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矩阵     
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  matrix
    Some Refined Algorithms for Large Unsymmetric Matrix Eigenproblems
    解大规模非对称矩阵特征问题的一些精化算法
短句来源
    A QR-like Algorithm and a Symplectic Lanczos Algorithm for Hamiltonian Matrix Eigenproblems and the Error Analysis of Symplectic Lanczos Algorithm
    求解Hamilton矩阵特征问题的一个QR型算法及关于辛Lanczos算法的误差分析
短句来源
    The Solutions of Several Classes of Linear Matrix Equations and the Procrustes Problems
    几类线性矩阵方程的解与PROCRUSTES问题
短句来源
    Matrix Valued Rational Approximation and Applications in Control Theory
    矩阵有理逼近及其在控制论中应用
短句来源
    Refined Jacobi-Davidson Algorithms for Large Unsymmetric Matrix Eigenproblems
    解大规模非对称矩阵特征问题的精化Jacobi-Davidson类算法
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更多       
  matrices
    The Representation Theory of Matrices and Its Applications in Numerical Calculation
    矩阵的表示理论及其在数值计算中的应用
短句来源
    Generalized Indices of Boolean Matrices
    布尔矩阵的广义指数
短句来源
    The Research on the Relative Problems of Two Classes of Special Matrices
    两类特殊矩阵相关问题研究
短句来源
    Study of Some Problems on Generalized Inverse Matrices
    广义逆矩阵中若干问题的研究
短句来源
    Studies on Some Inverse Problems for Matrices
    某些矩阵反问题的研究
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更多       
  matrixes
    Lax matrixes and their applications
    Lax矩阵及其应用
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    The Dynamic Stiffness Matrixes of the Bar Element and Beam Element
    杆元素和梁元素的动刚度矩阵
短句来源
    MULTIPLICATION OF QUATERNION MATRIXES AND ITS COMMUTATIVITY
    四元数矩阵的乘法及其可易性
短句来源
    The Estimates for the Condition Numbers of the Finite Element Matrixes
    有限元矩阵条件数的估计
短句来源
    Transposing of Terms about Column Vector of Matrixes and Its Applications
    矩阵的列向量移项及其应用
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  matrix of
    VIBRATIONAL MEAN SQUARE AMPLITUDE MATRIX OF THE CYCLIC-DIAZOMETHANE TYPE MOLECULES
    环偶氮甲烷型分子的振动均方振幅矩阵
短句来源
    Matrix of Diagonal Form and Sparse Matrix
    对角型矩阵和稀疏矩阵
短句来源
    On Singularity of Bordered Matrix of any Matrix A_(m×n)
    A_(m×n)矩阵的加边矩阵的奇异性问题
短句来源
    CHARACTERISTIC MATRIX OF PERIODIC POTENTIAL IN ONE DIMENSION AND ITS APPLICATIONS
    一维周期性势场的特征矩阵及其应用
短句来源
    REGULARITY OF THE THREE--ROW INCIDENCE MATRIX OF H-B INTERPOLATION PROBLEM
    三行H-B插值关联矩阵的正则性
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  matrix
Finally the cubic surfaces of each component ofQ are studied in details by determining their stabilizers, their rational representations and whether they can be expressed as the determinant of a 3×3 matrix of linear forms.
      
In this paper we present an explicit formula for the twistors in the form of an infinite product of the universalR matrix ofUq(g).
      
Semi-invariants of quivers can be constructed by taking admissible partial polarizations of the determinant of matrices containing sums of matrix components of the representation and the identity matrix as blocks.
      
These are analogous to "fusion rules" in tensor product decomposition and their derivation obtains from an analysis of theR-matrix.
      
The form of these generic polynomials is that of a Bethe eigenfunction and they imitate, on a more elementary level, the R-matrix construction of quantum immanants.
      
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  matrices
The basic tool is the decomposition ofN pairs of free charged bosons with respect toglN and the commuting withglN Lie algebra of infinite matrices?l.
      
We express them in terms of generatorsEij ofU(gl(n)) and as differential operators on the space of matrices These expressions are a direct generalization of the classical Capelli identities.
      
(HereM3 denotes the vector space of 3×3 matrices over k andp>amp;gt;3.) The method of proof involves an induction, and is potentially of wide applicability.
      
The variety of pairs of commuting nilpotent matrices is irreducible
      
In this paper we prove the dimension and the irreduciblity of the variety parametrizing all pairs of commuting nilpotent matrices.
      
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  matrixes
Formation of thin cadmium selenide films on semiconductor and dielectric matrixes of (100) and (111) orientation from atomic-molecular beams was considered.
      
The coatings can be grouped as (i) the phase films of individual fullerenes and (ii) the composite films of fullerenes, which are dispersed in/on the matrixes of various natures.
      
The residual mutual information matrixes are then constructed.
      
These matrixes that contain useful high-order statistical information are used to train a radial-basis-function fusion network.
      
The basic properties of host matrixes necessary for PCE detection are ascertained.
      
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  matrix of
Finally the cubic surfaces of each component ofQ are studied in details by determining their stabilizers, their rational representations and whether they can be expressed as the determinant of a 3×3 matrix of linear forms.
      
This decomposition corresponds to a factorization of the polyphase matrix of the wavelet or subband filters into elementary matrices.
      
Asymptotic covariance matrix of the estimators is given.
      
Let G be a graph and denote by Q(G)=D(G)+A(G), L(G)=D(G)-A(G) the sum and the difference between the diagonal matrix of vertex degrees and the adjacency matrix of G, respectively.
      
In 1979, Jurek gave a characterization of the moment of a full operator-stable μ by eigenvalues of exponent matrix of μ.
      
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