摘要
本文对广义特征向量和广义特征子空间进行刻划,得到n维线性空间的一组基构成过渡矩阵,使任一n级复数矩阵相似于它的约旦(Jordan)形矩阵.
This paper gives further portray of Generalized eigenvector and Generalized characteristic subspace, obtined Transition matrix form a group base of n-dimensional linear Space, make arbitrary n-dimensional complex matrix Similarity its Jordan matrix.
出处
《江汉学术》
1996年第6期1-4,共4页
JIANGHAN ACADEMIC
关键词
广义特征向量
广义特征子空间
约旦形矩阵
相似
Generalized eigenvector
Generalized chavacteristic subspace
Jordan matrix
Similarity.