; 代数对应 algebraic correspondence; 代数方法 algebraic method; 代数方程(式) algebraic equation; 代数分析 algebraic analysis; 代数符号 algebraic sign; algebraic symbol; algebraic digit; 代数根 algebraic root; 代数函数 algebraic function; 代数函数域 algebraic function field; 代数和 algebraic sum; algebraic addition; 代数恒等式 algebraic identity; 代数化 algebraization; 代数基本定理 fundamental theorem of algebra; 代数积 algebraic product; 代数积分 algebraic integral; 代数集合 algebraic set; 代数几何(学) algebraic geometry; 代数解 algebraic solution; 代数解法 algebraic method; 代数解析 algebraic analysis; 代数空间 algebraic space; 代数扩张 algebraic extension; 代数 k理论 algebraic k-theory; 代数逻辑 algebraic logic; 代数平均法 method of algebraic; 代数平均误差 algebraic average error; 代数曲线 algebraic curve; 代数群 algebraic group; 代数式 algebraic expression; 代数数 algebraic number; 代数数论 algebraic number theory; theory of algebraic numbers; 代数数域 algebraic numbers field; 代数同构 isomorphism of algebra; 代数同伦 algebraic homotopy; 代数同态 algebra homomorphism; 代数拓扑(学) algebraic topology; 代数微分方程 algebraic differential equation; 代数无关 algebraic independence; 代数项 algebraic term; 代数学 algebra; 代数循环 algebraic cycle; 代数语言 algebraic language; 代数语言学 algebraic linguistics; 代数语义学 algebraic semantics; 代数学家 algebraist; 代数运算 algebraic operation; 代数整数 algebraic integer; 代数值 algebraic value
簿子代 daughter of virus
皇子代 mikoshiro

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例句与用法

In this paper , we define the concepts of fuzzifying subalgebras , fuzzifying ideals , and fuzzifying implicative ideals in bck - algebras and discuss their properties and relations among them
在bck -代数中定义了不分明化子代数和不分明化理想的概念，讨论了它们的性质及彼此间的关系。
Derivation algebras play an important role in the research of lie algebras and lie superalgebras . until 1988 , the derivation algebras of finite dimensional modular lie algebras of cartan - type had been researched
由于导子代数在李代数及李超代数的研究中起着非常重要的作用。到1988年，已研究了有限维cartan型模李代数的导子代数。
The basic properties of matrix subalgebra were investiaged , the matrix subalgebra was generated by a single matrix , all maximal ideals were classified , the necessary and sufficient conditions for the subalgebra to be semisimple algebra were given
摘要研究了由一个矩阵生成的拒阵子代数的基本性质，给出了其极大理想的完全分类及这类子代数是半单代数的充要条件。
The system ip and relations of classification of generalized tautologies among the systems ip and its 3 - valued system and the system c2 is investigated . it is proved that generalized tautologies are decidable in the system ip
本文分两种情形b一0与p 0 ）研究了系统lp与其三元子代数及经典二值系统q之间（广川重言式的关系，指出在系统lp中广义重言式是可判定的
The c * - algebras considered are those that can be expressed as inductive limits of matrix algebras , matrix algebras over cuntz algebras , matrix algebras over extensions of cuntz algebras , and their hereditary c * - subalgebras . c * - algebras in the class are not necessary simple
我们要分类的c ~ * -代数可表示为矩阵代数， cuntz代数上的矩阵代数， cuntz代数的扩张上的矩阵代数及其可遗传的c ~ * -子代数的归纳极限。
Let f be a field and charf = p = 3 . in this paper the generators of modular simple lie superalgebras w , h , s , k and ho of cartan - type are determined . their derivation algebras and their dimensions are determined , also . the main results are following : ( l ) let t = { xki | 1 < i < m , 0 < ki < 3ti } , s = { xi | m + 1 < i < s } , then t sgenerates k ( m , n , t )
设f是特征p = 3的域，本文决定了f上有限维cartan型单李超代数w型， h型， s型， k型和ho型的生成元和它们的导子代数及其维数
Their size parameters , the largest probability of a successful impersonation attack and the largest probability of a successful substitution attack are computed ; chapter three use sympletic geometry to construct authentication codes with arbitration , some parameters and the largest probability of successful attack are also computed ; chapter four is about lattices generated by transitive sets of subalgebras under finite chevalley groups
并计算了相关参数及成功伪造和成功替换的最大概率；第三章在辛几何的基础上构造了具有仲裁的认证码，亦计算了相关参数及各种攻击成功的最大概率；第四章讨论了有限域上chevalley群作用下的子代数轨道生成的格。
In the third part , this paper studies the mp filters of mtl algebras from many respects . it gives the definition of maximal mp filters , provides the equivalent condition of maximal mp filters , depicts the structure of the subalgebras of mtl algebras , discusses locally finite mtl algebras ; studies the boolean filters of mtl algebras , proves if f is a boolean filters of m which is an mtl algebra , then m / - f is a boolean algebra and discusses local mtl algebras
第三章：从多方面研究了mtl代数的mp滤子，给出mtl代数极大mp滤子的定义；找出了是mtl代数极大mp滤子的等价条件；对mtl代数的子代数给予刻划；还讨论了局部有限mtl代数；研究了mtl代数的布尔滤子；证明了当f是mtl代数m的布尔滤子时， m f是布尔代数；还讨论了局部mtl代数。
We can give different structures on a tensor product h q to make it a bialgebra or hopf algebra . in [ 1 ] radford constructed a hopf algebra a x h with the smash algebra structure and the smash coproduct coalgebra structure , and pointed out that if a bialgebra b has a hopf subalgebra h and a projection ! : b - - > h , then there must be a subalgebra a of b such that b @ a x h is a bialgebra isomorphism
在张量积hq上可以给出不同的构造，使它成为双代数或hopf代数， radford在文献[ 1 ]中构造了以smash积为代数结构，余smash积为余代数结构的hopf代数a h ，并指出若b是双代数， h是b的子hopf代数，且存在投射： b h (即是双代数同态，且| _ h = id _ h ) ，则一定存在b的子代数a ，使ba h是双代数同构。
So r0 operator and godel operator are united in the systems ha the negation - a with respect to parameter a is defined in ha , the many - valued system h1 / 2 = ( [ 0 , 1 ] - 1 / 2 , 1 / 2 ) is discussed in detail . the classification theorem of tautologies in f ( s ) is obtained in h1 / 2 . the classfication of tautologies is defined on hq
本文还在h _系统中引入了带参数的非运算，较细致地研究了多值系统的子代数理论，以为赋值域建立了f ( s )中重言式的分类定理，并将广义重言式分类定理推广到系统h _ ( 0 1 )中。