This paper describes the orthogonal matrix canonical forms for matrices and the orthogonal matrix decomposition form.
给出了正交矩阵的相似标准形及正交矩阵的分解形式。
Based on this result, the spectral decomposition theorems are proved by using permutation canonical forms of nonnegative matrices.
在此基础上，利用非负方阵的置换标准形证明了谱分解定理。
Stability problem of a class of switched linear systems is studied, of which the subsystem matrices are in diagonal canonical or Jordan canonical forms.
研究了一类在循环切换律下，子系统含有状态时滞的离散时间线性切换系统的稳定性和子系统驻留时间确定的问题。
These algorithms can also perform the canonical forms in the systems are not controllable. It is a clear ways of thinking, less computing work and feasible to realize in computer.
还能求出系统不可控时的规范表达式。该算法较原算法思路清晰、计算量小，并且容易在计算机上实现。
This paper discusses some canonical forms of similar matrices in a general field F, gives a kind of rational forms in the field and a similar transformation from it to Jordan form.
讨论相似矩阵的一些标准型，给出一般域F上矩阵的一种有理标准形式，提供它变到若尔当标准型的相似变换。
This paper discusses some canonical forms of similar matrices in a general field F, gives a kind of rational forms in the field and a similar transformation from it to Jordan form.
讨论相似矩阵的一些标准型，给出一般域F上矩阵的一种有理标准形式，提供它变到若尔当标准型的相似变换。
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