摘要
研究复数域上亏损矩阵的广义特征向量。根据广义特征子空间链,提出广义特征向量组的广义线性相关与广义线性无关的概念,用以刻画若当链的计算复杂性。
In this paper we study the generalized eigenvectors for a defective complex matrix.We give the concepts of generalized linear dependence and generalized linear independence for a set of generalized eigenvectors by the chain of generalized Eigen spaces.With these concepts,we can express the complexity of computation of Jordan chains easily.
出处
《柳州职业技术学院学报》
2010年第4期39-41,共3页
Journal of Liuzhou Vocational & Technical College
基金
广西高校优秀人才资助项目
关键词
若当标准形
广义特征向量
若当链
线性相关
Jordan canonical form
generalized eigenvector
Jordan chain
linear dependence
