伴随矩阵

  • 网络adjoint matrix;companion matrix;adjoint;Adjugate
伴随矩阵伴随矩阵
  1. k阶复合伴随矩阵与k阶余子式矩阵

    The k order compound adjoint matrix and k order cofactor matrix

  2. 给出了n阶矩阵A的伴随矩阵A的特征根与A的特征根的关系。

    Introduces the connection of characteristic root of adjoint matrix A of matrix A of the n-the-order and characteristic root of matrix A.

  3. 本文讨论了n阶方阵A的伴随矩阵的性质。

    Property of matrix A 's companion matrix A is discussed in this article .

  4. k阶伴随矩阵Ck~(AB)的性质

    Property of accompanying matrix C_k ~ ( AB ) of order k

  5. 设A是n阶矩阵A的伴随矩阵,本文证明了A,A的逆、转置和伴随矩阵等之间的一些性质。

    Let A be a matrix , Ais it 's Conjugate transpose matrix , A ~ ( - 1 ) is inverse matrix of A. In this paper we prove further properties among these matrices .

  6. 本文改进了Schur不等式,得到了又一个行列式不等式.格矩阵的行列式与伴随矩阵(英文)

    In this paper , we have improved the Schur inequality and obtained a new inequal - ity for the determinant of a matrix .

  7. 利用本公式求n阶矩阵的逆,只要简单地计算n次两个矩阵之积和n次两个矩阵之差即可,避开了计算伴随矩阵和行列式的麻烦。

    When this method is applied to solve the n-order inverse matrix , it is only required to compute the product of two matrices n times and the difference of two matrices n times , thus the troubles on computing the determinant and the adjugate matrix are averted .

  8. 伴随矩阵A与矩阵A、矩阵A的逆矩阵A-1、矩阵A的转置矩阵A′、矩阵A′的行列式有着密切联系,伴随矩阵A的行列式和秩也有其特殊性质。

    It has a close relation to matrix A , inverse matrix A-1 , transposed matrix A ′ and the determinant of matrix A. Besides , the determinant of adjoint matrix A and its rank also have their own special properties .

  9. 指出了完全分配格上的矩阵及其伴随矩阵与行列式的关系,并用完全分配格上矩阵的行列式给出了以完全分配格上的元素为系数的线性方程组的Cramer法则。

    The relationship of a lattice matrix between its adjoint matrix and determinant is pointed out . Using determinant of lattice matrices , the Cramer rule of linear equation group , which takes the lattice element as its coefficient , is presented .

  10. 伴随矩阵A~与~A的性质及应用

    The Properties and Application of the Adjoint Matrix A , A

  11. 可逆方阵的伴随矩阵的性质

    The Properties of the Adjoint Matrix of the Invertible Square Matrix

  12. 复合矩阵与伴随矩阵的关系及应用

    The Relation of Compound Matrix and Adjoint Matrix and Its Application

  13. 我们要计算这个东西:伴随矩阵。

    We will have to compute something called the adjoint matrix .

  14. 一类逆高次伴随矩阵及其特征值的研究

    Study on a Class of Inverting Higher Degree Adjoint Matrix and Eigenvalues

  15. 可逆矩阵及其伴随矩阵、逆矩阵的一些共同特性

    Some Common Properties Among Invertible Matrix , Adjoint Matrix and Inverse Matrix

  16. 伴随矩阵在矩阵的运算和应用中起着非常重要的作用。

    Adjoint matrix plays an important role in matrix operation and application .

  17. 用伴随矩阵求逆的合理解释

    The Reasonable Explanation of Making Reverse Matrix Through Adjoint

  18. 矩阵的伴随矩阵在矩阵理论中有着重要地位。

    Adjoint matrix of matrix plays an important part during the matrix theory .

  19. 矩阵空间上保弱伴随矩阵的线性映射

    Linear operators preserving weak adjoint matrix between matrix spaces

  20. 用特征矩阵的伴随矩阵求解惯量主轴方向

    A calculation for the principal axes of inertia by adjoint matrix of eigen matrix

  21. 伴随矩阵序列的结构与性质

    The structure and properties about adjoint matrix sequence

  22. 三角矩阵空间上保伴随矩阵的加法算子

    Additive Adjugate Preservers on The Triangular Matrices

  23. 关于伴随矩阵的讨论

    The Discussion of the Adjoint Matrix

  24. 伴随矩阵A的一些性质

    Some Properties of Adjoint Matrix A

  25. 伴随矩阵的原矩阵

    Original Matrix of an Adjoint Matrix

  26. 交换环上的复合伴随矩阵

    Compound adjoint matrices over commutative rings

  27. 伴随矩阵的秩

    The Rank of Adjoint Matrix

  28. 伴随矩阵的一个应用

    An application of Adjoint Metrices

  29. 研究了全矩阵环上保持伴随矩阵的线性映射的形式。

    The forms of linear maps preserving adjoint matrix between two full matrix rings have been given .

  30. 伴随矩阵的运算性质

    The Operation Properties of Adjoint