摘要
本文给出矩阵A和B的Kronecker积的加权Moore-Penrose逆、Drazin逆和群逆的表示,并应用这些结果给出投影算子AAMN,AMNA,AdA和AgA的行列式表示,已知的关于Moore-Penrose逆和正则逆的结果,均为本文的特例.
In this paper,the representations for the weighted Moore-Penrose inrerse and the Drazin inr erse of the Kronecker product AB of the two matrices A and B are given,and using these results,the determinant forms for projectors AAMN, AMNA, AdA are deduced. The results for Moore-Penrose inverse and inverse are the Special cases of this paper.
出处
《抚州师专学报》
1994年第1期21-28,共8页
Journal of Fuzhou Teachers College
关键词
广义逆
投影算子
克罗内克积
kronecker product generalized inverse
projective operator
determinant