 全文文献 工具书 数字 学术定义 翻译助手 学术趋势 更多   形矩阵 的翻译结果: 查询用时：0.358秒 在分类学科中查询 所有学科 数学 更多类别查询 历史查询  形矩阵  form matrix
 The paper, starting with seeking the basis relative to Jordan form matrix, in virtue of theory of chareteristic Values, discussed the method of finding the Jordan canonical matrix J = P-1AP of matrix A and invertible matrix p. 本文从寻求对应若当形矩阵的基底出发,利用有关特征值的理论给出了求矩阵A的若当标准形J=P~(-1)AP及可逆矩阵P的方法。 短句来源 Many experts have investigated the special Jordan normal form matrix (such as 2×2 Jordan normal form matrix ) , In this paper the author discusses the general Jordan normal form matrix J=J_(m_1)(λ_1)…J_(m_l)(λ_l), and proves the necessary and sufficient condition for the existing of square-rooting Matrices of J. 基于Jordan标准形矩阵的特殊情况,讨论了一般情形的Jordan标准形矩阵J=Jm1(λ1) … Jml(λl)的平方根矩阵问题,得到了J的平方根矩阵存在的充分必要条件。 短句来源 Jm1(λl). We obtain the sufficient andnecessary condition for J to have matrix square roots. Furthermore, we obtain a method for computing the matrix square roots by decreasing the order of the Jordan normal form matrix of J = Jm1(λ1). 第一章讨论一般的Jordan标准形矩阵J=J_(m_1)(λ_1)⊕…⊕J_(m_1)(λ_1)的平方根矩阵问题，得到了J有平方根矩阵的充分必要条件，在此基础上，讨论了计算J的平方根矩阵的方法，方法本质上是对矩阵进行降阶处理，能计算一般Jordan标准形平方根，具有较好的可操作性。 短句来源 The square-rooting matrix of the general situation Jordan normal form matrix 关于一般情形的Jordan标准形矩阵的平方根矩阵 短句来源 In this paper,we introduced concept of root matrices, proved that the sufficient and necessary condition for root-matrix of r(r≥2,r∈Z) for Jordan's normal form Matrix of characteristic root 0. 定义了根矩阵 ,给出特征根全为 0的Jordan标准形矩阵开次方的充要条件 短句来源 更多 “形矩阵”译为未确定词的双语例句
 Generalized Eigenvectors and Jordan Matrix 广义特征向量与约旦(Jordan)形矩阵 短句来源 A matrix A m×n is simplified to a trapezoidal matrix B by using elementary transformation. 通过初等变换把任意一个m×n阶矩阵A化成简化阶梯形矩阵B。 短句来源 Through the elementary row operation, one can change the matrix A, which is the given basis of linear transformation σ, into a standard form B. As the column vector of A and B have the same linear relationship, it can easily get σ(V)and σ~(-1)(0)of σ . 对线性变换σ关于给定基的矩阵A施行行的初等变换,化为标准形矩阵B,依据A与B的列向量有相同的线性关系,可同步求出σ的象σ(V)与核σ-1(0). 短句来源 This paper intends to discuss the simple method for solving the matrix equation AX=B with row standard matrix. and define the pseudo row standard matrixadditionally. 讨论了用一般行标准形矩阵解矩阵方程AX =B的方法 ,然后提出了拟行标准形矩阵的概念 ,并给出了用矩阵的拟行标准形解矩阵方程AX =B的一种简捷方法 . 短句来源 This paper gives further portray of Generalized eigenvector and Generalized characteristic subspace, obtined Transition matrix form a group base of n-dimensional linear Space, make arbitrary n-dimensional complex matrix Similarity its Jordan matrix. 本文对广义特征向量和广义特征子空间进行刻划，得到n维线性空间的一组基构成过渡矩阵，使任一n级复数矩阵相似于它的约旦（Jordan）形矩阵． 短句来源 更多 相似匹配句对
 The special normalized form of real matrix 实矩阵的特殊标准形 短句来源 Canonical Form of Metapositive Definite Matrix 亚正定矩阵的标准形 短句来源 LINE GRAPH MATRIX 线图矩阵 短句来源 Algebraic Matrix Roots 矩阵的代数根 短句来源 Shape * Shadow 形*影 短句来源 查询“形矩阵”译词为用户自定义的双语例句

我想查看译文中含有：的双语例句  form matrix
 The general setting is that of two-person finite games in normal form (matrix games) with pure and mixed strategy sets for the players. A partial mechanical alloying process was introduced to form matrix pools intentionally within a tungsten heavy alloy. In the following we will call representations of this form matrix data. Unfortunately, the outer product form matrix produced by the initial guess has several eigenvectors. We now form matrix, V, whose columns are the noise eigenvectors. In this articale a method of transformation of matrix into normal form was dealt with. The well known algebraic operation is used to explain the relation between correspounding matrices of geometrical mapping under different basis. On basis of this relation a matrix is transformed into normal form. 本文论述了化矩阵为标准形的一种方法.用熟知的代数运算来阐明几何映射在不同基底下对应矩阵的关系.根据这种关系把矩阵化为标准形矩阵. In this paper a Simplified Row Trapezoid Canonical Form (SRTCF) for Linear multivariable systems is introduced. Between the SRTCF and the observability matrix or controllability matrix of a system, a set of computational expressions for their submatrices exists, which may be useful in system synthesis problems, such as the minimal order Kxobserver design problem, On this basis, new linear design method for minimal order Kxobservers is given. 本文提出了定基形矩阵的概念及多变量系统的行简化梯形典范形理论。该典范形与系统的可观测性矩阵或可控性矩阵之间可用子块集建立计算关系式。应用该理论可以把最小阶Kx-观测器设计中的一组非线性代数方程组化为一类可解的线性代数方程组(附录中介绍了这一分析过程)。由此得到一种新的最小阶Kx-观测器线性设计法。该算法较Roman-Bullock设计法计算简单,计算误差小,且更便于用计算机设计。文中还用例题指出Sirisena设计法的缺点。 The pulse transfer function matrix of linear discrete-time multivariable systems is often non-diagonal. This shows that there is coupling between the input and output of systems. If 1>m, using output feedback and state feedback (1—dimension of output vector,m—dimension of input vector), the pulse transfer fumction matrix of systems can turn to the diagona\matrix, so that multivariable systems may be decoupled into some single inputmulti output subsystems. 线性离散时间多变量系统的脉冲传递矩阵往往不是对角线形的矩阵,这表明系统的输入输出存在耦合。用输出反馈和状态反馈,在1>m时(1是输出向量维数,m是输入向量维数。),可以使脉冲传递矩阵变成对角线形的矩阵,从而将多变量系统解耦成一些单输入多输出子系统。 << 更多相关文摘 相关查询

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