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From the view of the number of composition series and table subset of order or elementary abelian table algebra is depicted by making use of fundamental theorem on homomorphism of table algebra.

分别从合成列及表基的p阶、阶表子集的数目角度刻画了初等abelian表代数。

Arad and Blau proved that an abelian table algebra can be viewed as a group algebra of some abelian group G. Chapter 3 of this paper gives the structural theorem of abelian table algebras by defining a group structure in table basis. Furthermore, the structure of elementary abelian table algebras is discussed using the number of composition series of table algebras.

Arad和Blau证明了abel表代数等价于某个有限生成abel群G的群代数,受此启发本文第3节通过定义表基的一个群结构给出了abel表代数的结构定理,并从合成列数目的角度对初等abel表代数进行了细致刻画。

In addition, access control policies of aggregated resources can be formulated as expressions of the algebra. Several algebraic properties of policy expressions are discussed. It shows that the algebraic properties of policy expressions can be used to verify whether policy composition results meet the protection needs of each party.

用代数表达式形式化地描述聚合资源的访问控制策略,讨论了策略表达式的若干代数性质,说明可借助策略表达式的代数性质去验证策略合成结果是否符合各方对聚合资源的保护性需求。

A C++ program is developed for composing the stiffness matrix of the temperature field, saving it in changing bandwidth method and calculating the linear algebraic function group through using the Gauss eliminating method. A module for drawing the color fringe of tire temperature field is created, which makes the result more visual. Taking the 9.00-20 cross-ply tire on CA1092 as an example, the finite element numerical simulation analysis of automobile tire 2-D steady temperature field is completed. Through comparing the result with the analysis data by ANSYS, this software is proved to be capable of the modeling, calculating and post-processing of FEA of automobile tire 2-D steady temperature field.

采用C++语言完成了温度刚度矩阵的总体合成及其一维变带宽存贮,以及线性代数方程组高斯消去法求解等工作,采用C++语言实现了汽车轮胎二维稳态温度场云纹图的绘制,使得计算结果更加直观,也更能形象地显示汽车轮胎二维稳态温度场的分布状况,以CA1092(原CA142)五吨载货汽车用9.00-20尼龙斜交胎为例,进行了汽车轮胎二维稳态温度场有限元数值仿真分析,通过与ANSYS分析结果进行比较,说明所开发的有限元建模、求解以及后处理软件能够用于汽车轮胎二维稳态温度场有限元分析。

To regulate policy composition and guarantee its correctness, an algebraic model called APoCA (attribute-based access control policy composition algebra) is proposed for composing access control policy. In APoCA, an authorization relation between entities is described at the attribute level. APoCA fertilizes the existing formal frameworks by taking into account the computation of attribute values.

为了规范策略合成和保障策略合成正确性,基于属性刻画了实体间的授权关系,通过属性值的计算结构扩展了现有的策略合成形式化框架,建立了新的基于属性的策略合成代数模型APoCA(attribute-base access control policy composition algebra)。

We give a new proof for the triangular decomposition theorem of affine composition algebras.

我们给出了仿射合成代数的三角分解定理的一个新证明。

We use algebra to describe the semantics. Algebra provides a common base for function, class and algebra specification.

它以代数作为数学基础,这使得函数、类和代数规范等具有统一的合成基础。

In the research to demand of International reserves,first, according to the affective character of demand to transition of International reserves, choosing the decision theory of Markov and dynamic transition equation as basic model, the paper has set up two transition methods--- stationary matrix and dynamic matrix, the later matrix has improved the sensitive reaction to time and velocity. Second, combining with knowledge of linear algebra, the paper has analyzed and testified the positive associated relation between transition matrix elements on main diagonal and the convergent speed of system, and explained why international reserves transition embodies the character under new situation and why the transition process can be accelerated by the strike of international idle money. Third,on the quantitative calculating to elements of transition matrix,referring to multiplication theory and decomposing-composing method of system, the paper has transformed main three-factor deciding confidence of international monetary into detail modulus by comparing analysis measure,now the matrix has been decided.

在国际储备的需求分析研究中,本文首先选择马尔可夫转移方程作为基础模型,根据需求对外汇储备结构的影响特点,提出非定常转移矩阵变换方法,拓展了马尔可夫变换对时间和速度的敏感性;结合线性代数知识,分析证明了定常转移矩阵的主对角线元素值的大小与系统的收敛速度的正向关联关系,并利用结论解释了国际货币新动向下外汇储备转换表现出的趋势特点以及国际游资冲击对国际货币结构变化的加速影响;在转移矩阵元素的量化计算上,本文参考乘数理论和系统分解合成原理,采用对比分析方法把影响国际货币信心的三大要素综合量化为转移偏好系数,然后根据转移偏好系数确定转移矩阵的元素值,其中还分别具体给出了定常转移矩阵和非定常转移矩阵的计算方法及在变换中的使用方法,从而不仅在定量分析上应证了定性分析结论,而且反映了随时间变化的美圆、欧元、日圆的比例结构均衡过程。

Divide the whole region D into finite units and corresponding link points may be obtained. Constructing the equation of variation calculation about every element leads to the finite number of equations. Further more, algebra equation group for general synthesis are gained by adding these finite number of equations, that is,{T}={P} where is the coefficient matrix of the equation group, or say the temperature rigidity matrix,{T} is the row vector of unknown temperature and {P} is the row vector of the terms on the right side of the equation.

然后将整体区域D划分成有限个单元并得到相应的有限个节点,从而可以得到关于每个单元的变分计算方程,将这有限个方程相加就得到了总体合成的代数方程组,即{T}={P},其中为方程组的系数矩阵,也称温度刚度矩阵,{T}为未知温度值的列向量,{P}为等式右端项组成的列向量。

Feasibility of this approach was analysed and composite algorithm was presented. Efficiency of this complicated process modeling was improved by solving time-related factors in the model with maximum addition algebra.

分析了该方法的可行性,给出了具体的合成算法和利用极大加法代数求解所建模型中相关时间的方法,从而提高了这类复杂过程建模的效率。

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