摘要
基于矩阵的相似关系和合同关系,给出矩阵的同变换关系,并得到了一些性质和定理。利用矩阵的同变换关系,解决了求一类变系数线性微分方程组的通解问题。
Based on the matrix of similarity relationship and contract relationship, presents the matrix of same transformation relationship, and obtains some properties and theorem. By means of same transformation relationship, gives the general solution for a kind of variable coefficient linear differential equations.
出处
《湖南工业大学学报》
2013年第3期16-21,共6页
Journal of Hunan University of Technology
关键词
Jk（λ
ε）若尔当型
同分布矩阵
同变换矩阵
通解
Jordan form of Jk （λ,ε）
same distribution matrix
same transformation matrix
general solution
