AbstractThis paper presents conditions which are necessary and sufficient for (AB>)+ = B+Aω for all normalized generalized inverses Aω of the complex matrix A. Corresponding conditions are stated which are equivalent to the situation where (AB)+ = BωA+ is satisfied by each weak generalized inverse Bω of B. The results are applied to theorems by Baskett and Katz and by Schwerdtfeger
AbstractIn this paper, we offer purely algebraic necessary and sufficient conditions for reverse ord...
In this paper we investigate the reverse order law for the generalized Bott-Duffin inverses of two L...
On a group of mixed-type reverse-order laws for generalized inverses of a triple matrix product with...
AbstractThis paper presents conditions which are necessary and sufficient for (AB>)+ = B+Aω for all ...
Reverse order laws for generalized inverses of products of matrices are a class of algebraic matrix ...
AbstractThe relationships between generalized inverses of the product of two matrices A. B and the p...
The relationships between generalized inverses of the product of two matrices A; B and the product o...
AbstractSome new results on “reverse order law” related to the generalized inverse of the product of...
AbstractShinozaki and Sibuya have shown that the Moore-Penrose inverse (AB)+ can always be expressed...
The generalized inverse has many important applications in aspects of the theoretical research of ma...
This book addresses selected topics in the theory of generalized inverses. Following a discussion of...
The reverse order laws and the mixed-type reverse order laws for generalized inverses of multiple ma...
AbstractBy using the ranks of matrices, this article gives necessary and sufficient conditions for t...
Let A and B be complex matrices such that AB exists. As is well known, the reverse order law does no...
Both Djordjević (2007) and Takane et al. (2007) have studied the equivalent conditions for B{1,...
AbstractIn this paper, we offer purely algebraic necessary and sufficient conditions for reverse ord...
In this paper we investigate the reverse order law for the generalized Bott-Duffin inverses of two L...
On a group of mixed-type reverse-order laws for generalized inverses of a triple matrix product with...
AbstractThis paper presents conditions which are necessary and sufficient for (AB>)+ = B+Aω for all ...
Reverse order laws for generalized inverses of products of matrices are a class of algebraic matrix ...
AbstractThe relationships between generalized inverses of the product of two matrices A. B and the p...
The relationships between generalized inverses of the product of two matrices A; B and the product o...
AbstractSome new results on “reverse order law” related to the generalized inverse of the product of...
AbstractShinozaki and Sibuya have shown that the Moore-Penrose inverse (AB)+ can always be expressed...
The generalized inverse has many important applications in aspects of the theoretical research of ma...
This book addresses selected topics in the theory of generalized inverses. Following a discussion of...
The reverse order laws and the mixed-type reverse order laws for generalized inverses of multiple ma...
AbstractBy using the ranks of matrices, this article gives necessary and sufficient conditions for t...
Let A and B be complex matrices such that AB exists. As is well known, the reverse order law does no...
Both Djordjević (2007) and Takane et al. (2007) have studied the equivalent conditions for B{1,...
AbstractIn this paper, we offer purely algebraic necessary and sufficient conditions for reverse ord...
In this paper we investigate the reverse order law for the generalized Bott-Duffin inverses of two L...
On a group of mixed-type reverse-order laws for generalized inverses of a triple matrix product with...
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