finite algebra
英 [ˈfaɪnaɪt ˈældʒɪbrə]
美 [ˈfaɪnaɪt ˈældʒɪbrə]
有限代数
双语例句
- By taking finite lattice implication algebra as a truth-value field, a syntactic system of lattice-valued propositional logic based on finite lattice implication algebra was proposed.
以有限格蕴涵代数为真值域，建立了基于有限格蕴涵代数的格值命题逻辑系统； - In chapter 2, we get some conclusions for the completion of the almost complete exceptional sequence of representation-finite type algebra and finite dimensional algebra using perpendicular category.
第二章借助垂直范畴得到了关于有限表示型遗传代数，任意有限维遗传代数上几乎完备例外序列补的一些结论。 - Is a finite dimensional Lie algebra and D(λ) the domain of value of the spectral parameter λ.
这里，是一有限维李代数，D（λ）是谱参数λ的值域。 - Then, we study the case of finite Boolean algebra based on the fact that any finite Boolean algebra is the direct product of a finite number of binary Boolean algebra.
然后，基于有限布尔代数是二元布尔代数的有限直积这一事实，讨论了有限布尔代数上的情况。 - From the famous Gabriel's theorem, a basic connected finite dimensional associative algebra A over an algebraically closed field can be looked as a quotient of a path algebra decided by a connected finite quiver Q.
由Gabriel定理，代数闭域上基的，连通的有限维结合代数A同构于一个由连通有限箭图Q确定的路代数的商代数。 - Let M be a von Neumann algebra with separable predual ( esp. finite von Neumann algebra), End ( M) be its endomorphism semigroup.
假设M是一个具有可分预对偶的vonNeumann代数（特别是有限的vonNeumann代数），End（M）是它的自同态半群。 - Secondly, for a finite dimensional semisimple Hopf algebra, we prove that the Killing form is an ad-invariant bilinear form, which leads to the further orthogonal relations between the center of Hopf algebras and the kernel of linear mapping induced by a left integral.
其次，证明了有限维半单Hopf代数的Killing型是ad-不变的双线性型，进而得到了Hopf代数的中心与积分所诱导的伴随映射的核在Killing型框架下的正交关系。 - We also can give the structure theorem for finite dimensional basic Hopf algebra of tame type in the radical graded case.
对于Tame型的BasicHopf代数，我们可以给出的是根分次情形的结构定理。 - The properties for atom of finite Boolean algebra
关于有限布尔代数的原子的性质 - On the structure of locally finite di-lie algebra
关于局部有限的DI-Lie代数的结构 - The Frechet differentiae over a finite dimensional associative algebra
有限维结合代数上的函数的Fréchet微分 - Let H be a finite Hopf algebra, B a commutative ring, H 0 the category of all commutative, co-commutative finite algebra, C the category of commutative rings and A of commutative groups.
设H为有限Hopf代数，B为交换环，H0为交换、余交换的有限Hopf代数范畴，C为交换环范畴，A为交换群范畴。 - Finally, we look at the dual situation, where the weak Hopf algebra is the dual of a finite groupoid algebra.
最后，我们来看一下对偶的情形，弱Hopf代数是有限广群代数的对偶。 - Finite automation algebra and its algorithm
有限自动机代数及其算法 - Reducibility of Representation on a Finite Dimensional Associative Algebra
有限维结合代数上表示的可约性 - The Computation of Finite Groups Using Computer Algebra
计算机代数用于有限群的计算 - The class of finite Boole Algebra is a true subclass of the class of F lattice-ordered semigroup.
有限Boole代数类是F格半群类的真子类； - Structural Constants of Finite Dimension Algebra and Coalgebra
有限维代数及余代数的结构常数 - All finite symmetry Boolean algebra are set algebra of a certain set X, Which has a doubly mapping.
有限的对称布尔代数都是某个带有一个对合映射的集合X上的集合代数。 - Idempotent preserving linear maps of matrix spaces of finite dimensional division algebra over real number field
实数域上有限可除代数矩阵空间保幂等的线性算子 - K_1 Group of Finite Dimensional Path Algebra
有限维路代数的K1群 - Finite automation algebra and its algorithm is proposed in this paper, it is useful in finite automation recognizing sentences.
本文提出有限自动机代数及其算法，它对于用有限自动机识别句子是有意义的。 - In this paper, we investigate a class of algebra, whose subalgebra of all left zero divisors is a finite dimension algebra. The structure theorem and decomposition theorem of these algebras are provided.
本文讨论一般域上的一类代数，它的左零因子组成有限维子代数，文中给出这类代数的结构定理和分解定理。 - We prove that if Ais a finite dimensional C-algebra, then Δ can be extended to be a bounded linear operator from A Ato A.
证明了：（1）若A可交换或A为一有限维的C-代数时，Δ可以延拓成为AA到A的一个有界线性算子； - Some Results of Killing-shape about Finite Dimensional Lie Algebra
有限维李代数Killing型一些性质 - Let H be a finite dimensional Hopf algebra and A a commutative H-module algebra.
设H是有限维Hopf代数，A是交换的H-模代数。 - Hochschild has introduced the cohomology of finite dimensional associative algebra, which is called Hochschild Cohomology.
Hochschild引进了有限维结合代数的上同调，今称之为Hochschild上同调。 - Especially to the finite dimensional Lie Algebra is a very important work.
特别是对有限维李代数结构和分类的研究，是一个非常关键并且具有重要意义的问题。 - In the paper, a property of groups has been generalized to finite dimensional semisimple algebra. Some counter-examples are constructed in the paper.
文章将群的一种性质推广到有限维半单代数，并用反例说明了这个性质在一般的环与代数中不成立。 - Assume A is a finite dimensional hereditary algebra over an algebraically closed field.
设A是代数闭域上的有限维遗传代数，A（1）是A的重复代数。