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1.A New Algorithm for the Similarity Transformation of a Matrix to Its Jordan Canonical Matrix
求矩阵到其Jordan标准形的过渡矩阵的新算法收藏指正
2.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。收藏指正
3.Another method to solve the Jordan Standard form of matrix A
求矩阵A的Jordan标准形的另一方法收藏指正
4.The article firstly work out the eigenvalues of the matrix,then we decide the jordan block number of each eigenvalues and the progression of each Jordan block,this produces another method to work out matrix Jordan canonical form of matrix.
文章通过先求矩阵的特征值,然后确定属于每一个特征值的若当块的个数和每一个若当块的级数来给出矩阵若当标准形的另一种求法.收藏指正
5.THE DECOMPOSITION OF THE VECTOR SPACE AND THE JORDAN FORM OF THE MATRIX
线性空间的分解与若当标准形收藏指正
6.THE JORDAN CANONICAL FORM OF A REAL RANDOM MATRIX
实随机矩阵的Jordan标准型收藏指正
7.it studied the specific structure of γ(A), gived the general formula (Thcorem 2) on elements of abelian group γ(A) of A matrix and obtained a new formula on general solution of matrix equation AX=XA (Theorem 3), obtained the rules on how ic write directly the general formula and general solution with Jordan standard form of matrix A and B as well.
研究了γ（4）的具体结构，给出了矩阵A可换群γ（A）元通式（定理2）、获得了矩阵方程 AX＝XB的通解公式（定理 3），以及由 A、B的 Jordan标准形直接写出该通式、通解的规则。收藏指正
8.AN ALGORITHM FOR DETERMINING JORDAN CANONICAL FORM OF A REAL UNSYMMETRIC MATRIX
确定实非对称矩阵Jordan标准型的一种算法收藏指正
9.The Solution to the Jordan Standard Form of Complex Coefficient Three-rank Matrix
复系数三阶矩阵若当标准形的求法收藏指正
10.Then, the follows are gotten: the existence of Jordan form main matrices which are similar to a square matrix, and a necessary and sufficient condition of a matrix similar to a diagonal matrix, and the real coefficient minimum polynomial of a matrix.
用之导出四元数方阵所相似的Jordan形主矩阵的唯一性，四元数矩阵相似于对角形矩阵的一个充要条件及四元数方阵的最小实系数零化多项式的形式。收藏指正
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