2) concomitant matrix
相伴矩阵
1.
In this paper,first and foremost we study the properties of p-step concomitant matrix Ap for square matrix A,then go further into the eigenvalues relation-ship between matrix Ap and square matrix A.
讨论n阶方阵A的p级相伴矩阵性质,以及A的P级相伴矩阵特征值与方阵A特征值之间的关系。
3) accompaniment matrix
相伴矩阵
1.
In this paper, by means of infinitesimal transformation, vector product is converted into matrix calculus as introducing accompaniment matrix formulation of vector, which gives the transformation expression of bisector product, finally we obtain the method of inertia tensor matrix.
通过无限小变换,把向量叉乘转换为矩阵运算,在引入向量的相伴矩阵的基础上,给出二重向量叉乘的转换法。
2.
In this paper, by means of infinitesimal transformation, vector product is converted into matrix calculus as introducing accompaniment matrix formulation of vector,which gives the transformation expression of bi-vector product, finallg we obtain matrix formulation of inertia tenso
本文通过无限小变换，把向量叉乘转换为矩阵运算，在引入向量的相伴矩阵表示的基础上，给出二重向量叉乘的转换式，最后得到惯性张量的矩阵表达式。
4) p-step concomitant matrix
p级相伴矩阵
1.
In this paper,first and foremost we study the properties of p-step concomitant matrix Ap for square matrix A,then go further into the eigenvalues relation-ship between matrix Ap and square matrix A.
讨论n阶方阵A的p级相伴矩阵性质,以及A的P级相伴矩阵特征值与方阵A特征值之间的关系。
5) independent companion matrix
自伴矩阵
1.
Based on a through analysis and discussion of independent companion matrix,this paper presents the properties of the characteristic value and the characteristic vector of independent companion matrix.
通过对自伴矩阵的深入分析和讨论,给出了自伴矩阵的特征值及特征向量的性质;证明了自伴矩阵一定可以酉相似于对角阵;得到了Hermite二次型可通过可逆线性变换化为标准形的一般方法以及Hermite二次型正定的几个充要条件。
6) adjoint matrix
伴随矩阵
1.
Linear maps preserving adjoint matrix between alternate matrix spaces;
交错矩阵空间之间保持伴随矩阵的线性映射
2.
An equality s proof and application of its adjoint matrix;
方阵积伴随矩阵的一个等式的证明及应用
3.
Some properties for adjoint matrix;
关于伴随矩阵的一些性质
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